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<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/atom10full.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><feed xmlns="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" gd:etag="W/&quot;DEEASHY4eyp7ImA9WhVTEEU.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754</id><updated>2012-02-24T04:30:49.833-08:00</updated><category term="shapes" /><category term="wegraphics" /><category term="babies" /><category term="custom shapes" /><category term="tools" /><category term="extract" /><category term="phoyos" /><category term="free" /><category term="layer styles" /><category term="how to" /><category term="drop shadows" /><category term="adobe" /><category term="square.how to" /><category term="photoshop actions" /><category term="Photoshop" /><category term="overlays" /><category term="dslr" /><category term="beginners" /><category term="gifts" /><category term="resources" /><category term="video" /><category term="automate" /><category term="remove blemish" /><category term="image" /><category term="papers" /><category term="elements" /><category term="remove person" /><category term="paper" /><category term="healing" /><category term="black and white" /><category term="tuturial" /><category term="drawing" /><category term="brushes" /><category term="photography" /><category term="sharpen" /><category term="tutorial" /><category term="store" /><category term="cross processing" /><category term="color picker" /><category term="kits" /><category term="CS5" /><category term="rotate" /><category term="face" /><category term="dodge and burn" /><category term="cropping" /><category term="retouching" /><category term="begginer" /><category term="scrapbooking" /><category term="photo" /><category term="tutorials" /><category term="color" /><category term="spots" /><category term="circle" /><category term="dust" /><category term="digital" /><category term="beginner" /><title>Tutorials for Digital Scrapbooking, Art and More.</title><subtitle type="html" /><link rel="http://schemas.google.com/g/2005#feed" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/posts/default" /><link rel="alternate" type="text/html" href="http://howtodigital.blogspot.com/" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><generator version="7.00" uri="http://www.blogger.com">Blogger</generator><openSearch:totalResults>23</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/atom+xml" href="http://feeds.feedburner.com/TutorialsForDigitalScrapbookingArtAndMore" /><feedburner:info uri="tutorialsfordigitalscrapbookingartandmore" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><feedburner:emailServiceId>TutorialsForDigitalScrapbookingArtAndMore</feedburner:emailServiceId><feedburner:feedburnerHostname>http://feedburner.google.com</feedburner:feedburnerHostname><entry gd:etag="W/&quot;CEYDSXc9cSp7ImA9WhRaGUs.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-7763377503595500315</id><published>2012-02-22T17:56:00.000-08:00</published><updated>2012-02-22T17:56:18.969-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-22T17:56:18.969-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Photoshop" /><category scheme="http://www.blogger.com/atom/ns#" term="rotate" /><category scheme="http://www.blogger.com/atom/ns#" term="cropping" /><category scheme="http://www.blogger.com/atom/ns#" term="tuturial" /><category scheme="http://www.blogger.com/atom/ns#" term="automate" /><title>Automatic cropping and rotating photos</title><content type="html">&lt;strong&gt;Summary:&lt;/strong&gt; Whether you're restoring old photos or adding  them to your digital scrapbooking designs, let Photoshop's Crop and  Straighten Photos command speed up your scanning workflow!&lt;br /&gt;
Wow was I happy when I read this. I admit to not fully exploring photoshop's potential - other tasks often get in the way. I can't believe I missed this one though. I have spend days scanning old photos from my mother and grandmother and often find it much easier to scan a whole page. Sometimes the pictures are stuck down and you don't want to damage them. That in itself is time consuming. Now I know that I can use photoshop to intuitively crop each to an individual file and straighten them. It is a simple process that speeds it up dramatically and works fairly well. You could use this for other tasks as well.&lt;br /&gt;
&lt;br /&gt;
Take a look at the full tutorial &lt;a href="http://www.photoshopessentials.com/photo-editing/crop-straighten/" target="_blank"&gt;here&lt;/a&gt; for full info and screenshots or just take a look under file/automate/crop and rotate photos.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-7763377503595500315?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/5061rQm3E3WUNa_Br2YyOPUVQmk/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/5061rQm3E3WUNa_Br2YyOPUVQmk/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/5061rQm3E3WUNa_Br2YyOPUVQmk/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/5061rQm3E3WUNa_Br2YyOPUVQmk/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/A__gk8GEGis" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/7763377503595500315/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2012/02/automatic-cropping-and-rotating-photos.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/7763377503595500315?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/7763377503595500315?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/A__gk8GEGis/automatic-cropping-and-rotating-photos.html" title="Automatic cropping and rotating photos" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2012/02/automatic-cropping-and-rotating-photos.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CkMNRX8-eip7ImA9WhRbFko.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-2170589302833465457</id><published>2012-02-07T19:07:00.000-08:00</published><updated>2012-02-07T19:08:14.152-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-07T19:08:14.152-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="tools" /><category scheme="http://www.blogger.com/atom/ns#" term="Photoshop" /><category scheme="http://www.blogger.com/atom/ns#" term="color picker" /><category scheme="http://www.blogger.com/atom/ns#" term="beginners" /><category scheme="http://www.blogger.com/atom/ns#" term="elements" /><title>Photoshop Elements Color Picker</title><content type="html">For Photoshop Elements absolute beginners.&lt;br /&gt;
&lt;br /&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="344" src="http://www.youtube.com/embed/IPWcqXzvux8?fs=1" width="459"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-2170589302833465457?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/7wYNE9H8gAEoH8UCxevmPtTwEnQ/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/7wYNE9H8gAEoH8UCxevmPtTwEnQ/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/7wYNE9H8gAEoH8UCxevmPtTwEnQ/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/7wYNE9H8gAEoH8UCxevmPtTwEnQ/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/ZJjM8TUls48" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/2170589302833465457/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2012/02/photoshop-elements-color-picker.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/2170589302833465457?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/2170589302833465457?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/ZJjM8TUls48/photoshop-elements-color-picker.html" title="Photoshop Elements Color Picker" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://img.youtube.com/vi/IPWcqXzvux8/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2012/02/photoshop-elements-color-picker.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A08GSH47cCp7ImA9WhRbFks.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-3955397332698668416</id><published>2012-02-07T18:57:00.000-08:00</published><updated>2012-02-07T18:57:09.008-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-07T18:57:09.008-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="layer styles" /><category scheme="http://www.blogger.com/atom/ns#" term="drop shadows" /><category scheme="http://www.blogger.com/atom/ns#" term="begginer" /><category scheme="http://www.blogger.com/atom/ns#" term="tutorial" /><title>Working with Layer Styles – understanding Drop Shadows</title><content type="html">&lt;h2 style="color: #4c1130; font-weight: normal;"&gt;&lt;i&gt;&lt;a href="http://www.psdtop.com/blog/basic/working-with-layer-styles-understanding-drop-shadows/" rel="bookmark" title="Permanent Link to Working with Layer Styles – understanding Drop Shadows"&gt;Working with Layer Styles – understanding Drop Shadows&lt;/a&gt;&lt;/i&gt;&lt;/h2&gt;Adobe Photoshop includes&lt;strong&gt; Layer Styles&lt;/strong&gt;, a number of automated effects that you can&lt;br /&gt;
apply to layers, including drop shadows, glows, beveling, and embossing, as well as a color fill effect.&lt;br /&gt;
&lt;span id="more-18"&gt;&lt;/span&gt;&lt;strong&gt;Layer styles&lt;/strong&gt; allow you to  edit applied effects dynamically without having to create a smart object  version of the image layer first. This means that you can apply  editable effects to a selected image, shape, or type layer without  permanently altering any pixels.&lt;br /&gt;
This is a great beginners tutorial that explains drop shadows. You can read the full tutorial&amp;nbsp;&lt;a href="http://www.blogger.com/goog_863540587"&gt;&lt;/a&gt;&lt;a href="http://www.psdtop.com/blog/basic/working-with-layer-styles-understanding-drop-shadows/" target="_blank"&gt; here.&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
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xmzmAmLOfVSUo3cQpgJDMeMJsxowk2YXq9fuXIl+pyA1Wrt6urSNC0cDmuapqqqoiiqqmqapmlaKBTSJoYgCLFYTFEUn8934cKFtWvXLly4cNeuXb29vYIgRKPRcDisqmokEhkeHg5PjMgEiMVi0Wg0Go3GYrH04+gESN0XDkfD4WgkEkMSi0Rj0XB0TKLRaDQSeyLjiEej8VgkHovEJ9L/+8ZE5TNR/InK53kNoVAoFApNpGei8n/Z+L/xPaZuR0lKXU0mk6iyjYyMaJoWi8VIkjx27JjBYJhSguNlOIEROI4ZzSajxVS6rcxoLTVtM5rNRgI3WUyYpRS3bDUTxRasxGIy4UYMGzNvy54y/Z43bAkMm/Afbb4pfL29+bzl/qIUEi+05sbCx2w9I4aXYngphhnHAicK/62z/PWjmYnzSzxtsRrHT9Mt32fzMpHlnj5eeer1pefuSUFhT+cU+9rRxtdlvJTAtpqNpYSxjCjF8FIcK8GxUgwvLSNKS82lpYSxjDBiGIanihcvSZOxAk+NrlJShmOlhBFpQErKCOPTb//ZlJThWCmBlZlxI3JSjRcXgeF4mREvM1pNeDlGWIwYGo/m6g0FBQXLli0rKChob28PBAKKopAkybIsy7I8zwMAAAA8z3McxzAMnwbuaQAAaJqWZZmmaRzH9Xp9W1ubJEmoV0AdhizLqDGrTyPVSagTQ1EU1Nk8c/y1CKVE08KapmmqrKmyOiaqqqqK9kTS79KUkKY8m84/LjzTAf9BEvD8qTKOVLiiKJqmiaIYiURQvYrH4+FwWJIkRVFkWRZFcdmyZVMwk8VCWLcR5VbMYjWZyzHLNmyb1bSjHNttwXcT2C4c34ET5bgZI6xGwlqKm43j8kLfOJJ0S/n3i6+33BGesdxT1u4L5NmrFgLfRuDlBIER5jLCXEYQGIGXE/i2F4QTFgIv/70OVsw4YcUJ61iWU4OGsTRbn7qaAvI7P5GnS+bpeQc0QCEI5BAfH6yMnxLEuANl/PQlLXfzePJMZsJoIUqthMk8ninMYsYtJrOl1PpUePrsSvq4CjnucaLcZB4XYpvJXG4yE09mftAkRVpBpddP09OCnAwWwmrGLVbMUo5bLUbCXGaymvBtuHkbbi7HCAuGF+TlL168ePny5dnZ2T6fz+VyIQb3+Xx+vz8wDpIk/X5/KoQkyVSIz+fz+XwkSTIM43a7SZIEAOzYsSM/P9/r9YZCIVmWeZ6XJEmSJHSAWvLLAml47himyW++XZYEWRKkNIjyE0mHLCqyqEgvid8hX98IBEF4Yfhvn8jfR/pTOlHyUscI6TFpmu7t7XW5XKIoxmIxmqYfPHiA6g+EMBKJFBQUTDEb0TiZIEoxc6m5HN9uxnZgxh0m0y6TaReG7cTwchw3E7jJjJXgeLEJLy0jSk04EmOaIZ/mskwz6n/f+G08xemG29PW7nPy7FUCM1kxkwXDjGNmI2bETBbMtA0zbXsqHC99Wcv9d8us2YSZTUYce+IdRq8AXRqb7TA9yfVzUxTPJO/ZdzdmqqNcI5MZw8ZHKthYTk0WzGTFMGzcrn+J9JeXGS1GIzLeSwmiDCfMRkt5qaW81GI2Wspwy1YzUUoQZfhYdp5epmVOn1vGcDOGW8twy9j0D2Ytwy0YgacmqAncROBlFqzMgpWNz0Cg6oqVjS8Fw54y2AkCG/MAlePWcsxiMWLIfjebUErw7OzsVatWLVmyJDs72+PxuN1up9MZCAS8Xq/X6/WkAdG9z+fzjgOFu91ut9vd39+P+gan00lRlNlszsrK8nq9LMsKggAhRA0bQohsMSENvyVNyLIsy2MEnHYspMkTpNQ+w2u/b3KfCPIE+KYUPpPT55W/kHafv+Xrafp5/MZXJj1N7ujtP6+HYZjm5uYzZ86QJCkIwqVLly5duuR2uwVBQCb/J598MsVqwi1GrLyM2E6UH/zsoL263mE/cqjKUWmvr3LUV9fV1dQ6au2OervtaHVNXXV1jb260lFd5aiusVfb7JU2e6XdVmmzV9ps1TZbdY3dVmO3VSFBcWw2e82YTAR0FxKkxz6BjD/liUyodAKMJeZ55TW2Z8VWba9x2Kvr7dX1Nlu1zV5hs1fYbNU1tvqammM1NcdqbPU2e6XNftBmP2izV9prHPaaOpvNkZKn85WWhrSH2my2tFsmQnWqWGprqmtrxgqh0mGrdNiqxsuttqa6rhpFsNlstiq7o8rusNXUPZMqJKk8psrzyTu12Ww19baaOpu90mavsNlstpo6W02dzWaz2Sts9kpbTZ2tpt5ms41F/q1RW2M7Wl1zpLrGbrdXO+zVDrvNYa+vqT1aVXuk0lFX7aixOSodjiq7o8bmqKu21VXbHLZau63+WbHXOhwOh8Nht9fYHDXo1+awIzhsdofN7rCjRNfU26rqbVV1NZWpwrHXOGw2h62mrsZW53DU2e12VBq11Y66mtp6W91he72jyu6w1VYeqtqxY5fJZDJiaNEBoTPoV69ejb712NPT4/F4enp6BgYG+sbR29vb09PT29vb19eXHp66ioD4vbe3d2BgAEK4a9eunJwct9sNAFBVFbVnCCHHcTzPUxSFvD0wDYjo4QRAPiKe51P+InTM8+nyFJD+VBcCIQ/hs66kfzfwL4mJyuF5bagkU4HoAOWd5/mJinSidE703JdNZ3rhp941SgxKbXpGOI6TJKm7u/vIkSMnTpw4ceJEfX19e3s7y7I0TSuKEolEVq1aNcVkLCVw0+7tOw47au9+2Uz6AgCKjCD4eOCDkBTFoChRUGV4haU1mpZJXvADGOR5imNZlubY4LjQLEuzLMtwKaEZjmZZlmPGZCKk3cKyLM2yNDexoAhIOdL/O4Abe0qQ5cZSjpL31C9LcwzL0QLHQJalWS7AcgGWpRlWYBiFYRSGFViWZjk/y/lZLsgxPMdAluVT8nS+nnr6mIyVSeqWiUCnigUwQcAEWZamODbIsyRggzw7/i5owNCAGVNLcTzF8SwDn0kVkrGXMl6kDEdTPE3x40XKCCwDWS7IcgGWZVkGsgxkWZblAiwXZBnIMsJ4wl6m2BlWZniZ4XmeRyp5npUZVmFYOUiLFI3yRXEsw7GAYSGN3gXPsvxYGsbywvI8ywOaBxTgKZ4L8hzFcxTHMeO54zmGBQwLGBrSNGSCkKYhTUOaBQwLaJ5DxcJAwPE8y3EMy9IMx/A8CwAHIS8wDEfTbG/fQOPZc3v278PKLaUEthUzZutyli5dWlhYmJeX19XV1d/f393djQi9r6+vv78fMXj3OHp6ehDXI6RYHl0dGBi4f//+4OAghmE5OTl+vx813WAwiIgDACAIAuLlF3IfMwHSieDpYyZNnoCiKJqm057CMAzFMNTLkuw3hZftDH6r6vd0fPQgFJ5i/InUvrDw+a8t/xdiovipwmdZFp2mlKAQhmFQBPRc1N8/ePDgwIED27dvb25uFgQhEAiIouj3+2OxWEFBwZRiwoRvMx8+WuvxDibioUhUicZDUkxTHj0iI1Hu8a/JxL+R8V+TsV/zyV/TkV9T4X/THv9ajj9WwwlNCw8n4/GwOpqIDseiiXg0Ho/H48n4GKLxeDQSicTj8UQikUgk0IRvPB5PJpPoN5lMhsPhZDKpquro6GgsFkvFj8Vi8WgsGU8Mx+KJSDQejsSjsa8ePY7FYvF4PBaLofl6pDkej6PJ7mQyie6NRaLJeGIkORwNRxKxeDwaezQyGovFotF4IjmiaVo8GXv0OBmKKNGYFo1HhoeH44nhWCwRjSVisVgsMZb+RGwkFoknErFIVI3GtOHhRCQ6HImMaloyFh99/Hg0HJEjUSUWDz0e/SoWSSZiyUQsjqbgE8PJUCQcjkYSw8nh0ZFQJIym0UeSw8OJZEjVErF4LBJFv8l4IhGLozTHo7F4NJaIxROxeFgLjQ6PoEuxaHgkHhlORhPDcS0aCSeT0cePQEhLPB6NxiPhsDY8EksOR8NhLZ5MxEdGI9FkIjEc1iIjI4/iiWFVCyeHR0dHH4fD0Wg48nh4JB6ODMfiKKmRRDw6HIvGI9FodGT4q3hsJBYPJZJo6j8ejcYfPXoUiaqRqJqIj0YjyVgslkjE4i+DRCw+HIsn4wlZVUZ+NRxJhiJRaTShjEalkZCQjIojoxElIkVH4qO/+kpV1WQ8EU+EQxElOZKIJ2Njix8ioWQiEo9p8bgSj0vxiBCPSMmYkoiq0UgoEo2HEgktGosl4uFwOB6P/+rxV7IkjMQT8XAkqoV+NfooqkYiSnQ4OhIJRdE6kFgskkzG0bzl8MijaCwRjSVCsbikhSgALl6/+nnFQZMV32oq0Rn0aM9RZmZmT0+P0+ns6+t78OBBT09Pis0RiSPG754AiOJRBJ/PZ7Vac3Nz3W43arcQwkAgwPM8YnnELxRFoUaOiJgkSUSCJElSFOV2u5FzH2kIBoNerxdC6Ha70+nD63UDwDEMRVEBhmECgQBFjfeIHAgEAoIg8Dzr83k4jqHpIJozAAAEAgGklmVZmqYpikrR0FhXQFH0ONAtKMEoC8FgMD0ZNE2jEMRiLMv6fD6KonieR7PTfr8fQsgwjNfrRTTn9/sR/wYCAZZlUcJQt4T0oLShdDIM4/P5UknleR5CODQ0hNg8GAyiskXJ8/v9KCaKjJKU0hkMBimKQo8bL0MvKgqKovx+P3ocShgqFhQTnaZeYnr5pJCibPSyUBZu3769bds2s9lsNBoxDEPLYXt7e1GH5Pf7kXK/348+FrZ///6TJ086nc5UXhKJxJIlS6ZsNJbtPPB5W1drLBkKRWUG0iCkgcQjb/hXW6vPvLeMmFW0f8baillF9vdWVnzwycF5Kywrinedv9XNiolQOCFCKRbSJMArApQEURRlUZRFUZQEURJESYTpXj8054scVRzHoYGnpmkQwkQigeaRFEV54tISJQFAGQqaJEdUTYYCx7AiFFRZkWVZVVUtHEJ6ULNE7ip0ryorsigpkqwpakjVkIEmCbKqRERJUTSV4egg7Ycip4VlHnKBIC3JIUkO8UCSFU0NaaIsyLIYUjVJEEURygpUVEGWZVHSVC0WjY3wQBIEQVGFSFQVBCAJIuQFTVEhD0KqJgiCoijhaITlOVlVaJYJRyOqqnIcJwCIykeR5JCqyaIki5IqKyFVgzxIhUMeqLISj8YAx6M4iiSHNIWhg4IkQlmheIGXVKiEGEHQYiFJgVDkBImXVUlWFVFSoKCIoqyqIVFSOEFUwhEgyRTNhsPRiKqJLB9VNE2QAMcrmspCACRRC4cEQQBAkGWVZWlNU0KhkCQpsqzSNC2KMBIJASAIghSJRAQBKBNgIp8pECCUJTUSDnAUL7Gywmkiq/CkxJLJiAwFipdYOSrTkOUEGI6GeIFWw2IoogCBR7VFkUWeo2SJV1UesP6IBqMhSeSZmKqqsgIFSY3ERVUDkiwpMhCgKEvJkWHEFMPDw7IssyyvaWFF0aLRqKwKkgJFGXCADUU0QZE5AUpaSNJCvChBWYmPjLp83pOnG8u3W0uNJRkZGStXrly9enVWVta1a9dOnz596tSppqamhoaGhoaGU6dOnTp1qqGhobGxEYWcPn369OnTjWlAISjmyZMnGxoa7ty5s2nTJr1ej1iAJEmPxxMIBBiGGRwcbGlpOXLkiN1udzgctbW1dXV1hw8frq+vRyFHjhyprKw8efLk6dOnjx07VllZabfbq6qqHA4H+q2trf3iiy/27dtns9kaGhoOH66z22sqKg5WV1fW1dXV19fb7bWHDlUeO3aioqKqtrb2xIkTDoetqvqg3VFVV287evSo3W6vq6uz2Wz19fW1tbW1tbXV1dW1tbVIv8Mx5k48cuQIOq2rq6upqXE4HDU1NYcPH7bb7dXV1ak022w2pGTMI+lw1NTU1NfXOxwOu91++PBhpOHUqVM1NTVIAwqpq6vbt2+fw+GorKxEtxw/ftxms+3bt+/IkSO1tbUonShyfX19TU3NkSNHjh496nA49u3bhx5x7NgxVDJVVQNfRN4AACAASURBVFXolmPHjp09e7aqqmr79u3Hjx+vqqpCiUdXbTab3W6vra1tbGxECUAK0YNqampOnDhRXV198ODBmpqapqamu3fv9vb28jyfmkWnadrn8yHaRXSPEBwH6jbQoA11AO3t7bXjqKurQ7nr7u5G0++ob6Np+tKlS4cOHWpra7t///6hQ4eampqGhob8fj9JkqFQaPHixVMs23c1XbhIBv0sTwEZyolhrzT6APz6FvXrxZ/f+8mS4z9fe+nHK878eEXj9wtrf5x38B8/2Kxft7fhhvP8lz00HxEFjWN4VZQUQUyRuyTIkiAqgqgIoiiKUBR4CIAA0SwBciqh9V5oykiEAuQB6fNHo1EAAA/H/E2IAVVR0iQZMGxUC4UVVZFkyAOkimVZSZLQuJXneUEQJEkSocCzHKJCnuXoICUJYkjVRCgokipAhfTToVBEVWVFFQSRgwIry6IsqxDIoqBJYggAAQAAIc/xFOBpAbKiABRFkiSBAzwUJEGUOV7kgSBKCno0BFxIUxRZFDhWgLwAeUEYSyQUBSgKoqrQPMdDEIlFJUnheRhSw5AHLM1IIlQViWUoEQoiFGRRQl0RInQ6SAlADKlhEUqA4wHPSpIQiyU4XgRQicZGgKSyUKABA2QeyLygQlEWeJ4XoRTWYrKschyAgsSLEpBkSQtBQeI4oEA5IqgaL4WAHJZDgiDxoiQoMhRR3qEoiolEApkq6SuxkBGEXuLX+HzBi8BDAEIKJUNBU3hRUEMa4HgFCMlwNCKHVCgChhVFyECWk4CajPhBgBVoKLE85KAoQEHigSSJmqJoiqIoigR4VoC8AETASiExJgsRSVAZhuM4IKDXJIgUx1MAQFUmWdpN+8WoGhR4WoKMDChIcSIjqRwnMkpE9tM+GrJQlaEq87JMcTzNcLFYQhTF5tt39n22mzCW5WRlp74KSVEUsicm6tVQoT3f8yGvOpr4kmU5FAp99tlneXl5LpcLGY8kSXIc19raev369YGBAYZh0EQZcqajEkZmk9PpvH37dnd3N1q0g1z2qak5juPQUsvW1tbBwUEIoShCHtCSJMiyiPRIkhIKRSiKaW5u6e3tZRhGFGE0pgkix7ABDvAUzaI3Looiz4/ZGZIgAo5HIagBirKAOuCUjQUAQM0THaecyCltqIhQjlCNQvcCABiG6ejoaGtrQ3lnGCYcDiuKAgBARSfLMgCgu7u7tbU1GAyqqiqOLy9JmY9I+cOHD69evRoIBBC9sCwbiUQURQmHw2hIpGma0+lsa2sjSTKRSGiahoYIyD5TFAXRlNvtbmlp8Xg8AAD00mVZZllWluXh4WFJkkiS7Orqunr1altbm9/vR4QeDAY9Hg9JkmiJFEL6kio05Y4GAagCoL4hGAyiyCzLejweFOj1en0+n8fjcTqdjY2NDx48CAQCEEKSJE+ePNne3o5GUfF4fM2aNVMsxLYL5y4OJ+OxRDzIQS8MHzzV9mberrdWNf5tzqm/zr/233RX/lx3/v/JPPFfM2v/y4zyHy7Ypvv0MBn/dcuAer15wEsCWQrxLCeOTQZIgiCJUJKBpABBhoIoioIkCpIIxbH3ikp/vGJJHMcpkqzKCqJ4DvBoIp7necgDWZRkKHAUrYqSBCBgWAlACUABQBE+WTaQmnlAXYUkiEEygOxfpFYAkKUZAYiqFIFAEaEUCPg1VZRkHvAsAEAWNcDLgFV4ToG8BCGURCiJnCQxqsoDnkWVWJBEURYoJjhmFUqaKGkilCAPBMhCllJFIAE+qqmKPNb3MBwrKbKgyIIiI/87hCIAggglAYgC5CHgJBGKAkCFADhelRVVVgQAIQ8USRahBPmx+CxLRyKhgJ+GnKwJUcrLQU6WFY2XAFABJ7OsxECBhTyQeRFSkGcBx0MoKzSEAY6jIeQEUdPCMi9qrKgygsZLEi/SNMtCgQGQB4Isy1BgVVVmGE4SNU3TIOTRKFuAiiBIiiJBgWVZVnhJ8KJACgytAAbwYS009LD3cIV9cXbeqz/4yff/3795/7U31i5eftxmp3zuUFj2sz5KogUVcIDmAK9qUVEKcZwiyWGOF6/fvGHCjXPnzf7Lv/r2X37nrz+Yu6C0tPzK5VsSL4YVVeB4lmYEQZAVTQyFWBG66UB4NE6JXI+n74umL/KX5f3Tq6/8+bf+yyv/+Lf5+o/27rYODfYqKuQhI4cVT5CEqippIY6HoijLouTqGzhcVb0Nxw26sU1M2dnZiHFCoVAsFguFQqltL6lNTKnj56EoCtoagzak7N6922AwuFyuYDA4ODg4ODhI03RLS0t/fz/DMIqipMoQ3cgwDKKYzs7OwcFBjuPQxqgxUwNCAACiQlEUOzo6EPsLApAkgeMpQQCiCBHzsiwPoXj//sP+fqemaSMjyXginByOJpLhR4+TI49Gh0cePXr06KuvvhoZGQmHw8hzOJxIfvXo8aNHj6LR6L/9278lk8lYIjo8mhweHkae0tHR0eHhYeSOQ8fDw8Ojo6Ojo6PIH4tCHj16lDpOJBLJZHJkZOSrr75KJpOSJHV1dfX19SmKgtwd6d0Gz/OSJNE0/fDhw7a2NkTBYxwkSYidURcrCEJ/f39bWxsiH3Qv6jPQLYiOvF7vhQsXeJ5HBIX8Cigyz/OI8YeGhu7cuYMC0S+aO0UOLlVVI5EISZJXr14dHBwMBAI+ny8QCHg8HkTiqYWw6PiZpbHIridJEq2n8nq9NE273W7E8qnOALmSkIsJGf5OpxPVHNQDDQ0NCYKwaNGiKdvKrDcvX49rYUGQeDHqFx+V17e+s8zxSuGZHyy988OP+76V3/adRc3fzrv8rcwj/3X23u99tHfmx0fu8b++1Z/YWXH6wrU2WYuJogwhBAIEUARQhECWeFHmoQQgAIATIBIgQDBu6iFa51kupGpMICjyQJNkAUAoSECSoSBBKEqCrMqaJqoykCROCImqAiRVUAQWjjEjENMnmpFBIUJBAFCVFcgDjmEVSdYkWeSBKqJ7JQlqCpQlEYYVEfBUWJFVWeEpoMnxkJgQQSQkRWRREThWggzg3IoUEAUAoShARZQUKSQCmeMljhN5ABWeV1kKCkDUJKiIjMQzMmDZoF9VBAA4UYSyqvAQcALkRUHSQqKqQUHhgQSBLIqyLAmyBGQJQMBwLK3IIsewAoB0kAqpGktziqRCXhKhwtJAU0Iov6oQigqxEBOLw5EQHwacyEJACzSn8azEAMhEZDUGQiojaUqIAzxQJBhWOVWiJUhxPABCVAkDHx3ltTCvCrQQDSeUcIwXFSgoAACOD4oSryoRWQrLsixKvCQJoVBIVaLBACsrUFGR5ahMZLm/2JwXIAzLNGQZ0tt57Tq26pPCGbM3FyxqOHTwvN1WW16+2ZCb9/7UHZvXOztbVA0wkBIEAKEoiZoAQxynKUpycJCsdtTO+Wju+3PeKSpdU3H4QMWRqvVlm97/cPbchR/VVByCQVKFkA0GFEVieY7hWDmkcYBnecbjdRYXF82Y+kZ+9lzbge3Hq/Y6dprNa1cYZr+/0pDZdecWoAOqKjMcTfOcpKmCJEIIZVHyDbrqK6vMW0syF2asXLly6dKlBoOBpmlkmCOjUlVVtJsxtRXl+R0xqVMUM3Xjjh07cnNz05t6W1ubw+FwuVyoE0WTfoIgoJE+8kb6/f7Dhw8zDAPH19WgjVHIB4VCWJY9fvx4IBCQJEkQAMvSHE/xPMuyNBpOMQzH87Cp6RxFMdFoNJGIjYzG44nw8Eg0kQxH47Hk8KimhWOxxPDwcDKZHEkOJ+OJWCQai0TR3plkMh6NhmOJaCwRHR0dHZv0isVQfDQfhmbXwuEwuoQIHe0sRbQei8USiQTadfnVV19FIpHHjx93dnZeunQJlUBqQUvKcY/I2ul0njlzBuUXubBRHI7jUgMLkiSPHz/u8XgQm3MclyoxNFRCVO5wOJA3LDVxmhptoIERx3E1NTVoMhM9JRgMorSlJoEZhqmtre3o6HC73YODg16v1+VyIb5OXwuLTtEaWfTGh4aGBgcHnU6nz+djGMbv96eW1Q4NDQ0MDAwODg4MDKBTn8/ndDoHBgbQMQDA6XQODg4i508kElm+fPmUPdv2Xmi8oEJRACJJQb8wsuvI3R/MNX4vs+pvDGf+W87F/zvj/J99eOJbmSf+bPq+P3tv+7c/OPDn75v/tx8v/l+/N/cf3sza9nmdn4YMgOMMLnKCCIEsAFnmRQlAIEAG8AzgOQEiEx4VChpesTTTda9TEUSB4zmKlgSRE8QAxwUYluUAz0OW5gDNS7wo8yKguI7mNgVIIifIQBI5AXBjHoDxqWiWpRmWZhA/olUQkAeAYdkgFZKV++1dlJcTWVViJRkCniJ5hoQ03dnW3n6748q5L3vvuRQQhZTAkLQCgAiCsuh19rfdbf7y1pd3+3qHWA4EOdLPDN29d+varet3W+4Fg6IsxESo8AwJWW9/V0frzet3blxtuX2z5e4dkvR19/a0tLUOeT1QlgY93q7uHormRUmDQBYECfCs3+dCK45YhpIlAXC8AKAA4MP7DxiKBRxUpBDgRAHIDA0AEDgOBJyk575X8aj+Tj/VT4uMJMoSyZGURJOcn+co2u3rvHSn8+rdG5ev9wz0+xnKzQYDIj/g99y4fefWrTutN+5otBDntECf9+7VO9eu3Lx9p3XIS/JAYlkWwCDDkg/u9wUDgGEYMuDu7Gq7cuVKy90uv48WRNbl7uU4DvAScmG9wAPzwiUQgKc4FgIm8KCr2JBteP0n1ZtWdjfVxJy3h90tyYHbA432PcsM83/8ve1rVyisV+ApGQKO4QUgs4wAgMawgq2uftoHU2cufG9vnfXu4JUerqWXb7/jur7rSPn0zHfenfr64cPVft+QrEBRBmTQT1EUzzFhSeK8nuJVy9/50d+vz1nYceow33oj2deptt7pPn50z+qVGb/4+aeLCnvvNgM6oKlykKZonkOeNAhhX09vxeefY6UleYbc1atXo69CsiyLNqynPDDPbzKcCGhcjybYY7HYzp07dTodavBOp9Ptdt+4ccPhcCBa8fv9giB4vd5AINDV1YW2qzAM093dbTQaJUmiKAqN6CGEyG+bmnnzeDx79uwZN/18DEPxgA4E/D09D2/dunX37t2hIffQkPvgwQpFUUZHR+PxaCIZUTVhZDSiagIH+F/96/+XSAzH42NWOVrm8K9f/SoejSErOxIJJZPxr/71cSwRResjHj16lNocPzo6Go/HkeH/+PHjx48fIx5/9OgRUvj48WNksz9+/DjVH0QikWQy+fDhw3PnzrlcLpQXVK8QfaNJSK/X293dfeLECVQgKY82mmRG5eD1egcGBqqrq10uF7KmOY5LTWkiog8Ggy6X6/PPP/d6vSRJImMZOVWQfxy5R0RR3LFjh9PpRBqQoxxN/6IZb6/Xy/N8VVXVzZs30WS7y+VCrD00NDQ0NJQ6TQEFopiBQMDtdqPJ9v7+ftQrpG5E/QS6vaenx+fzud1ul8uVUu50Ovv7+4eGhlRVXbZs2RQc237l8g0BQJaheJ5nBeXAsaZ39OtfySz5v95a+z+/tv5/eRv7n14t+T/eMf+fb5T972+a/mLOoe/Mq/qLd03ffnP1d1/PIfbW01KE4oUgzwd5NsjzQZ5nWMgxENI8oHkeAkYALAQ0zwVZJsDQNDvWqXIM6+ztK91S7BkcUkUJ0ixLM36KZqAEZQ0KCscKPCtARoCMoPBKy7XmFYUr/IN+hVcgIwAaAg4ir9lYHztO6BzDIrc1ZDkJwJCsyFBgAsH1nxRdPXuD80OZFgHFCFSA8rlO1R/evG791F++/9bP39u61tTZ3CtRsgpUjQdBX39P901j2eq333r97bfeO3SwhgdC79CD442OTMO8d6e/U1i48tq1NshGACeS3gGR95abit9+9afT3nnrn370Q70u8+q1i2uL1uhzDafPnWUE4fDxk5/tO9g/5GGhFAhyNM0O9PeeP9fY23OfY4MhTQoGvMGAXwCQCgRLiksfdPWocpj0UXSQCykxjhVomgWc6NjnaG66Dbu5jfqijosdKi0LguClvbTMsBIDePpETe2MV96c+9r7v3z1NcvO8q6BblJg2nofGHdY35k67e2338mZl3HuaIPs47+oOfreL9597WdvzPngo/qjJ/0kA6HIcJ7OrrvGMivHqIIArl47t3hJ3ltvvZGrX3b50pduT1/TueNdXQ94TuL5Fy/pnWgpGOBgcGDg5I7y/J/9XfnCX3ZVF3E3LFKrVWq1xjv3sWfM9z5fb1n4LwWv/7hh/54I4EKQp0k/ZDnAQUEQvrx7c/Fqw8/e+f7qsqxDZ8pOte+60Lf/7MD+Yx07dp/bkF8657VZr+R/rL/SconTWB/jo/igIosKyyl+suVk4wff/+Enb7/jWLrMVVFBVVbxdgddW99/sPrU+k1r33t/zg9+2HjgAHC7JY6DEFIcSwGOFSELQXdvz8GKQ1arNScnZ/ny5UuWLNHr9SRJIhsceXiRRZlaBZFacUE9B8QpPM8jh3s0Gt21a5fBYPD7/Wj9e39//7Vr1+x2e2qbKyKvvr4+9M2yq1ev0jR94cKFGTNmIP8soiFk+KNj5Mnt7+/ft28fWu9BUQGv100zpNPZ73DY5s6dq9frr1y51t/vrKyslmU5EolomjIyGk8kw5Go1NZ+59yF87KixWKJRGJ4ZORRIjEci0RHksOJWHwkORyLRUZHh2OxyMhIMhILxxLRZDKZssHTjxOJRDgcTiQSIyMjqS+lID9SKBRCjhpkFiAbf2RkJJFIdHd3NzY2DgwMIO8zM76nF9EuKuGHDx86HI6enp4UEQeDQVQIaJsYclzYbDa0Xyzl+Ea9JiolFL+mpub+/fsejwetUEKeELQYBpE+wzCVlZWtra1obQ+idTTeQotefD4fTdNVVVVXrlxxOp29vb2IwZHd7UzDwNNIj4b6eLfbPTAw0D+OgYGB7u7u+/fvt7a2tra2Njc3t7e337x5s7m5uaOj4+bNm62trXfu3GlpaWlrawsGg4WFhVOMhPXsuQsQ8gJk/V4fgKIrSF97MHCxj527fv93PzR9b8HO736049szjX8/z/LdD3f81YKqP3tv53c/3PX3s7Z85xfZ1oqGgBD1MjwFAAU4CnA0DzgOIFLmWRCkKWS5ewNk30B/X18f6fMLAHq93hvXbgo+5lrjJY7k3AOe2xe+bLvReuTwiTvN7QMDvu7uod6+QZrhBCAyPqblSkvXrQcF2Yu5IKACLGQE6OO7bne03mlubDh5rL7u5o1rgYCf45h7rW3HDx85duJ4W0e7yAkBD3n54hW7vfb61RuFhkXXzt0SSFkKCDLFBZwDjUfria1b2u/cra2ur685YcX37vvM5uwZ0gSF8rlFxlu2dXVTQ60MAU8BiuQAJ56/cGbHTqK7p4MkfTwniTAa9EPAiRwbYCmXyFEKx/iGBs40HN+x3XzubEPT2YZjJ46eaDh17OSpPXsP9PYNhiMJl9urKJrX6z1x7PjRutqB/of3u9ooKsCxNODZe61tvkHP5cZLEqnRTv5Sw0XXw6G6yiNnT18mAwxHC303ewJ3vMmByMYFa9rPtfI+wDHQT5O0zPgoD0eRF46e/GyNUe2nO9vai4myszeu9JEe065t5j07XT6vCCVnV//n5s/oHt/pmhP4JhPjYw98Xl1dfbivdwhCyHHeurrKGzebIdD6ux+ebjxx/ORhj89bU3lk1/Z9NENeuNxkt9UPOv1oOf9vCY7hRUYE/U6LYV7xu397bv07Xbtn99d+4D0933fmI9exD1xVH/buWXhkyZvr3vq7io2rQz6vRAXZYECEEsuyPsrrOF4xI+u1OYv+eZn5va32edvO5uCnP8LOLrBeyt5wbEb+zl/+S94/vJ31qr2pyg08fhDgRD5A+mSaiXrIPUtX6/7yb4jX36ydMf3s/Pl39LnNuQXXcwsaM3OqZswu+dmry378T6UZmf57HRJDcRxDMTTFscgoedjXe7DikAnH9Hr90qVLFy9enJeXR9N0OBwWBGFwcLCrq6ujo6O1tbWlpaW1tbWtra29vR39P/0Lce/eve7ubr/fL4piNBpFPnefz9fd3T04ONjX13fp0qWamhqPx4MsxEAggLazrl+/Pjsro67W/uB+54UL52bPnk1RzNCQ2+cj0Ywc4hr3kAsxYHt7+/79+71e77gn1+12DZB+d2/fg4MHD9bVHXYOuL840Wg2W4PB4OjocDIZjyfC8ZgWiYh3W75saDwTiQ4nhx/H48lIJEIHqc577Xebb/f19IZUDbmAo9FwJBIadPWrISkS1vp6u9tb23p6ehiGcTqd9+513Wluefiw59bt5vb2eyQZDIUijx8/jkajHo/n2rVrTmd/MpkMa6FbN2/funk7pIYfjYzGo7F4PH79+nWj0Xj9+vUht+tOc0tD45kzZ8729fT6vT6/3xsMkm63+8qVawRhuXPn7uCQ2+v1+v1ev9/r8/koivF6/cjkv3//fm1t7a1bt5rOnj9+/IvG001dXQ/cHl8wSHs8npTbZNOmTc3NzefPnz927NjJkw1377Z6PL5AgBoaGkL9K+okqqqqTpw4cfp005Ur17xeP0mSfn8AxUGdq91uv3jxIqJjxN29vb39aRgYGEineBQyODiYioZ2t6FfdPDgwYO7d++2t7e3tLTcu3fv9u3bzc3NbW1tN27caGlpuXv37t27d1taWlpaWpqbm30+35IlS6YYLdiFq+cDQRfHBlkSMkHJT9EDAeo+reUVV77yYfk/frjnuzNL1lXcWra9aU6R46/m7viLGeV/NQv76/eLvvt2AX7glBfE/axI0TxN0zQdZOggQ7EMxSNhaY5hmCBN+Uj/jetXHQcPkX2DAklfuXp9787P/bf7VszI9XQHzjfcMEzL3bl++wrdcmyLtavZeebUjYPVDifpBQJ/qelC7fa6zvPd+Zmrh5y0n2EEIIrd9J4ic9mGjWtXLVuUnblyScH93i6S8RPFW/OydSvXrz15/hxLgxuXb36ybtP8TB1ObJs9Y/6lxi/ZIUGlJOgLeh4+PFZTdb+lufLAwYLCZW++M8u6u+Jow4Wbd1p4nmUpD+3tL8j66MrpxoM7PqvZW0n2+aCPP1V7At9SdsxWv3f73ivnrzEkxzNiIEAF6QAPaJ5mOIpua75VV1c5MNB569bFQxV7tu8w22sdRhP+5c1m0k8zDAcA5/U4H9xrI0qI7o7uzs7mGtuB6ze+BLzUfrflwM7PBpofFkzL999i2DZx5itT9xRv37BoU9GK4qtftvi9/KENBy9bz8ZbtZLMLbcb77CkSJGAZgDFB/1BN8f5G2y1+1aZEv2g5fatrday87dufnn//uqtmx64+jwBL8fwclBW/RrfS5+zNSzPKNxRtmO3+eClc7eDAZZjadrvMZtK2zrvBWmKdrkvnW74tHTL/opD9dWHO2938UB+2D9U/Knlzq1OiuaDLIMmimmWoRiaZhmaHbNhGeop4YIspATyXsfK179j132vz/Kab+8/0fVvBI79gj79BvXFa1z9z7wHfnq//O2qvFc+effHcfcg9JEcA6kgZIBIwmDpno2/zPybjOIfL9v/k6KjP91y9vWtl94ovvTG5ouvf9Lwk8W2H80v+/s39N/Z+tlaP/D5aXJsmEjR2oB/2T+/seX7P7L94udfvPoP19597d6H8zrnL2j5cNatOe9ffPtt+09/VvLDH+R//+8CXS2QI2k6GKCCHMNzQZaluQddDysrK7HxP8hetGhRbm4uhFDTNPSJD7fbjZZFo4XPKRMe0R/yISCTE62EQb7U/v5+v98fj8d3796dlZVFkmR370Pn0EB3d/fFixcrKqo8Hp/X7XMNun0ev3vI1dlxr7Sk2FZ5sGjNyuZb1842NcyeM7d/wO0naZ836HZ7SZ/f43J7PS7S4+7v6wkG/B0dbfv27XMODbrcXjIYcLsG/e5Bn7uvp7tz7969tpq6jo6+1as3ZGRlDrqcoZAajYZjkWgspERCbHPztcbT54EQHxn912g0Ho2o3ffbT504vGubhcBNPo/3+PEvLly8rIVDLW13HPXVPAi4B3u/OFJXfehgucV6+fLlkpIyR+0RonzH5k9L9h2q2n+g8kzThVh8JBpLxGIJCOGVyxePHqnt7+27cv5yxb5KgRUfJ78Ky6F4OPKrrx6dOdM4Z84s3ExcunZ99bqNm4uNxZvL2pvbgj7v0GCfz+8KBPynz5xfmKHbf6CqZ2DI43N7/a4h98Cgy+nzU0Mun8vl8vu9D3u6CYu5tu7w4uWrPlmzfs36TWeaLgy4vD4/NeTyuDxuf4Ds7e2eNu39XZ/tXr5yxZq1RWvWbqiqdni8AbeH9PpIt8fnJ4ODriGMwBcvWVa0fuOq1Wt3f7bPNeRzu73OAbfPR7rdXpfL4/P5KioqLlw419fX09PzcGCgr7+/t6+vZ1xejO7u7v7+fmTso21xaJ/Ew4cPu7u77927197e3tbW5nQ6U36/RCIxPDysqmoymUx95zL1zciVK1dOwazGi9fPBqhBwARZr8yRKkWzLppygnDuxgOvzLK+urDinxcQXcqvy7/oMJ94+KOsz+ZtvfRq/v6/m7Hh26/llO07NUhHPJQQpDiaCtBUgA0G2CBFBxkqyFFBTgAiFQj6SD/F0P3dD40bN7WcvyoFmHVFm768epu9M7TyPYO/l2s4cjX3vYI7h2+x3cHKHVWNtsvOB7Rl997LzTdc/qHSzVv7rw0NXPWtztsy6GS8LON1e4QO/6G15XtMxFDffd47tHXDJ8dPHxsih5bl5n22bVtr90MQDTv7XQf2HNq1v8pNg84HAwvnG86fvMl5JODmBU+g5dKlu1cuXD7T+MWJYycbz32yuaTqSOOZa1929PQFKB/PeHzOB/r586o/21e0ZPXG5WuqdxzgB6kj++vWFq6x9bxRPgAAIABJREFUbLGsLly1ZvmaL6/eogK03x+gWcYfIIMkNdjrPN34xYULDV5vN0n21R+ptFhNVqt1587d262721s7g2QA8DQTdN+5cWXruhJ/v8/r7a+o3lNTe3hwyLd/z97LDU3SAJv7tp6+IUltkRk/ePfUvsNMD3+q/mL5ZwfooFK1vvIKdv5xR+LT+ZtbznVQpMBSss9LAYH3B91+v7Opvv6Tqbk7l5RYcezkxcYekjx+8dInpZ92ewb8tA9wfHCAVjxqnIw0HDj+0b/M2bLq0w3LS+5c6/R5AlSQHOi6X7R6tSfgptkA7/E1X7ryaVlJpsHw8aJVrVfv+gKQ4kLFn1ovX2wOBFmSpgIMHWBoiqGDNEUxNDXun3ie3DmS87TdKnr/W7fLfuH//J+1o68NX5kRvzF9uGVO7Mt/SVz6uXj8nzyVv7xa9tay1//7sLcf+nx+H8WycoAFXkhu2L78rby/XLbv1Y0nflZ2+ed7H0zf1z9zn/ODPX2zSm69uu70KyuqfvZm7l9sKl9GiwGa5yia9fi8IkWPeDn93/xo209+evKXP2+b/bpPP4dbtoRbvpxZbuhdMP3BrKkX33zz85/91PBX/z3QcZtnPDQbCFBBnuK4AMMGmPudXVUVlejbjStWrED/d4oWiXZ2dqKhvdvt7uzsPHbsGFoobbfbb9++nVr8gFavI9fB4OAgWgCHvkMQiUR27dqVlZXl9/v7nX0Dg/0PHjy4ePFiZWX14KDLNeh2D3ncQx5n/8D9jntYafHpk8cPfL5r66a1DV8cmfvhgt4Bb/+Au6fX2d876Boccg04nb09Q/09Aa+rv6/n7t07e/fudQ4Nunz+nr5e75DL4+zzDD3s7m7/fM/eWsfR9vb+ZcvWLVuxnGYDiUQsHo8mo7FERItq7K1bl48ebYRiMhp9NDo6+mg0oUrs6S8OH6235elyHjx4cL+r57M9nw+5XVevX7p5+zIPAhfO/P/svWdwXFeWJqiYmD+7MbMbGxO73dHRXd09NTs9HbOz02anprpaVaWSK5mSKC9aGVIkJVEUKXqJFL0FvYdLAARBADQA6ODSIb153r+XHj7dM5kJl+aZ/XETIEhKNdM73Ru7EXPikJF49773rnn3u+eee+45nccP7W+qrzty+OC5M+fXr/9CCMUglNq6Y/e9h4OJ0WQ4NprOyFkxNzdXKhQK6cxET/et82fPnT91Lh5KlAplcUKaKxRn8gVFzrg9Q+cvnvluz+6jJ89s2fl9rek6hQsRLsrQJMvgNIMTFG6zu48cP3vzzgNGiMAEgtEIwxMUQ9KMQNE8wzAYhjjdri82fHni9Lmvt2xvv9ltsbsf9ltxikdJBqNoimZxkvD7va+99sqqjz9a/dmaW7d7hhwes8WBEyyMECTF0QwHwWgoEv7q641vvPlWc0ur1wffvnOPIjma4gmcYZkQRTEUxXAcd/ny5e7uOzAcDAb9CAIhCATDQcDYjxBFUSiKgtNwC8I7+O31esFyEGy/g30aRVHi8XhTU1NPT8+dO3du3rzZ0dFx48YNYOQ+Ozu7du3aZw4e3vegrycaZUbjsTg3MRxKxxMj/MgwMSou33r+z3+166+WnPvXL+yAZeP9b03XfLnnvmj+rjX2/PrGn/xyw5/+5xV7z95kR6dCw5lwfCQWi8RjkXgsFI9FYrFYLJaIxRIhXoiGI0CmGx9O1J4521FrcvaZv/z6G4YUhoeodS8tZ+BoZ1vvxvc3he18Agrt3rin4dT1MDnZ3NbZ0Nbc87D75JETMpdD7lErlqwn8FhsbGwsMTxNp05/ub/1Sm08xCZjkasXzrTdbhMSwp3rbScOHTpXX1ff3hYWYs31LZfrm0JjE1wovm7NVz2dA+OhTDqWngzH77a1uc29zfVXv9rwxeatu156892NO/ff6TXTQiQc5RNRmiH877/xOuJyx2k+YHN/89nGEMJev9Jyen9NjIxEqciRvUdu3bidiA0nEiOj42Msy/KscL/r3tEjh1gGz2SGEwk6HCW7ujvPnz9/9OjxfXsObf56a9APJeLh4Rhn7r1/Yt/x4dBIJEJ33m49f7l2wOI4fPCQ9V7vBBlb9ssP4pYJ5l5k6bPv4ObgGDVRe/7al5u2s1SsdvuVnn03c25x2ztbLd2OMD86OSYztJAYiccToViMvd3YvPrX7x5avX3zVxsGPVYsLJh9vl+99rLV74yNRhOxOBWg6080JKBYV23H0R3741S0+UrHxbMmimIS8WhX241LZ87wUS6WCONu94Gdu2xOR7/N9t3mXZ1NHYIwSvOjly+23Oy4H44kQrFoOB4Lx2PReY4lHp3RiMVi8egjHkvEhcDAng9/6j7zXLLjhdLg65p/eQVeWUKWGdRyA30jZ34ucfMly6kXN73+F1NRbCLKRqPhxPAoHwvRw/jh+h1vff1/7mx++ZzjrYvQ662RD9pGlraNrmgd/vAc8XKN59VdN155a/NfH7m8KzYRDsWiiZFhPsRNxuIplFn3t78496vnrO+/yX76Tmbzmtm93xf27Jk6sDO/Z0tq4+eud96++Mtnv/iP/4F3DIyPCPHhSCQWHY2NDIfjiXA84PNfuXJp//69i8EdWMs4HA5wXpTjuN7e3pMnTz548ODevXs7duxob28nSRKG4dra2vPnz1+4cKG2tvbatWsDAwNA7QvAHahlli1bFg6HcRKDUcjv99+7d+/y5aswjKIwRuIUjhI4ivndnp1bNw/23vd7htZ8suzE8cMvvvRqEKFxgqUZgaUFFEZIFGMIHA36WBIjcNRmsxw5coRmGW8QIigSDUI45OdoxOd1HD185OqVRrcb3bhx+7btO5PpyenpgiyLBVmZLSgFecxm621sbMuIxdk5NZPJTIwPd7SZLp45fqPVtG71pyzLToynT50+e+/B/bqGWn/Alc2OXb109sThA61NppZmU8eNzl27vptMZkdGJ1tv3GpsbrtS1/Sw31qYmitMzYGj7BMTY3fu3Dpz5szZ0+dCfDQvFopTpdn8THl2ZnpKcTit5y6c/nb3d2cvX965Z/+NW3cRhAn4EQiCKAZHcSSAwLe67n/06Ze1DW0IzqA4hhEwSSEoFkQQjMAZkiQBuB87cbyuvunI0ZqTZy7uP3S8624vhFJBCCNImmY4FMdgOPjuu2+fv3jh8NEjJ2rO7Nt/+FprB8dHCZJFMSoQhIMwxPLc5i3f7Nz13dFjJ/YfOHq11oQiJIZSMITjGI2iOIriBEFcvHgeSO4IAuE4imEIYBz/0RPLGIbBMAxBEBDVwW+g6+vt7QUWsWC3GVhwgkgAd+/eBQfo7ty5c/v27YcPHw4PD6fT6Vwut3bt2mcOHNp//0F3OEwNRyNRZizMTUSicTYRh2PJ5VvP/9sXvv/LV0785Rv7nJPGsj2t73174z9+cPrQrbE1hwf/9a83/OnPlm470syO5LlESogmwtFQJBKKRPlIJBSOhsLRSDgSi4YjiVg8PpzASSIWEgh/4PKJ0zUHDrd13gwLMcEKr/jVWxQSvtXZt2nllpCDGyWim1dvaj53g8dGPH5k445vlrz9uwdd9xRe8dwOrvlwYzyaZkPheDiShYePr//u9IEjBBqI0MTaT1Z293ZHRiMjQojFybP1Vz758gscIs6cOHvm4lU2NhyE8PffWXGn/WGMHU/FkyGMsj+49+3mDX33ui9eONd8vb2upb32WmeA5ELxkdHxkViYprHA97u2eyzWBBey9w7s2PAN6cPutXdfqblE+PA4n9jxzc5bnV0kToVCkWg8Njo6SuLM+tXrWq81cywRjVKRCNk/cPfS5XNWq/XSpSs+N/TKy69jCD4yHE9EeXPfg+1f7whR4USCDyLuy3WNe/YdbmtrE3AihnBrf7eaG4iHrcMf/Ppt2okOU2OXz5q++HoLz8Qu7bjQffiW6E9ven/LwN2hsdEMR0dHEuOxWCQa46NR5vrVuiPrdo37Q5fPn9v6/XYfgaO88NaKD7fu2RkdiXAM+/BW7/LfrRjG4u2XWvds2hUmhPu3Bmsvt7jdXoFnd23abOvvxxmMDzHuwYEPfve6O+DBGOparenc0TMwTNP88Pe7j96+dV8IRfhIWIhGhGgkPM+RWDSyiKLhRxwO8VHS1rD/9bvH/rNk/aASXK5Ta43oJmNkkxH/vES+r/jemrCtuH301/V7loohaDRCRmM8J7CR0QgaDjY/OPfp988daHurKfjRnfhas7zZXd7lKu3sz23sHPmoDlu6u/2N9Ydfa+65xMc5LsInRoYjsfBwRMjQoauff/393/5f7nUfj+76snB4p3b+bOnsWfXSSenIdxPbv2G+/urC8785tex91mkeGw7FEuFQRBiOxmKhcDQc8fk8l66c33dgz4oVy9atWweiEg8PDyuKYrPZgF1dJBJxOp13796tVCqzs7OnTp2qra2FYdjn83322WdLlix59dVXlyxZsnnz5gcPHgBhnyRJQRDy+fyCzh0jUBiFgsHggwcPamvrYRiFgwgCoRiCUwTpdTo2rF/Xc7uTo7HTNYfeWvL6y799HcEZDGdghMAQHA5CDEFiUJBEIZ4mggHf0JDt2LFjGIFbHU6aZSgMx+EAQ0Jul+348eP1dc02m/+rr7Zt275zdHwkn1ey2XROVmYLipiK9ff31JtaJ1L5dEaZmZmRs5MH9+2isUBEoNd+thqCIDGbu3e/b936Ly5fvSQr6XRq7Jqp/lpj3VgiLmbTQT+0dev20bEkx0f8EB6Jj505f+XMhcuSXJieKYmiPDk5ef/hves3WimG7usbaGgwsTQ3lZ8WM1lJTKXSY/6A63jNke3f7bh4tfbrrTtvdj8MIjRGcgRF+pGAJ+ilOP7Ovf4l767cf+iUx4+QNIXiEIoFUCwIwzCGETAMEwTWN9C/d/++zpu3e/vMDU3XP9+w+XKtyQehOMEEgrDL4/b6feGwsGPHtlNnTj/ofXjv/sPtO747fKTG44VghPAHIBQjUBwLQMEvv9rQcu16/4D54KFjW7bugiEcRUgEJlAURxDgUwi6dOlCd/cdBIGCQT+KwguSO4JAPya5wzC84JECaN5hGPZ4PBaLhSRJsNctSdLo6GipVALwrSjKgn5mamoKOHkHx/WrppAHDhy4d69H4KlEJByhRwVmVAhFqGgEik5+8HXNv/n1jj9+9ts/+tVm56TxZy9v/Okr2361pvZwR2zzOef//tyGP/j3v9t1/BoVl1EmykfioYgQigihCBeKCHxU4CNhPhIG+9HReCwSi4Z4gSfp/du/XfXhsgG7PR4bxfs9H//2fYYMd3be37Dq67CXEwLUdxt3NpxqFvBhRogcPH740zUf0Sge9oQYK7f8zdVBP3W9o/3U8RPj/tDJr/ZuWb/hk49XvPvm67u2fWNzD3mC3o+WLn/vzbd+9/47l0z1HMk+6Lq36tPPXn3z7U2bt/32xde7b/eRMD8WGhkLR6iAr+7CqfeW/O53r7+6aesOqztI8InoWJpgeJaloyFmPBHqvtm+5qMVb7322ntvvtVuaklwEcQFnTpYs/TND9569a3vtu92DnkYit2589t7D+4LgmAesL346xeC/sD4WIJh0b7+nnPnT7rcdpqmOzpufvD+in17D6EwRpF4IspDPu93W3f7XYFIlMPIQJ2pZemKT9ra2liSGGXj7/zyLbyPi7pHXvtPLyJDgWFu5PKFhg2btjA4d27b6c4jN2KO+Ncrvum62c9x8W3f7Aq4/TxHhUMMxxItV2vP7jwW87Ikin29ddP6jRttXn+v3fLd/j0vvPTc66++9tLfv/jbv3s5gUdbL5he/vvfvP7i6yve/7iutoUgaQzDNqxd63M5hRhPswQLQ6cPHXz59d++9Oor277ecqf1FobTOCN8tWGrxezghTAXDoUi4VAkLIRDC7yYwsIjjkXiYcp7v3lbw96fRwdXqOFNxuR3RnaPoXxvZHYY2W1zsU2Mec3VfS+Yb9SMc3BUwHmBolkqMR4no8h9141tp5buaXz7emCDUzzgnT4YKB3yzR1wTe92FL69Qa/fZVqy8/yn9x03uQgTS0RDEYGLsGGeSjKcr7n1wG9+M/jF6rFju6YvHS83Nho32ksttfmrZ5Rzp5BtW/b/4hf9NccmaZRn0HCU5wQ2Go5EhVAkLHh9zgtXz+85sHv5ymXr1q37+OOPV61aNTo6msvl7Hb7xMQE8MoyNDTU1dVlGEa5XD59+nRtbS3YDVu1atVrr73285///OWXXz5w4AAwyRgZGaEoShAERVFOnDixcuVKQRAwDEEQCJgAXrlSGwzCcBAJ+qGgPwAHIbvN8v2e7+503kCCHrdj8P333nr++Rf9ARRBKa8PwlGCwHC302VqrO/suGExD1w4f7a9ve3IkSMOlxPFCAzDUBjB4UDA66ivu7RkyZJVK1dfvNiwZct3W7ftiCXiYGt0Kl8o5KXJsXBfX/eSdz7cuHnn5m+2nzp1iqOxFtOVrZs3HNq35/P1a/1+vywVghD2+Rcb+gb6s2JSElNIwLt/967NX234bM2n589e2Lx5Syw+6vVB67/ctGbdhi++/Pr+g35ZKmQyoqLkKYrpuXc3FIsms2IqnX3Y22+1WufmZlLp8Ux2olQudHS2PPfCszt27+y+/2D3voNN1zsc7oA7APsg2AMF/Cjsg7F6U9vb73588UqzN4AGYcjjcwaCbhQLQoFg0B9AEMjn81hs1s1bvjl56szKVR+v+ezzb7bsuHmrG4JxCMYDQRjFMQiBrVbzSy+9sH3njuUrVyxfsWrT5m2NplZ/AIURAkYwfwCCEBjB0E9Wf/rW2+9+9PGnn6394uy5Sz4vFAygwSAcDMKBAJC13RcunOvp6UJRGIaDQHJHUfjHZPYFl0QLIjyAeJ/PB06xgfNTTqfz5MmTNTU1J06c6OnpSaVSGIYdP34cXDl27Njp06drampYlgXWR59++ukzBw8evHu3O8RS8XAkQg8L7DAn8HiYI0bSr3y04yd/9/m/e3nPn/xqw4trz/z0pQ0/+fXn/+6Vb3+18szfvPHdH/3N0v/l3zx/4NwNMpxmo+NsKMqHOD7E8SGGD3FsmGNDAhsSgCk+zTLhaCTECxFegJyewd4+kudphhsnItbOByTFu32o46ErgUd5iHT22REHNhyepLjQqQtn7j3ojvGhUWI45o+be4bCoRGXz+uw2uJu5tQ3B08ePNJ2vbn+8gWX05aYGAliUM/N2031DZ3dd5yQP8QIHMHcvdd7veNWR/vth/cGgj58ODaZCMXCJDUa5hGPs+tme3NTY1vnbYqP0EIco0OR6DDP8yGWCrNkIsrfunmjraX5dkd7hBdCNBvlwkFX8EbTjc7rN51WF8eEMIx4+LCPYmie5zGEfNB9n2NYjqU5nvQHXP6AG0VhhuEwlLpz+67fB4f4cDQSigosiSLtzR2tpusw4uMijCsQ6H7Qh2BwNBIaE+Kue07OFRlGJuzdg1GSD7NRp91rsdoFOoT1w7yFmSSSlrtOgghzofiWzduRQDAqsMMxgReogMsDD/onmVEKw21D1t5BM0ySOEt7oEBLa/O1lqbOa50PO+9H8RDuQW63dlxvar1z+14giEVjid7e3hOHDnEUyYYZmiXGQgLicXXcbDe1NnV13IywIZJirt3ovHypniI5jg+xIYEPCXxI4AR+gYVFFOIXOByLjkQ4AnNea7u4qrv2d2H3utLEQWPmtDFbY8yc1PMnSfeX1y4s6biygQ/0jvJkhKPCIVYQBIqnhWEWCbtb7tfsPPfBue7PhkZqyNmrvNHI6Q146bIre6R2aN3Oy+/X9xzHBT8f4oRwiGYpLsLyHDURCo37g63fbLzwzqve3V8r1y7PdnZO37o909OR72zmjh9uWfZh4+pPE4MDSYGmKZQPcQxHh4WQwPHhEO95CtxXrlw5MjIiSZLL5QJHwycnJ+/fv//FF19s2bJlw4YNb7/99rlz51iWjcfj77zzzrPPPvuLX/zi+eef3717dzAYBHYyDMMIgiDLck1NzUcffcTzPEURYPHe1dV1+fLVQABCIDTohwI+v9ftcTmH7vZ0OW3moNfFM3hd7aWtW7dDMO7xBoeGnB6Pz+Nye9zOhw/u2axmDIW77ty6c+dWTU2N0+2CYNTj8fi8br/b4XJaex/eraura79xy2r1mJqu7z9wKDEyrCiKLIt5JZfPiTlpkqZQs91psXsHzXYMwzLJ0YhA+tx2p82MwMFQKDQ1XXQ4vceO10Ri0XxemZ5SxNREhGfcQ3bzYD/P816vPyvmkinRYnf3mW0wQkwms9PTs4qSz2TEVDo7OjaREqXZckXM5ZPp1PBoYjI5Oj2jFKayWXH87oNbBw5/39Vzx2wfunuvd9DmCCC4KxBweNxuvy+AwC5f8Frb7d17j92/b4VgwucP+gLeIOQNQl6v1w1BkMvlgKDAkNOxZ+/3t253Nbe0NjVfv9babrYM+QOIPwC53F6v3+d0uxwO++bNXzeYGptamluv32jvuDkwaAsEMY836HJ7nS5PAAr6Av69+/edOXu+q/tue8dtq83p9QQDfgSCEIDsgUDA7XZeuXKpq+v2Ezp3CIKASv33EDBvDwQCwNKRJElga5vL5RiGAVs+O3bsANuqqVQKTAkEQQSDVW1+IpEAx8Q++eSTZw4ePNzd3c2SRFQIhZgIz0RYnsEF2scKSzfs+bOfrfrL32z8i+c+/5NfrPzzX33057/65A//evkf/+3KP/vZir98dvmf/offfnfkqhcVaCHOcgLHMRzHsDzF8gwtMDTP0bxA06wghBmOZXmOpmkCw2M8T1OEn0CFaCRG8FyQEqIJJhSjEWaEi8dZIcFFImSUhFmb07Vzzy6rfVBg6CQ/PoyPxNhRhg5hFBkWQoKHOPfdMdPVOoahhqORWDQcwBBG4KNCiKcZgmMIjomFwgLFMCxPslwoFOHZcDQyQhM8g9MjkQhP4WGW5ChcEDiGDdFcBKdCBC3E4qM8y3EUHhFojiU4nqRIlOcojqVZkuIomiPZECPwFBdihBAfjseHCYIiCCISiVAEG4vEBY7nOYbjKYYlOJ5iWZpleYYWODZMkRxF0DzLsQzFsTTkRVpbbgQhrxDjMIbhowmapUgCC9F8GBPG2VQUHQ5hDEdQDMWHQ/FEIoH64XFmZBQf5YLhqDDJhBIBlDx7+lzA5cEhf5ijKRrjWS6GR2N4NCqEBIEjKYYRQjTPURxLMWQ0EuJJNsHGOISJcmGWpASOj0SHERTHcLK9vb3rZmeE52ACoVlqJMRHaJKgUIqnYzxPoziCoR2379hsQzwfolkGdC7LcwzHAmYfncJ7ggQcY+LhyESMgIautdWuu9mwPGj/eji0Lzl6LMTuHbJ8Y6pbabr8Ne7pTsXZGE2FWCbECxwbxgmG5jlhlIcEZ+3NI9+eW3nu1sYu6JgjfsWZuHqXOHLx3vo9dR/W3t0f4M2hBMuyLE2zDMeyYY7lKQbDcvH4pNvZvvOb5i9W3dvxNXL+YqStAzdd6T+yp2n9Z9c3b4w9eChTpIDCkUiICbEEQ/M8zzGswLMer+PC1fN7D30PwB1Yy4AD8RAEAaco4Hik1Wrt6urq6em5fv260+lkWTaVSr333nvvvvvumjVrfvnLX7777rvXr1+PRCKpVAocLwRqmZUrV2IYBsNBj8fldrvb29vPnj1rsVjsdofNNuSwD9mtNot5wDFks1kHBvofDA48vH2r8/jxGpvdZbM6XS6P0+nu7++3WgZdziG7zTJktzqdQx0dN44ePWqz2foHB+x2+5Dd6nU6nA7rkN1sNputFofN7u7qflBz8nRiZLjqREHKylJ6blqSpVQ6I0+kJFnJZzKpnJiWs5M5MT2Tl3OKlMvlwpHEmbMXG03Nk6lkKjWZU6ScmJUzaTmTLs7NJJNJWZZlJT8xmSpMzY1PpLNiLpXOptPZqakZWZYlOZfLT42n0iBPfqqQlTJZMSkraVGamJ6Rhhzmc+dPPXhwz2yx2W2uIYfLYrP2WwdsQ1bbkHXI6bAPOW/e6jl16lJPd5/d5rbZhpxOp9VqtlrNZvPA0JDN5XI4HPbbt28fP368q/vukMNltgz5/LDD6R002622IYvVDizEBwf79+/f29XT7XS7nC7PoNnqdPnsQ+7+AeuQw+XzB/sHB/oGek+crGlqvmYfclptzkGz3WIesttcDofLarXbbDa73W42D1y4cO727ZuBgM/rdQcCPv88AR36DxKwjvX7/Q6Hw2KxuFwuQRAWoi0CxQtN01u3bsUwbHp6GpyQmJmZyWQy+XweOLQA3ixmZ2fz+fyaNWueOXDg0J07dwgc5ViapwSO4RmeIHg8yNLvfvb1v/zJL/7Fnz73z//gP/2zP/ib//mnz/7zP/zb/+nPf/Mvf/Lsv/jjn/0P/+u//1c/+atd+0/S/DBOg2NU1ALTLEMzHM1wDMORJE3SFMOxLMuGeIElCZomKYFDSSJC8TEmhBAkxnMsLXAEw9MUQ5A8FRLYKEpSNvcQzRLhEB8lwjwcookQL0QREqUoYoyOwRYf7A+wLE3gKEFgBEOTLEOimMCwFMdiFMkQJEOQLMvjBEWSNE0yBM5QJMdQLEPgLIkxJMIyBIYhFM2jBEvQYZaLIDAhcDxHkTxN0BTK8STHUxSNCTzL0GSIFwC+MzjNUCyJUzhO0jSL4zhNszwr0CRDYLjA8QSB8Tw4QVYFd56LEDgTCUUJDOc5hiJInhJwlELQAExAdCiE0RxCoqEQz1F0COfDWJRHwhGW51iaZXmSYlAYGYslWIiKkTGOjqMoT/AxJhTt7+2LsCxP4QJDEgTG8yEaYXiUIxGCY1gcx1meI2kKJwmOYwgMB7MUT7IsSfEsx7IszTIUx7I8h6KowNAwFAhFBJzEwizF4AjHUxSDCwxNYSiCIAiGAks+kqYohqZZZoEBvtM/QhTJsTRH40iUhTmir/tG3JYhAAAgAElEQVTmAVPtJxfPLrlw/q0rV5bXN27s778cEbyxEBEiMRKGOYrGUQqByVh8zA9jAQwRRnkyDtmw7lNNu747t3pbzbKdp1fuu/zZyWubzUgrFrOPZHh/0EcQlCCEhVAEpTCSo3ie51FM5JlRtx1ub2re9c2Z9Z/vW7Hq8NpPar/b4jDVjTkdEkkMY1iEZWmWYQSeYGiW5RmK5lnO43Fdvnpp3+H9S5cvW79+/Zo1a1atWgX8k1AUBXxpJJPJu3fvvv3226+99trzzz//s5/9zGQyCYKQSqV27959+/btnp6eDz744JVXXtm/fz/HcRMTEyAeU6FQANYyTqezp6frxo3rnZ2d586d+/bbb00mk8nU3NTU0ljf0Npyrb7uakuzqbmp8XprU2PD1Zqa49u27WhuaWtuvtbQUPUgeL21pbGhrqXZVF93tbGx/vTpk9u2bWtoaGhsMplMJlNjfeu15ob6WlNj/fXr11taWuvqmy5fqT967GQ4EgPnS3OKlJwclbOT2cykrOSl/HQqlcrlZCWbystpJZuaKuRSqdTU1FQylQmF48lUZnauJEmSLGUVWZTSqUJemRgfBU64kqlMYWommRLzhVlJzmVFWZIUUZSz2awsy1kxJ0p5WclnJVHOKRkxXZiS8wVxekZJZ8YdTuvJkydqa2tbW9uaTK319Y3Nzaa6+svXWk0t1xrr6upMJtOFc5d37th96cLVJlMraKu6urqW1ubma00NpnqTqaG29kptbe3OnTsvX6mtbzDV1Tc1NV9var5+tba+5dr1+gZTUxNomoZt27ZcunL5Su3VhsYmU1NLXX1To+lay7UbIBZMY5Opsalh85ZNp86cNjW1NDS2NLe0NZlaW5rbWlvbgOfKa9eumUwNu3btOHWq5ubNjra21vb2tvb29vb29s7Ozlu3bnX+CC349aytrb158ybQxgDUBmcpRFEEsbBBu+XzeY/Hs3Hjxo0bN65fv/7LL7/88ssvN23a5PF4JiYmcrncp59++szRYyfv3r2P4yhFERiCYhiCU0GMgRAOc0DIoJe1BxMOOGb28xY/b4ejA17BFog6gmG7jx7yEX6EIkiWoiiSxKkFJkiSpEmSJgmWICiCoHCCwgmqasCPEwRBIBSGUhiDEQxGIBQB0QROUCT4h+EERpMEh7MsztIYjWMYxqAMi3EkwWIUjdI4TmIcwvAIQxE0TdMszTAMg9MUMQ/oBEUu/CZJkqBIkiQpgiZwhph/EUWiFIlQJEqSJEHSBMkSJEeQHEmwFEEyBE6RKEHCOAXjJIKTCEFgBIGBKlAESREkRdAUQVcrS9IkSYMrILV6QoEiCQo8nyYJliRYiqBJnCJxgsQJAiYJjCRJHKNxmCQhgkAIHCcxAsMplKQRhkIZAsNxHMUIHCNwisRZHGdxmsYYnGBRSkAYnmB4AsNpDKZxhCQw8DqKYBmcfaIwjwgnSAJj5pNwkkBJAiWJakOROElgOInhJMYSKEugBIngBEyiCIWhJIkTFE6SOEEQOPkk/17CGJokCQzDCALDBZaIh7GxhG9s2Dkx6h4e9kTicChC0AyOoUEKD/AMThEkSbAkwZEER5AcSjIoSSA0QscJYZwIJ1FhIhiahCIpJJxEuVEEZtwYGSAwksBoEmdIksYoEqEIgmH9fr9AYAkSm6TRJINlBEGMxiZ5aowjJnlmlKIECOJQjKUZGCdwlg1gGIZSDMXSGDVks58/f/77fXtXrVoFTqgCnbssy4FAALiXiUajFovFZDIBUeubb765cOHCwnlRcFjm9OnTL7744qZNmxiGAcbvwBPI8ePHgfuBZDIJluGKooyPj4PznMB4WZIkRZIVWcwpEmBFkSYnU8lUJpuVJEmp+quRsoosKrIoS1lZFkUxk0wmC4VCOpvJ5XKylJWlrCxKi/zb5GQ5NzmRmZ0tTkxMTE9PZzIpSU4X8lImk5LkXFbJSZIkSVklm5IzSRAyu3q7nBMlJSvKWVEGxZuPky1Kj/zoyKIoZxfxYpc7slTIZhRJUoCz/mw2PTk5LklZWRYzmZQoipmMmEnLklhIJaV8bmZ6SslmJvI5MZuZnMoXFEmeHB1LJ1N5MadIOVAXSc5lFTmryBlZEmUJ+AMHLiJEUVSUPGBJUvL5KUmSCoXCgk8IUc5KiizJOUnOiVIesCTnZCWfEbNZKTM6PpIRs1lRlpUpWZnKZqV0OivLOVGUJyYmstmsLIujo8OimAG1yOWq7nTAjujisNcLzojAn4t/g+YFGRacEQEfoiBnoVAAnwrw2AP8XE5MTCx4bvjiiy+eOXjo2J2uHmBsj+MoQSIo4YdQF86gOE3BuOBDBAjjYSqMECEfygbwUAAPwbiAkDxGsQCySRLHMQjHIBxDcBTDUQJHCQylMJTCMALDCBQjwH4OhmE4imEYBhMITIDMGIxjEIGhOIZhCE7AGIagKI6gJEySCEUgBI5gaPWZOIkQOEQgKI6QCEXBFIJgKI6BCDgIhsIogsIIhqAIgsAogsMIvmgnA4URYK6EoxiOIaDMGIZgGIZiBIpRgDGMwDCQAcFwCCWCKA6hODRv0lStxaOaYo8YXAGp1ZMIOIbi2HwLPJGHoFCSxCmKIggKR0kKJkmUJAgKB1MIiTMkThEERpAITmI4SZAoAhjDMAinAgQNEwxGsQSO0hhMYTCBoyhGwDiBIiSG4CiMoTCCIhCKQI+ZXqEwhsI4hmAYAkoIegQjcNARKAojGIxgMIEECSSI4RCKBQkEJlEEx1GMQMFO0Y+B+48oFWEcC2I4hOMkQXIkxVEUxdEYR0MU7iNwCCNwhCBhBINhGEMDJAFjGFZtW5Ra6CAYJ4IYhJAQSnthygWRToTyQITPB3tIGiNJksQZCmVwlMJQKohifhQluZAfRVEcgyEfiQQI2E8hCIkiDIESOERTGElgcBBCYYQgaYQggxgJ4RSBMzTJkTDutruuXq07ePjQsmXL1qxZ8+mnny5fvhyYQvr9/nQ6DfwyOp3O1tZWwzDm5ubWrVsHzv0Dz1OhUCiTybhcriVLlnz++efAuA04g5Vl+cSJEytWrAArcYBEiqLIsgzOSS2McFmUZFGqArSUlSQpk8lkRRmAGpgDqkliRhIzoliNjyDLckYEUAJuVB5NBrIsy3IqKeZzMxMTyampqUx2MismJTGTzWYzYjYjAp85GSWbUbIZ8OQqSIlyVpQzWSmblUDgBCkr/oPAXZFysqiIGSmVSomimMvJiqIo+VxWlFNpScnNpNN5SZqR5dl0Op9OyenUpCJnspnUTL6QHk8VZKU8O5OeGM9LoiLJipQDuJyRlbQiZWQwa8gLqCrLMkB2Wc6BFgCCMEiSJAmU8Wlwz4hZSZFFOZsR02CRkRVzsjIFajc5mcpkxNnZ2UKhkM2mczlZFDOimMlm09lsesFzXDqdXtybCy8FaL6QbcFPESjb4m5aUMGnUilg8A78G4uiCMIcgRopirJ69epnjh472d1zzxfwe3xut9cVgLyBoNMftAchl9fn9Hr9/gASDMIen9fj8Xh9gUAQ9fogj9cfgIIQBHm9bo/b6fU4gl5X0OsKej1Br8/vDfi9Ab8X8nshny+wiB+RJ+D3BKqqKA+4LQDY7Qu4vX6fx+t3+v2ugM8T8HuDAZ/P5wv4fQG/J+h1Bzxev8/nhfxeyOv1e/2+QCDg9/u9fp/H5/V5vH6vD2iyfB6vz/OEdsvv9fq9Xq/P5/H5XT6/y+fz+Hy+x8sJiurx+Txev8vrd3n9ngX2/QA9utHv9fm9j133+n0LDKiqgPMFA76gz+MH+b1+n8vnd3p9Lp/XE/B7fO5FZXZ7fU6Pz+31uoNeH+Tz+gNud8DjCAYcAcgbQANBFPb74IA7GPD4/V5PIOj2Q6CmPo/f5/H6vE6f1+nzun0e0ALVZ/p8Hq/f5/MHwU6UL+D1QUF/MBAI+Px+ry/g9fo94BE+n8c/369+v9fv9wYCvkDA5/Z63F7P0/QjqkW322X3+pyBQMAfgDzeoMvtd7u9Hpc36IeCQTgQREFhAoFAMOAJBjygFxaxzwe+Eo/PF/D6Ibc3MOQNDPmDHn8QfBYBnxfyuaGAGwq4gz5P0OP1O70+N4w6ApALhhw+TxCDPD631+9z+32eoNfhczkhvwsOOL0+l9vr9UFuP+T0BX0w5vVBPk/QbXXb++1XLtcfOHh46dKla9asWb16NbBzF0UxEAgseLq/e/fumTNngMftDRs2nDx5kuf5iYkJSZImJydlWYZheMmSJfv37wee04EzWEmSampqgLVMVd2RTALHW5lMZmpqanx8XH6KFjxQLsjg82cX09lsWpKyiiIByR2AAlDIgtRsVhKzObGKsxlRFCUxL4n5dDo7PT0tSilZyQAdrjgv/MqynJdkIMTmZEWSJFGWJEWWlHn0ERVFerqY/yUSFSkr5+R8IZeXZTmbzabS2bFkJivPjE0qGbE4PjmVyswl0zMZsZjNTs3MlpOTWTGblzL5vDyTVwpyJq1kUzkxLUtZWVQAHFfBXclmRLCoeNRQiiTLoiRlRVmsisZVDFVkJZ8DEjeY/MRsTsyCOUDJZDKFQk4UM7IsptNpMB2K2VwmI4LTWMD2HLSwJGXzeSWXe9RNsiyD6eQJX6Hi/PS7eH22uH+f6GKQCsB9amoKTAzgOngOeH6hUFi/fv0zhw4eu9PV43A5+wf7evsfDlr6zJZes+XBkH1wcOChebDf6bA7HVbzYO/gwEPHkGVoyGa1Wi2WQavVbLMOWMx9Vku/3TZotfRbLYN2s8VqtgAfEYAtlsX8iMzWxTy4iPvN1n6zdXDQYu4zW/rMlgGrzWq3DVrMIMOAbXDQMjBoMQ+a7YNm+6DZarZarFarxWIxz5Nl8DF+nKxms9VsNpvNA4vYbLFYnirnoNkK3vUYV1/xGD2qo9VssZofuw7qOGgxD84XEKSB9rFbbXarzWazWWxWi9U+aLOb7TbLkB1sGdnt8zxkBn/aBs1286DZ1tdv739oM/dZrWaLw2ax2wb77JY+i7XfbB0csA4NWIeqFRm0WgbNFnOfxdxnMQ9YBq3mQbvZbB009w5aewctfWarxWwZMlts1cYfsgzarBZbtbUtlsHqI8wDFssg6FTLwp82i9Vus9ptT5P5R8huswwN2RwOh90xZLHazZYhq805ZHebB+1Wi8NisQ0MmAcGBsxm8+Bgf1/fw2oHWXqrbB4wm63mQfvgIGjEfrOl12Ltt9ksNqvTanHarC6b1WW3Op1Wl8vmdttdDodryOG62zvwwGLrHXL0DjnMbldrZ/uN2zdvdXfd7Olq67p1vafrZu+Drr7euw97Hzzse9jbf+few7u9Az13H1rNQ45Bh63PduH8le92f79s2Yq1a9d+9tlnK1euTCQSkiRBECRJEhifDx48WLJkyQsvvPDss8/+7Gc/a2pq4nkehM4AAR8cDseaNWvOnDlDkuTY2Bjw6y1JEjCF5Hk+l8sBQQxIeT6fDzh3fZoWO5x6nEjgH5BlaYoiSBLnOA7DMJ7nCQKjGZymSZriaYqnaZamSXCFIjmwHcWyLE7ALEeiKMowHMXQFFP1eEWTFEtSNEkB1ygkXeX5VIYmmR8s6u8hnuI4kqWIaiRxjg+RTGjQ7um3Be/2eR4MBh8MwPf6/Xf7PH1m34A10DvoHXLj4Wh2IjmtKBUxO5WcmFTkTE5KyVJakhRJrII7WGiks5msJC6GSFmUxExWzGQVSQZ6bQDuYBoAEjfQgQFwF8Wq4J/PK5lMShQz1d2CrATCG2AYAUEQcNAITNURBKpuPS5y/QgMDyiKAh4cH+1CURRBEBzHgR8gw0L/Ls654B6S4zgURUE2ENIPuO9fmBWqG6o1x096PL5UKpXNpgvTec1QDUMzDK1cmtO1iqGpWmlWLc4YasnQy2plTq2UDF3VtUqlXCyV5lS1DPJXWTd+mHTjB5P0J1nTjLJuVHRDA1c0/VGSblRA0uIbQYbq0+Zp8W2L3/XEryezPP63bmjz/HQ5f5x0wzC0H6rdwtO0xa/TVU1XNVVVK6peVisVTS1palnXVL2i6hVNW8yarmqGZhiGphrlklGuGIZqzLe9XjGMsm5UVMOoXn+szhXDKC8uvW5U9Pn889c0w6johlYx1IqhaoaqGbquzz9icUMvIu1H6AcbRjcMTTNUVVdVtVKplNVSWS1VtLKqVypaWddVQ1c1tayr1Q+pXNE03dAMVTfKulE0jKJhVB57nFHW9VldK+paRVcNtWLomqGphlbRjYparURFrVQqumFUDKNoGPlSZSKbvdffa7Vb/EGfz+ezu5wD7iF70AsRGMXQAsfHIlEhGmPCYZygMhkxn1VGIomO9ttHjh5funT52rVrgVdIEAAoGAyCFTcI+NDV1QW2zlpaWvx+P3D9CJwdAr+De/fu7enpEQQBxDKORqMLahme58H6WlEUQRDu37/f3t4Ogr2BwG+AQDS7hgYTiABnMjUscFNTY3NzMwgpB0LBNTY2XrvWfPXq5ZaWpvr62qbm+qamRlPjNVNja/XeplpTU11jY1NDffO1lhuNjY119ZdarzfV1TU0mVpNzU2m5vlXNzSZGpoa66vvbWxqqG9uaGyaf3WjqelRGf9rqeFq7fXmlmvNLQ0NDVcbGhuv3dh75PTf/eZ3z726/PnXPv71a5+8uGTt8298+uJbnzz/+vJnX/rgN7/7ZN3mE3uPNPuQcalgTKZmMlkllZqUxKQkJqug/Ajc01kpI8rzimlJzsmKIslSVhQz2ZysSFmxkMsDWExnM4vBXRTlxeCeyVR1XOl0Eri0lOUcxwn9/YOtrW2NjY3Nzc0gcGBzs8lkaqivr21oqAOhEOepyWRqXuhH4KBi4fdCoEHQcQtB/hb3+OJvoK6u7uzZs0ePHr1y5Up7ezsEQcCt/4LZzLp16545vO+Q1+2TsqIkSVMz0xVNrVQ0VZ0Hx8XAbWiGoWkV9RFAzI983dB0XdceoetiMnR9Hvn1R2xoOrhl4S7N0DVDrWhF1SgCfNR1Q1erN2paRTfKhlExDM3QdA0MW8NY/AQAnk//XvR8HRRm8RXAi7C3mjSPcfoP8o/UVDd01dDV6vOrWK5Xa1AFG1XXdU3TAJTNN+wjvFINQ52fDAyjUq0yyAOSNV01yiWjWDZ0rXrFMLSyoZcqRrls6GXDqIB5T9N1HbRfSTdKj5XGKGtGqWKUKwC3NcPQdE0vqXqlbFTKBphaNE2bb0RVW2jPBQR/BP1PQ/lTVG3nx6DZ0A1NNSplo1jtXJBlYbbRF5qspBqzmj6r6SVN0/RHecqGUTT0kqGrhvbobjDvGLpmaIB1XdVUzSjrRkk3xFzeYrOGQ+yUIk5JUjaTio4O88ORsYnxTDo5JUnl2ZmZuemJdAqnqXx+akaZignRhvrmHTu/Xbp0KQD3ZcuWxWIxURSDwSDQmebz+d7e3qVLl77//vtvv/32e++9d/PmzXg8XtU2pFJms3n37t0tLS0gaHU6nQaOG3O5HAD3UCiUTCanp6cnJiZ6enqsVmuxWKxUKgtt/qgxNU3TqjOrqpYrlVKlUlLVMhACVFWdT1I1TTMMrVwualqlUimpWlFV1UrZKJeMcrlcUecq6qyqFXXwDeiGpmkVddYwKtqj9tTmx9TCQNZB34Ex8kiw057u9v8CgbsqlYpm6HOqUTIMuWj0uQhhojgsGsKkwU8Y0awRl4x4tiIky3HFGAhkvtxlemP5HieUTClGNjcrKaIoJUWpCu6SmBdlSZTTopJaAHcgsy/WyQCUl8WqZiMriZIiL5LcpSck93mxHThGFsfHJx886IUgJJ+fMgyjWCyqqmoYhqqWZ2eny+VipVJa6IVKpVKpaJWKViqVyuVypVIBru3B70qlstBlC8NK07RyuVwsFovF4tzc3Ozs7NzcHPgNovqFQiG3293b23vnzh0IgkAwJqB8y+Vyn3322TPHDhyC/QFZVLLZbGF6al5gMwzdqJSNSqWKO+WKVlYrumGo6iLRU68Ov/I8yDwlpRpPDOYnBLnq5UVDXTfKhlGe/1YWxFIwzZQNo2zoFZCk6dU3PrZu0J9841MXHpPcH4H745OZbmiqoamLq/BfS0+C9eNtUtGrYL2QsDAZzBdGN9QFyV0vaXpJ1ypAwDeA5K4bFaNcMooqeAjAf71iGOWKUSktSO6abmjqfK3Lj0nuelVyVw1NNYxFWFlZVPHHpW9wF5iY59vw9w3aH2gBo7oy09Vqn+qg+OWSPlcFdzCzVQyjrFe0clkHEAbyLsxzC5OcYehlwygaRtnQqy1T1oySYah6RTdKhlE29LKhVRbaDbwxlysMWczpkbg2rRhzc0ZxVlLE4YnE+NhIZmK0kEqWC7lSeWYiMwnhsKTIU0puOBprvX5j78FDy1YsX/DnnkgkFEVBEAQgu6IoDx8+fOedd95444033njj3Xff7ejo4HkeWCXb7fa2trbOzk4cx8PhMFCPArfghUIBWMuEw9Uwwul0+sKFC6qqlstlwzDA4H8E2Y/EBCADqZpW0fUqyFZFB11fgIxKpaRplVJpTtMqulHRDF1TDbViqKqqakXdKOlG2ZgHd13XNb1oGBWwVAMiV7VLtYXvBHzoasUoV4zyE+D+lOijPsWLvxOtUi5qWkU1jFndyJX08ZzabceQ6BQWL8LRsofNQ9HpO3bKjEbR0TkzNesUjLbByb/4+ZrdJ+6ExssjmXxakUQlJcmTkpSVRUkWFUmSJDm1AO5gNwJs+cpSVsymq3vOWVHMVC1SJEUGkrskZReD+8LOM0hSFAno2cLhaG1tPVijappWKpXmf8zpujo/1wJw1wGyVypauVwGvbMw9YLfc3Nzqqrqug46GjxqcQzChdiEwEu+LMvA0pSiqO7u7jt37ty6dYvneRDZVZblNWvWPHPkwEHYH5CycjqdLRQKFVUvVwwwaS8M4AUlR0WtYqmmzoMjkK3mh9s/ANy1KkBrj2RMXdfVKlbp6hPgvijpEbhXcWb+o3lMdbBIBgeQ9KhAT0nuVTD6AXD/QVXE76cfBvfqYKyC5iJw/6H889PrIsl9UZqhG6pRqRhlfQHmVMPQVN0oVwy1CvWgBXRVq0ru5ackdyDIavriF89XfPHCZ3EPPg3uP9YKT7TwPKtVjH40xxiqoalGRTcqmlapzksaEMSrxdOrn9+iVc6i2cioivyqUTE0db4x5qcIQy8besXQNKOsGhVVVw3DMBRJtg0OJBPRfHKioihGcbZQyE2mxpKT42JyfDqT1mamZmbzE5lJFEeUvJxXcrFItOXa9W+/37tsxfK1a9euXr162bJl4DQgiqILNgyDg4Pvv//+u+++u2TJkjfeeKO1tXUh0I/D4RgaGqIoKhaLLWyCgdgOU1NTx44d+/DDDwVBAFZuw8PDx44dMwxDVdWpqSljEb6ruraYi1qpVClWykW1UgIaLVVVgUymlitAwVUulw1Dm5ubMQytYqhlXStXjFLZKJYqpUpR1YqaVgHgPt+flYo6py366BZ/A4vBXauO/kfgbizO/9iIWMyL09T571ybLZeKhjFc0E+19j9Es92+1ACuPAxO9voTX+29cOhKx/3AcB811+GbrjdnX159/pWPjsCR6cyUmpLSojIpyZOinJ7f/hVlJS0raVmWJTkHTBUBsityVQWfyWQURRLFTKFQEEVRkrLJ9GRaEtOKkpbzaTkP7PFFSRElRZSzkiKK2fT0dGFkYjyryLFY4vLFK2rZKBbLQNCcLc6UK7OGUS7PFbTyjFqZq2jlkqYW1cqcWqyoc6pWnCvNltVSWdfA9Yqqq6qulrXZ6TkwT1Q0taxWDMPQdXVubgZY1FRXHrIM7CnB95PJZMC2jdfrvX//fm1tLfAwCnB/3bp1zxw+eMjn8YKZrVAoqKoK3jGvP/nx5dSj/6v4uHjG/r3w9/tpUfcv+pjmof/3avb/4fS0sPko6R/3Tf8P6fHBMC8cPa27n4fmH5hGf+A5jy7+AP0T1/nJkiwC7ifg44eL90NPA+LTwjTwRNI8SoHJXtNkWbZZrPFYZDqnaKViqTg7NTWVTE6MjY2lU5NKNlMqzhaLs5OpJI7jwOAsGo22tLTs3b9v2bJl69ev/+STT1asWAECmRIEsTD27t279+GHHy6Zp+bm5ng8Dnw5ATPkycnJxdbNIIjSgldInucVKVfITY2NjNYcP2HoRqVU1tTy7MzU3NxMqTSnG9pcabZYnitqpZJeLBrFOaM8p88ZakWbnjHKql7SZucqumFoYA4tqmCmLJfLulbRNK1iGAVVU+bKsdGJ2OjEXEVV9aeFsH/kUfZjpBvGnKFVDM1Q5wy9aOilGc0I5fS9LZYWv9yBzLa5Jrt9owcutP3bv33h71/7uK4rcBPKNgfzp8zZ13d2PvdpjZPLDyclWUpJmZFcIcnFuKNna9Zv/OLm7c5EPJzPyZm0LGbzijgzlZvLZtOSnJYkSZQUZWo6q8gTmcm0nBqfnMhm0zPTisNt7bjb5WGYTotzWClMz07JUnosmckUpjNTcjaXyUxOzM1Oj8mZCUUWwqHGqw1AklKmi3OGMWeUipWCoeWNuaxRlAx9ZsaYyxnFKaOUU+ViJWMYuTltKl+ZmjUqBb08pan52VK5ZBiqUZCmQZOrhjFTKgLpJJ8TJSm7YBQLPjNgBAlifyeTyUQigWEYWBcyDAOQvKqWOXTokNf7BLiDtd5/E/3jfwf/NI81FtX0B5P+Kd7430L/dO3w/3f6/S2z0MuapimKYrVaY7FYPp8HgT1TqRRFUeFwGNioAOVmMvkkuINgHZ9//vlCDFVJkjiOAzqWfD7P83x7e/v169dbW1vr6+t9Pt/4+DgYbAtGymC/FBw2AfE9RFEEkjvHccA0cHR45MSx42q5olXUqULO7/OYTA3j46OSkgnCvshwWJmWVaMsTmXz+nTRqMiiZKiGUdS0oqobRlGtrrzL00V1rjI3M271py4AACAASURBVDs7M6WpZc3QZ3Vj2jBShakhfxCjuYphqJpRrjwlKDy+pvyn6jLDmAMqRLVkqEVDKxU1gy8Y25usJqRcM5Bu80vNZv79z7/9H//oL//k/3hhe01HnSVugqZqXDO/O9D76y8uDoWmk2IhL07O5Cd9PnNze9Plltorpium1sarVy6EQ/z0TCmdzovi7GRSlBQxlZlIZdK56ZnRVGosnVRmlWwuk5XE2dnpaJSJDfN9jqEOi3VvfVM0Pz02MazI6YmMNC4rw9mJlJIsyNJwPJGcnRrJSfHEyIXT542yUSkaJcMo6Pq0PjtdzLCYNUY5jEpmrphpu9f5wYbV5zvqx6ZHJ7LkqXM7d+7bbIOckjrT3H3z4w1f9A85JbGgzunWh0PZSSlfmAXrzdnKnFqZm5stpFOTwO8j+H4+//zzZDIJ7KkymQwAdxzHHQ7HjRs3GIYBon1Vcv/v4P57Hv7/QRj97+D+Y/QPAnebzQbAvVQqFYtFm8129OhRGIbBERKwefWD4L506VLgfmBBLROPxwHKAwQfGRkBTmai0ejY2FgymQSWc2BNDcLlAEE+m82C8L8ghurKlSsjkUheKaSTmbGR0dMnT5XmirqqFfLK7VudO7ZvxTCkMK3c6b7pR3zylFTSizPq9LQxm6tMaboxM1Wczc/MTE1XNHW6ODenGoWZ8uxMuTRXBJvthqHNlIrTqi4XS+n8lM3rJ1ihYhhzxfIPKF7+XwF3Y2GxWakYlbJRLhY1g8sbGy49bMC0S765pkBuzeHr/9tfv/jMv/rpP/vDv/qTn39w9A59dkj6vk9665jtlW9MVnYqI8/l5XSIhTo7Gx9a74XHI5PSxOhE9NTpI3fv3XYj8PZ9B5Z9su7VN98+VHOIj7LX2lt/89uX3nzvnY6um+Pp0bu93R8u++CNN189cmR3AHY03bzx2kcf//TZ36zasr2ppYHnyIxSCE1MXLne6CP8JIFduHAhJqZD6cnh8Ymrl6/oxbKhG+X/m70vj4+qPPdHRXYEBFtbu91bvVt7f623u621pd62VtvaaxWDIkqgorXurQs7sig7hAAJSyCBEEIIgZCNLCQkZE8ms2+Zmcx+tvd9zzL79v7+eJLjCFK11fb26vM5n/nMnDlz5pz3zHzf53yf5/k+lErJFIkppScO3X/vd04c2aRgC4eGf7/shb2VpWv2b2vWXbioObN287O7D2zdX3qoy6T50/rVb+Xn5e3b7/UEhSAqLzlJUzSVpvF0JklpgiYpTUbCkkgQz/M+nw9yZCdPnvzwww8zDAOZtW632263azSaixcvlpaW6vV6YJwkSfrEc3/H/t/nyr+vfQLuV7P3A+7wRBTF5uZmp9MpSVIoFBoeHl63bt2vf/3rvLw88KMTiQSA+9DQEOS9ZYN7drYMiARAOZLaqF6v10OvesgHh9xkSE+GXqZ6vd5sNg8PDw8PD/t8PlV+wGg0yqLCBjnPiHvHtu2JWDyVSEYjodqa6kMH9xcdOqA3aIqPFrW1t8hRqeLMyR/97K4777lzU/7WcCJjsYysXL7qN/f/aseurQ0XGp99bcV/3/9Qc1vHH/7w+/+e+z2/x9rR2X7Hj370je/f+dKKlRqzta2nb0BnTFIaicbf5mX+5p47xFQgbzWTSIbSdBDR+RtOvFoxvLqaWX92+I8FjU9u2P/U2j1PrinMXVPyRoVl7bngk8XDv93c8T8ryuu1JIDCImJc9qGTJ4vaey44A/ZQQnT7rOdqTxaXHWrsav/VYwuqWi4craratm/Hpf6Otq726oa6Q0eLd+7NO3e+6q3t60+fPnW66mR3d0tbR8Pe4gPr9uyZ/9IrJ5pbSk8eazxf40fkQFnZW/t26p2m+vraF19+ycaxbknsG9LvLyik6QRNJeVIPE5pJJXoHbj4+h8X1lfvIchwpra4vKXaHkEnuxpfz1t54NTmXmONPWA6dKLkwMnSjXt2tvb3vvDKK3q98XhxqdfhTsdSwN0r8Wgik07Eo+GQ7HV7QJbO5XJxHHfzzTdff/319913n9vtdjqdoLmr0Wg6OzvLy8vBc3+bc/8E3NX9v8+Vf1/7BNyvZn8BuMuyHA6HS0tLf/Ob39x77705OTldXV2yLEPm2buCe05OzuLFi3Nzcx955BGn06neHfv9foZh4BEcK47joGkOJFfASvVdr9cL6wkh4XB48+bNjz32mNVqhVobz4h76+YtiVg8EYtHI6HmpvNnqirPVZ9paWk6XFyk1Q8ODvUdKT3cM9Q9ZB8oqSxt6eqvPNv40st/GtL2dw92bN23Y9fR0pJzjS8sW9F6sbm0eE9DXTmShW7tUGt3b9HxE+19A+cvdgyZTClKY/HkVcD9I7cUpXFKo5QC5sTSlFDag+gD68uWVftW1Qpv1Qc2VRm3VXTmn+7cc6o/74z5jVOuVdXCokPDOTv75687VzdE/EIEsQHDUNfx4/u7BtqCxOPjhpUoe7S0oLA4/2xn89JVr9kRMgd9x86Wbdu3teBwwbe+/53b/uNfXnzlhT0HdpWcKLLZTUqIIOS91N28v/RweXPjqr37XUqopb259PiRxvZLm/furb7Y6CNBTmAHdVqvIvtjEcOwc9euXTQm02Q0GkslKSQNhk8c39ZYXyDJ+v3HtnZYBjSct9Gq+cNbLxXX7jT627x4pKC4qKL+3B+Wv/L/7vj2qvVvNDU1dV5sP1Z05Gtf+erCJx7HshRNJyERTsTE7RrBGHMc5/P5HA7Hpz/96enTp1+6dMnr9Y6MjEBLboPB0NfXV1lZaTKZgL2RJGnJkiUfO3C/2k4+Afd/dHvXkcn+QWbG0ocB3CFNRafTvf766z//+c/vvvvu++67b8+ePU6nMxwOA7hrtVogUux2O4D7I4+MVqiqPVSBclF75cBLiJqqgVY8Jm+iVp+rJeOwZt26daAtw7KsLMtet2fzW5vSyVQqkQyH5JpzZ+vrajxu18GD+9euXX2hrams/FhLe3OMRoVQ0OgyH6+qqWvpLDpcHIkpI4x937H9p9s7hvxccWVlgPd3d9aVle61Oi1f+eY3Pvvlf/7uj+ZWnKu91DugNZqiydQ70tr+5uAeozRKM/F0KkVplFJCab9MF26vfqtFXNdAttQHH/jToTlfu2/85749/ubvTf/33yw/bltTLz1TFnx8n37hm7WNBpklScQGGJ+9uvp48bHCkYCNEZx6Y9dzL+R29F/oduoWr3jFyAaHRhw7i3btPLCt7HRZzfna+uaGvH27SiuK121cqdUPKiESYBwdXU1F5cXFZ0+v27vfgZDTbSsu2b9s3Rslp09bAy4hSuqa6l9ZscItif5wWGO27t27l8bkTFSilCYpjSYTkRg6uH9dR2uJQHQFJZvr+9t4Sks76n+/8YXd5Rt07tYRxnG86tTp87XDjM/kdvj54IEDhVzAW5CXp9cM5uXvarnYFk7Gw/FYMp5QJFkWJb/fD3phsizPnj1bp9PBmkAg4PF4nE4nNOOtrKwEWubjG1C92n4+Afd/dLtyZK78QWayOHeXyxUKhSilsizH43G32x0IBMxmM8aYUhoOh98V3CGgunjx4pycHI/HAyJNwKermWoqiF9NLQSN6T5CfBVjvHHjxoULF9rtdhCBcbvd27dvp+lMMp6IRaL1tXU1587GouGqqspvfOP202cq29pbV69f4+N9nBw8UX2yrqWjZ8BUduKkGCZufmRX8d66vt4hn/9kXY2f83Z3NlRVHik8uOdid6fF6Syvquro7W1sa9OZzPF0JpnKhEKRv/31okC2Q51iOk0zNEYpodQYpi8XXdzZJm9plIq7o5tP6ubmvDrhs9+6+d9+seDlQ+urvJvaEq+dE39fbHtyW0OLSWZIHAlcRBEw9p2oKPnpPT+86dNT/ue3PzWYekhCqOo8P+4zs2/45y995Y7vLH9zpWXEuGLV6zNm3TBr9o3PPv8Hja5v285Nt/3rrTNvnPH6ihcv9V0oO1tedu7snC//S+5zz3n8wy0X6v7w0ktNnV1uHAzKXEPL+T8uWzaCsZ3n9XZHQUEBzcQiEk8pTaZoPJngOE9pyY7Tp3aLss0Z1D2/9k9DQdfOk4cr2s9UtZYUVexq67xw5PjxfqMOxUJiMjxgGGhta4ooeMfmN4Pekb0Fu+ubG+LpVDKdyqRoSA5zDMuyLGj/AgcIGpbgGQQCAaDdh4aGKisrdTod/K5CodDSpUs/puB+5a4+Afd/dHuf4J5KpQDcoeOwLMuJREKSJJfLFQgERFEEvM4Gd0mSVHCfN2/eU089lZub++CDD6rgDgWo0LuDYRiIo4IYJDwJBALZ5Iz6Eu6gRVHcuHHjo48+ajAYIG42PDycn5+fSaXDSiidTHV2XGprbYlGQiwbXLbsteYLTZIilp48/sVbv/Dl//jyhi1vikpMM2QsO3EynAi5ePeBUyXVXZcsPFvffgErQmfn+erq45c6Wz9zy803f+6WX9x/f31LS49GYxl2KKHIu0lF/O0snR6tOc+kaSxNUYaaI3Ttyb6iwcQRDT3QKR7vQ89sOjr+C9/6p+/O21GhLepLFAzSdY3K6xWO5/c0tpqQh5WQwHEBL8FsKEwY1i0InlCI8QWHGZm9oO/NffWlYUHwEywovKhwAmJkUYL7pyDri8ZDiGCW55AYdAcdnMTxEdkvyl6EEQ5UVpZW19XbPD5GIV7k9wYDDMZcJOIWsNHmyM/fS1NxmknG4/FQOJpIxLZv3/hvt33qy1+afvjIdhIJrNqy9uavfnn5jvVsgjN7Bx7N/c3cu+8qqzglxiMxmuYUfOpsBUaMIvInjh6+9Z8+d9+v7uEIm8ik0zSTjKcSsWQ0HCGERCKRSCQSi8UikYiqGCoIAsMwPp/P6XQaDIazZ88ajUbICCCE5Obmvg3u0NEjuwT27wvuf+UOr/bZD3rAH9YJfnQD9ZfZ3+t4Purxv9r28BEo+CSEtLS0uN1uURQhdgqavUCRI4TS6XQymfT7/d3d3YqiEEJsNlt2tsySJUvmzZsHbpTD4dDpdNDxEgTsGhsbm5ubGxoampubm5qazp8/D4/19fUNDQ3nz59va2vr6Ojo6emx2+3BYBCyZebPnw/3DYqieDyeDRs20AxNJ1MQVoW0yGQyHotFIrFwPBlLphPxTCKcjEaTiVQiTRM0nUzF0nEpE0aZCKZxOZOIpGKJdCSVDmdomGbilCaT6VQCStrSmWQqk0xlrqYF9OFe33e/IpkUgCNNpDIpGqVUotQYoVvPa4vN0SPm5DFbvNRC9nWbfrD0j7lbDh3qdpcaYoe1qV2X5FePDb6852yHmWFxSAQlAT7I8QFeCBASFEUGiSyDuU7d0Pq8vKCkBHmMCUcwi1gGs0giIUHAokx8AS+S5ADHYwUxKMCLrMPrwpG4n0MGQ//hg3uami+wSBRkkSFMkOeIEnIyrJhIDRnMe/cW0HQmHo2lUqkMTSeSkXQqSmkkk5DS6XAyE47QaJjGwjQaoeEklVLpMBQYx2k6nImHk9FIMpxORWkmTlOxVDwUT0bimVgslYwnE6lEOpVIR0JhiAApihIKhWKxWDwej0QiyWQSXAqolujq6iotLQVtIoxxKBR6B+eugntmrHz5r7EP/YfyYX32gx7wh3WCH+lA/QX29zqej3r8r7Y9lHTDB3meb2pq8ng84DVDhzy73e5wOAKBALAooVCI4ziNRgPliw6Ho6SkZMWKFWq2zMMPPzwyMsLz/ODgoJr94nQ6PR7PyMgIBLtcLpfH43G5XC6Xy+l0ulwuSHIYHh6GPlbQmlEQBNCWsdvtUJzi9Xo3btwIFdfxaCwejaWTqUwqnUol4vFoLBFNpEZVgGKZVDydosk0qO0lMukQTYk0LqXjSioaTUUSqWgiHUmlozQdy6TjqQyUN9FEJksc7u/2O0yPSURkaGYU3C1xWtBhKLWJx12xkmGxbIRUetmN51sO9JvOecOVtvApS2Jn88j6ir4/7To+6GL9rIAEjqDRqAYSQCGS4REXEDgxHjO7PHI4pchRgfGHCB+VFJEVCScRrLA8xxPsZwVBVAICExT8WOIkRSRy1OdnMe+TCaMoYYZFLBKCQgCLRBClAI8FKWQy24+WlHk9QUpphtJITIlFlUw6TlNxmkpm0sl0Opmg8TiNJWgsRWOwPpVIJ1OZWCYVziQB3JOJSCYZScdCNBVNZeLxTCJJQZYhk4wkkvHEqMpeIgH6BMlkEnQI4vF4OBz2eDwXL16sr6+vqKgwm82q5O8o597Z2QngLsvye8L61a7SR4ERf80OP9wj+cT+0U0lGymlPM9fuHBhZGQkGAw6nc7u7u6Wlpa2trbu7m6HwyHLMtwFI4Q0Gg3QnU6nE8B9/vz52ZK/LMu2tbXZ7XaLxWKz2QwGg81ms1qtkMZgNpstFgs8grqvw+FwOBxmsxniYP39/Xa7XZblLVu2PPzww0ajMRyNMByLMT548KBWq43FYjRDU4lkMp5IJZKqklQ8Hk+kkrFUMpxJx1JJGkvSWIrGk4lUMgTVj6loJBlOJCOJZCSejCVT0UwimklEk8k4iI8mUkmADBA2uLrQ3kdqqXQqSmkilUolKVUoFSi1xZPlemudP9RCMg1crJ6TzguoLhhsZFBTUGzxRiqH2DcrOrdVtm86fMrBYJbnJBGDXhhCBPGCyDOYC3ICH+QFFomSHA34kRDErNcbErgQLxKGYFYUSZhheaKE/AzCSjTAsQwK8jjI8yzLIEUKiShABD8TYAVexCLhhKAcUhiWF0QFYZlhuJ6evvKTVZc6e41mk9lqsFmNBr1W2z9k0pr1WpNOZ9DpB7WGAZ1+wKgdNA3pLBqDSWs0GEw6k1FrNg6ZdENGjUGvMes0Bk2/XtM/pNPoLQadydg/OGDWmTCLMqm3rwr8koFF9Hg8brd7YGCgtra2uLi4pqamp6dHDdRfDu7Aub/n1bjan+d9bvZB7UPf4Sf2sTUgWyiloih2dHQYjcbBwcGzZ88ePHhw3759hw8fLikpOX36tEajgVR3kPOFCNXw8HBRUdGqVatUcF+wYIHL5cIYNzU1eb1eh8MxPDxssVjsdrvBYDCZTCDna7FYANnBWzeZTHa73Ww2W61Wt9vd19cHJeNAy9hstgATZHnO7/drNJqSkhKNRtN1qXOgr7+3u6e3u6enpwf60nR3d3f39nT19XYM9Hb19Wo6e7SXejSdPT09Pe39PRcHerr6u3v6uvt6u/t6u3v6uvv6egZ7uwZ7u3p6erp7e3r6ert7R/fW09PT29s70Nc/0Jfdqqu/b6C/b6D/w7K+d7eevt5Lff1dvb39vYPai/19zQO9NX09e6vPFTZePHihp6itt+hiZ0Hj+cOtFw41Xihq6jjROrh8z7FX846e6TYZfTwKRxkmQLAg8CLCCkaKJIgSz4sCj7AoiAoviDxHZCGCGBKVpAgWOB+jCAriJIGXEBZZhAUS4ZDMYcTyAR4HMRYEjoTkMOZ9isgiHktiRBAEhvNjkXj9PgERluURL7hc7vaO7v1FxW9tfnPnrq178nfu2Z2fn7dv+5a8PXmF+fl78/Pz8vfs2Ld7Z0Fe3v6dBft3FuzZsXv3rvy8/N079uzenr9zZ96O/J079uzctj8/vyB/967dO/ML9+QX7Nu6fdvBfQdaGpoDPj+whZBHGwwGIYLa2tp66tSpffv2lZaWNjY2Wq1WSMOFuL0oiosWLfrfDu7qzj/cHX5iH0OD21tKqSzLra2tbW1t1dXVxcXFx48fr6ysrK6urqysLCkpqa6uhpSyYDDY29sLee52u/3QoUOrV6+eN2+eKhwGbn5jY6PP59PpdMCtt7e3t7e3X7x4sbW1taGhobGxsba29uzZs9XV1WVlZUeOHDl27FhhYeGpU6egthB4UgB3i8VCJBGLRJZlk8nU3d29b9++3bvyig4eKtxXULivQLV9+/btKyzYu78wf3/BnsKCg3v3H87fX7Rn/4F9BXv2791zYN+ewoJ9BfsL9xUUFuwtLMgvKMwvLNg7+tnCgsLCQnU/hfsK9hcUZu9/X+Hbywe1wg9i+wv3HSzYc2Df3gN7Dx4sPFJQsH9fYcGewoI3d+5Yu3nXsnVb39iS/8amXes3bX1r645Nm3Zt2JT/5s7CwrIzrVqrwcuNMBwnsCLhMccyLOY4WeAlwmHCspgL8kjgiUhE2e8PhsWoEEQhImDWH/T6RKwQHOJ4gmUpwLFEjrIcIZLII4ZDAVHEiJN4FnOcJxQSZDHMcyJCCBEOyxKRREkOIUQ4hvX7/Q63R282WWxmh8NuMRutZovDPmI22U1Gm8lkMZkMJrPOajRYjSab3mbT24ZNNqvZYrZajFaL0WoxWcx2s2XYZLLoDE6b3WAyDuq0JpvVarfZTGaXfdhqHr3ns1qtVqsVbgSNRiMwgWazGQrozGYztGgHJB9ts7du3brOzk6gqwDc6V8Eph8puH9in9hfacBXwnNCSG1t7enTp0+cOFFRUdHU1HTx4sXOzs7e3t7W1taampr6+nqDweD1eiFbBiEE2TLZ4P7www8DuLe0tPh8vsHBwaNHj7a0tHR3d3d3d1+6dAn8Yoiynjt37ty5c+Xl5UePHj18+PC6deteeeWVgYEBnU4HhbJAy+h0Oh4JRBLVciej0Wg1W6xmi81izf6fWywWs9VittuMdrPRarGaHMNGh9Noc5jNNqvRYjObbA6T1Wm12u1mk92it1r0FovNbLFZbFbLKFBY4a7CZrHarTb4FjCz9e3lwzLru5nNYnVYLXazxWZ22sxOq9lmt1mG7Wab1Thsc1hNDrfTbzUPO6y2YZPFbXYNGx32YbfF4Xb6eU4OYRERzIqIUQgWkIxQlOCIjCQZcSJiEMGCSIIsw3GcwBEsEMT5MR+QJUKIxAtikMcBjg3yHMeLHIs5juGFIJY4HnFIkEWsYBxgmBE2KAi8xCOBIyyDWCSJ0LiPDTIsG2QQK0iIYQJ+v18iokRkhuGCDCcg8naHQgFhAYm8JPKSyGHM8RzHBXkuyHMsz2GOFzmBsEghooBRkOcEkWCRCAzLBxnotIHe7qHIj/aTwhiKm6CGDtKuLqdl1q1b19XVBeCuKMpfjMufgPsn9r/ZIKBKKYU89+rq6lOnTlVXV1+4cAFgHWKbTqdTq9W2t7f39va6XK6hoSHQzgZaZs2aNTk5OaDnDpw7xvjixYvBYHBwcLC8vByEaAwGQ0tLi8FgwBiDhh/8OeH+2uVynTlz5qmnnhoYGBgcHLRYLDzPQ0DVZrMhghmO5ZEQYILwB07E4l63B1pMjOXFi6MtpwlmRZYlvCCEMB9ROBLiWEkIIMxyRGFIFGEFC0gSAiIKcFhisQydJ0YXXlDbVsAymo9P3l4+qKEPaBhjgRcFIcTzCi9gRASEA5gEAwEfz/OYSEGe4wQ2yAYwFrFAeFYghHA84pEgsD6FBCQhIDBBXpBYISzwCuGwxAYI5+MElkEsjzg5JCEESm1BhAOSjFieQ5KMJJnFnCgTjGSJhCQkSCLPoQBHeJ4TBY5gwoYjoiSGOZYgglnMBASGEzHD8nAhJBmxmMEKwhhjgSg4xAaFQCAgh6TRbuIYgWIwNGLFAlEQkRB04kYcJgiLkiDKgihxEmYRL2BBlDiMAkxQYNiwJKPLW66+jfUYY9ApgoNBY21UIXr6u9/97hNw/8Q+RpZKpeLxuCRJ9fX11dXVra2tly5d6urqMhgMEBQdHh5Wq0JsNltXVxcoOA4PDx88eHDt2rVqg+wFCxZAN6WOjg4Q/j1y5Ai0tG5ubt6+fXt+fn5paWl/fz902gsGgxDCdblcZWVlS5cuhT6Zw8PDhJBNmzbl5ORYLBZfwD/sdBjNpsEhjclk0mq1Ws2QzWI16PQGnX5Mpsas0xm0OoPeaBgyarQmndZgNejtFp3Bphuy6AcMxqEho3XQaNcbrEa9waLXmA0ardE0ZLTojQZo72kw6GCfRr3BZDAa9QbjaJNOg9749nI1e7ferW/3+fwA2xvNOr3ZYBge0lt0eqPeqNPq+vWGfpNZZ7IYB7RDeovBaDMMGTU6g16r1Zp0eotBbzaaTEa9zawzaftsZp3JqNcbrFqD3aC3GvUmi37IbNDojTqtSWcwaYd0Gp1BPzikMVt0On2fRtuvNxp0Bv2QTjuk0+j1WqPeZBwyGLVDBr1GZ9DozHq9zmyx2DTafo22f1CjN5ntWqNhUK/RWQxGu1Vn0Ov1epPJZDDojBatZqjXaNBZzRa91mTUmywWk1Y/CE1qDSa9wWQ0Gs0Go9lgNBuNRovebDEYjQadwaCDS2kyWE0Gq0lvM+otRqPZYDLqjTqz2WgxmfVaHbRmhSiOql8E3652WIVtoBGrw+HweDwY48WLF49bv349gLsgCNAWIPNuqZDv+bf5qDH9g8YAPuojyX6pPgdKl1J6WQu6y44TRviy3V7WuC4zlr2npiFftsOrpSdnr7/yi9SL+z5P9h/IrvZ7yF4PzwVBqKmpOX/+fHt7e3d3t1arBe5SrTbyer3AfoDUDMbYbrcfOXIEaJnFixeD/MDw8DDLsp2dnSzLDg0NHThwABqwnT17duXKlevWrVu9evWf/vSnFStWHD9+3G63BwIBCKuWlJQ8/fTT0N4axCk3b94MnPvVPGLyDpPGFiJgRCQMXYRESRAJhwkrKVgQJUFUMJEIISJBkoiJJBJJhNORZRmegO8syzKkfkINF8gRQ6WMOGbksiOQJFgpiiIwV1D1jhCCplTwRJZldTP4LngJJxUKhTDGgoAJkYgoj31E5HmWECSKIhYJjwREBEkRQcRcxEQcGwyRIFgwxoRIeGxMYCUhBIuIiDwReSwiLCIs8ljkCbwlIFFAEsISwgoiMiYSwgQLgsAJeFTFExp0ICzyROQwQpLIYcQTzCNBDikIIVkWIb8+LCNFxlhAoigSSeARg0VCCBIJJxNGJAhOkIgywYqIpRARQoRXiCASdPlPYwAAIABJREFUJIgKL4YEKYqkkEiQQgRF5BUiiKIIY6JeCxhGEB+FldCMCaqas38qiqLk5ua+O7j/BRj6MXHY1QG5DEDVc4/H45cBNLyEaN5lMP2Bikegp2I2d5z9LfSdM0omk4GN4SU0bFPnnv+T9v7BHSFUW1vb2Nh46dKl/v5+o9Fot9v9fr+qGQCZ5i6Xq6enB5DLZrMBuKvCYfPnzwfhsO7ubo7j+vv7d+3aBazoqVOnXn755WXLlr366qsLFixYuHDhAw88cP/99y9fvry1tdXhcBw9evTJJ5/UaDTQvV4tYrJarZeBqfrynVAvqgvcWEgSEWUkKZjIvIBZRASAciLKoiir+xBFrO5KxWUVeaFMBnYIm8myDAW64hUGMA0fh4+EQiFFUURRhLkBUElFdthYURRZHgVxSZKgsB7mABjnsdORYD+KosA+YTqBw8selnedeN5piIg8IWgM38f09DGRMQlhMYRFhYgSEWHOkGVRkgiMlSRJoiwRSRREgggWZQkWYKs4jiMIhxQpqog84+VYP0K8IHBySJJDkiiKskRCEheW+bCEFUkWJQXLYSKGRFEOiygqcmFRkEQsSCFOibFyFMlhWSJhUYgQViECEWUkyaIIE/HohYABUUdYHVK4ZCodryjKkiVLRmkZjPEn4P6elj0gV4JstkHT2+wPXrYfeDLWUTelonAmqwEmzboVUDfI3km2kw61lzRrDlBfvuvh/d+7Xu8f3DHGdXV1zc3NXV1dQL9AORKgTDgchv+Jz+fr6ekhhECzUwiozp8/f/HixYsWLXrkkUdGRkYIIb29vRzH9fT0bNiwAaQFSkpKli5d+vTTTy9cuHDBggWPPvroPffcc999933jG9+48847IVPld7/73dDQEHjuhJC33noLUiFVajVbZUxlWt/FeAELSOBZlvPzQpAXgjzPYqxuT7BAIKCHEY/RKFkMdS2jO+B5VasEBgHWiKKoVrpnk+mj08uY/4gxVqN8LMuqE6QKu7CZejo8z0OTz3A4DI3F4WDgOWxGCIG0P5DCFwQBVDazY4bvMwZAsIDHlssCCWqkARhwASMeCRgLSOB4lsuWfuMEHqS71K/mWY4gLIsSzzEY8bIoCRyvKJIsiyNuLyaSIHBIYMTRHts8RryAJF4QOSwhRCSBDQmsjFiCBZ7IrBgJ4hBHZJEgCbOSwBCeERDhiTg2QoKqMQeOONx4geAM/OrgUGEDWZbfAe4IoVAo9K7I/gm4X21Axvqaj/Yvz2Qy8Xg8G4hhGkgkEirgquAbj8ch+NbU1HTo0KH169c/99xzCxcuzMnJmT9//tatW4uKio4ePVpbW9va2trT08MwjCzLsVgMoJlehWPJRnPYWL1dGO3BOfbZ939x/yHsfYI7pZQQUl9ff+HChZ6eHvCdvV4vwE00Gk0kEoDvID8gCALLslarFTx3yHMHyd+RkRGMcW9vL8/zfX19b7zxhiAIHo8nLy/vwQcffPTRR3Nycn71q1/de++9c+fO/a//+q/FixdXVVW1tbUVFBQ8+eSTwJY6nU5CyJtvvgngjt8tJvmuK0fBG2EREyRwAs9iwmHCYSyIIoZgKeIB0gXECwLPCjzLsixMXYCb2f61CqwA67BZ9kyj4gvAN8MwgDIq5QLOPswTIFsI8WS1kRDsCqYBmBXgUwCdELsGyR01VAjHBuimYlz2tPfnJz88NgTQ9hpAXMCIE3geCerCCHwQ8YzAiyLGaLSVNuwBjlmdVziOwwJiAkGCsMDxIiYEYb+XwVgUBM7v98pSBCOZiLxIOBETEUvAERGsYKJwWOIFTHhG5IOSwAC4MyTsF2QOS9ngzguYJ6KQ1UNVHWTIjYGxggGHGyNImxGyJX8hagQU2P9acP+LD+zD+urLVHcA0NWX6lvqI5T/gRAETLM8zzscjqampi1btixYsOD222+fOXPm5MmTr7vuumuuueb666+fMGHCNddcM27cOHicOnXq+PHj1ZU33njjpz/96TvvvDMnJ2f9+vVnz57V6/UwY6u3sbFYDL4aYB2OH/qsw1HBNJO5IqzyNxjGj9o+ELg3NDS0trZCDZHT6fT7/aIoRqNRmJtjsZiiKMFgEMCd4zjg3EEV8ne/+92SJUsgW0YQhJ6eHp7nOzo6nnvuOZ/P5/P58vPzf/GLX9xzzz333nvvD37wg7vuumv9+vUwSbe1tdXU1OTn5wO4Q6kqxlgFdxWV3sNhzwIvlXpWZFEkSOBZnmMkNQFGQO9YMAZZQdi5KnwGommSJAUCATh3lmWzv+iy4wHIU6FHBR2QT5AkKRqNgnIDSKoJY709GYYRRRHyOuDjgFPghPI8DwiFxnpYA6arVMxlmsnvPT5jJ/72kY856RxG6sKS0UUURRG/fbMCsxSAO0JI4Hie5RQiEl6QMRkZdjSdb1y9cs2qlevWb9j02rJXV61asWrlG8tfX7Fm9fLVq5atWrF6xfI1K1asWLly5aqVb6xc9cayVWuXr1yxYvnrq5e/tmbF66tWrVi++o1lq9e9umLNslVr16xe+caq5WtXLlu1cvnK1auWr16zYsWKVatWrV69etWYrVixYtmyZcuWLVu1atWaNWvy8vKOHDly8eJFm83m8Xjgmr4N7t3d3XCT9Qm4/5mvvgzcE4lEtkec7b8nk0lFURwOR01NzWuvvfatb33r+uuvv/baa6+99trrrrtu3JgBpl977bXj3mnXXnvt9ddfD3CvAv24cePGjx+v7uS666677IM333zzz372s82bN0N8D3AKsD4ej8fjcfVo1ekn+3T+BsP4UdsHAndQ7+rr6zOZTKAHCcK/cFlBtYNl2d7eXsAdu91eXFwMwmEquDudTp7nYQLo6upaunSp2+12OBwbN2781re+9cMf/jAnJ2f79u3nz58HKbHGxsaqqqrGxsZt27YtXrxYq9Uajcbh4WGEkErLcFexq2AXLwgcEjiODXJsEAkcEjjEMoTnLgN31YCrBYcaiGNZlkFHkOO4cDisBugURVF7eaMraBD4IMYYyBNw8xmGgRAfQDO8BT6vLMs+n09RlEAgAJgO3wJKbeD6gGomHAxSKZGx9D6EEID7Zfj+Hp67gMR34juAO4sEwHROxDzJWsZuUBDBCCGWHx18uJ/gGFbgeIWIMias19/W3HLqZGUslshQKivRDKWZTCoZT9BMimYSmXQ8lcokkjSRTCdTmXSaQoPyVCadSiUy6TjNJKCTeTxDE2m1vX2SZpLQfzCdofBHBp8M/sjRaDQcDiOETCZTXV1dZWXluXPnDAYDhPfRWGR7tBMTgDsh5H8zuH/U9mdOXIVC0EMGQASKA7Q+4vF4KBSCmpeBgYGqqqply5bdeeedM2fOBHQGmAaAnjBhwvgxA4iH59dffz3AN6C5Ct/XXHPNlVAOdk2WjR8/HjabM2fOPffcs23btpaWFiiADAaD0WhURXM47CvlP99zHD6s8fyI7H2CeyaTyQZ3yJMJBoPZ4B6LxYAR7uvrA3cSwB0CqtnaMgih3t5eQRAuXbq0ePFis9nc39+/c+fOp59+Oi8vr7W1tb29He4Samtrz5w5U1dXV1VVtWnTpmxwxxhv2rTpkUcesVqto7xwlr0To3l1gUx3SAjhOIZlg7CNwPEqw44RLwicIAg8EuAD4FkDB+JwODQaDWjd2O32gYEBg8FgNpsHBwcNBoNWq1U95ezjATBlGAZQm+M4RVEQQh6Px+/3Aw7ClsDtyLIcCARsNtuZM2dcLhd44gDueKyrCaA5GutDGwgEsn12uATZpHw2IaPGDK4C7iRreQe4q4uAURa/Qzh+NN+cSCKLBE7gBYwCTFAOjc5bPMsJHG/S6Q/sK6AZGg5HM5SmKI1Ek5FIJBUP0UyUZhKZTCpNUwDVSUrT6WQ6E4+l49FULJaIJhKxVCqRTCcSyXQkkU6maCJJU4lkOpXIpJOZdDKeTETjMYhyQ7Bafa6mPPE8r9FoysrKSktLS0tLjUYjjJUoikuWLBm3du3aT8Cdvg9wBzS/jH5JJpOyLAMh+8tf/nLy5MmAs+PHjwfMBbJl/PjxM2fOnDJlypQpU6ZOnZr9ZPLkyZMnT54wYQLA97XXXgtAr3rx4N2Dyw+eO+w5G9yz/frLXPtbbrllwYIF5eXldrsdAuaU0mxwv8x5/5iAe0NDg+q5A7hLkgTzdCqVikajiqIwDNPT0wPOo81mKy4uXrNmzZUBVWir3dPTc//995eVlUEN6sGDBw8fPrxz585du3Zt3rx527ZtGzZs2LRp0/bt2996660XXnhB5dwdDocK7haLhUcCN4pXoyaMgs27g3uA93OEhew9SBZ0OZw2m428HUUUhFHmgXCY4LHUkmAwWF1dvW3btoKCgvz8/C1bthw8eHDLli07d+7Mz89/4403nnvuuUAgcFlJpIrvgBjgd0uSpNfrGxsbu7q6AO7hXbU7ld1u37JlC4yPx+MBFM12xmG+AcDy+/39/f01NTU1NTUXL14E1UyYDC67jbgaoL/TyFhUmaj+O9AyagUp4gXCCxLDY44nohxEyM/zQYQCgjAS8NndLtuI0zJs5wlmOBaR0bsWs9GUn7cbhL1iqWQ8nUqlKaVpSkPpOMokI6lUIk7jUZqMUhrLZJKpSCKpJGg8lknE0qD+mErTTDKdiidSGUrTaZpKZdLpNM1QwJZILIrHsh5HT2YsCRVmO5ZlLRZLQ0NDVVXVoUOHNBoN3EIRQhYvXjxu7dq1XV1dMGEqivIXq0J+dPZRfO9lO4SXsVgs+2V22mImk4HbIhj0cDhsMplqa2srKiq2bNkyd+7cyZMnq274hAkTJk2aNGXKlGnTpt0wZjNnzpwxY8YNN9wwffr0qVOnTp48+frrr4ftrxsz1aMHxibbrua2X7n+XTf77Gc/+8ADD+zfv7+8vLyxsdFut2en08CZwum/H4i82pD+XX4eH8gy76Rl+vv7VXCHiAXEumOxWCgUUmmZbM/9oYceevrppx9//PEFCxbY7XZCyODgIDw+//zzzz777KJFi3Jzc3Nzcx977LElS5YsXLjwiSeeyM3NfeKJJxYuXLhw4cJFixYtWbJkw4YNak0sQmjr1q2QCsnyHJFElW7meT6shHRDWr1uSBIxxzFAxfA8SyTMYo6TOIYwSizkCfhFSfF4/SUlx2rr6wSBQ0Rg+UCADwqyGBSJn4gBLBJRhkAcxriioqK9vZ1Smk6nbTYb9PKGcL1Wq33mmWccDgdkiCKEwE+EWRCYE1jP87zZbG5oaGhvb3c6nUDWsywbDocB3xFCly5dWrp06dy5c1euXNnd3Q2kPMyaaKwXFeyK47jTp08vXLjwRz/60f3333/33Xe/8cYbIL+TzcVnTzloLEXkXU1AREDSGMSPZg0hxLNsUBA4WZQEhlU4QjxsgpVOFZcdOHhk3+HiIydONnde6tYONXa0V9Scrb3QdOzkcbPD6mOC4OkzHGux2PLy8miGplKJaCoWSyUzlCZTUZoWaJqjNBKOiGJCkmkkQtM4KifScoYqcRoLpWNKPJygGRySU5SGoxFKaSQSoZQCwxONxuHnGo2GgQGDkVRzhxBCMM4+n8/lcg0ODjY3N5eWloIIHVBhH0dwh71dmWSi6n1feaZAeMG78Xjc7/eXl5c/+uijX/ziF1UAnThx4qRJkyZOnDh79uw5c+bcdNNNc+bMmTVr1g033AAe+vTp06dPnz7tCps8efKkSZMmjNn111+v8jOqDw5u+GVo/v7BHfasvvz617/+zDPPXLp0iWEYNfGGvnNKU9fDsKipk3/mQnxMwH3evHlPP/10bm7uggULgC4fGhpCCIVCIYfDAQpiQ0NDRqPRaDRCmRI8NxgMUJIKa7RabTAYNBqNVqsVipjmzZtnMpkEjFieg6gjUNKeEXf1mbN1tedczmFCECGI4xhCECewLGaCEuvDAa8QDCLEYSnICCVHy05XnfUF/CzmBIlnRZaRBB9GQUUJiFKAG61R4jiupKSkqakJbkmtVmtfX19/fz+QvF1dXQsWLLBYLD6fD/gQcMPVqCbkbrndbo1GU11dDeJr5eXlkMKoMjOgiszzvE6n+9nPfgai+cPDw6BcL471vQJYh6agjz32WG5ubl1dXW1t7bJly37xi1/k5+dDmPdKcFfvJN4d2THiMOGwJLwT3DHiJYnwHCNjghkuykkURwIa6w//8zsLH1/8yJLfPfXSy4VHj51pPH+2qbH0zKkzTfVl1ad0dpOHZ1iCBFlkkWB1OLft2B5SJErTKUoTNBlPxiiNBD0a3qdNRJkMDbX2X3yrcFdDd1uMJvys5fTZI0dOHOo3DUZouqWrY9f+wu7+gVAoFFZCA339EhHTGRqLp9MZmqE0Ho9iLGTT6AihPXv2qPmpcOfkdruHhoYuXLhw/Phxo9GoBq4/1uB+WckPfae2FGAc0BfJZDISiXi93rq6ulWrVuXm5n7lK18BV338+PHgmAPNApg+Z86c2bNnA7KD8z5jxgxAdvDZJ02aNGnSpMmTJ0+ZMmXixInA22TjuMqw/3nn/f0bfFyF+Ouuu+773//+M888s3379rNnz3IcB+er5nGqmTZq3Pg9Q6//98CdYZgrwf3hhx9eunTpkiVLHnnkEQioGgwGQDRwrwKBAIgNqOFBMLXHHhhQEw6HY2RkRJbl9evXP/LIIy6XC1L0BIzAZeMYlmUCZ6oqT5SVEiwAKvX1d63fuPaN9atLyordvNeD/MerTq7ZuHHDpq3n6hsPFZXU1Nb3D2kqzpwy2A2MzA05TKU1Zx284COSj2EB3FmWPXToUGVlJRwk5LR4PB5wBquqqh566CGz2ex2uwFN4AQBgqF7FM/zzc3NJ06caG5u3rFjx/33379lyxbwsmVZZhhmeHh427ZtwMVrNJqf/vSnVqsVpHW2bdvm8/lApRYYfFEUw+FwSUnJPffc8+abbxYVFRUXF2/ZsmXevHlPPPHEhQsX1PuAK9Mf3wvciQru4hi4M0xAJAixHPZzST6c8InsgP3Rnz7gdPkCkjIiCCOC0KXXtvb3nmqoqWqqLz5dZg+MaIdNxypPcIroZYM6i2Vvwb5MOk5pMhxPpCiNp5Tmlqrnn5pXd2Z/WBlmkHXpq88+tfKVFTs3dFt7OnqqX3l9yZ9WPnew7HCvSbd6y6bc3/9hy46dsix7nI7jJcUE4Qyl0QRNURpJJGOJaCaTUmPdPp9PFMVZs2Zt2LDB7XYDZQda0xqN5sKFC2VlZaBm+nYq5IcF7h/dH/ujQI1MVroI8Onx+OitEAwCpRTWANgNDAwsWbLktttuu/baawHWgTe/6aabbrnllltuuWX27NnTpk2bPXs2QDmYysmoz4GTAR8fTCVhslH4Slz+Ky17/0AHAcSPGzfuX//1X9etWwcumzo+yWQSMr7pWM3tZdPh3+Yyfej2QcG9p6fnSnAH+YGcnBwofbJarR6PR1GUcDjs9/shtw/QRy2+Vy2bKVbxVFGUDRs25OTkDAwMEElkeQ64XchhZ5lA6bGS8hPHRYI4NmixmIoO71+9dsXW7ZteX/Xa+c6mc231azatf3Xlyjc37zjffLG4pGx3/t7yipOHjxVZXOaAxJZUnfjjujUOhIJySBAlKBHief7w4cNFRUV9fX0DAwMQb6OU9vX1tbS0FBYW5uTkQKYmIC8wMxzHQUDParWWl5e/+OKLRUVFlZWVzz//fF5e3uDgIAjPMgxjsVi2bdv24x//GBL4li5d+u///u9PP/30s88+O3fu3FtvvXXr1q12ux3SIoF2DwaDL7zwwjPPPPPss8+uWrXq1VdfXbJkyQMPPPDVr341Pz8fJqErkf3PWDa4A7KLY7QMQrwgCITDESTLbj7plSSd565/++7vn37xqZdffXnVmqNVVWXnzp5ubDh25lRNW/Pxc6e0TnNF3ZmXVr5qcTu9Aqu3Wvcd2E9pgtJkLJVWopFogjQ3lS+a/7NzFXsFXtPefWZv2SEDCh5rrtpQsKG+tayj56zJNXig7FDxmYr1u3d2DGpWrlun1+rO19YYNRqaoak0jcQzkSRNUZqhaVES/H6/2+12uVyEEL/fP23atJkzZy5fvhy6fdlsNovFMjg4ePHixfLycr1eDz8wRVGefPLJDxPcP6L/9kcN7mqBqIrv6jYmkykvL2/p0qU/+MEPgEOfNGnS9OnTb7755hkzZkDi+ezZs2fOnAmO+c033wy0DDAzN9544/Tp0ydOnHjddddBZHVSlqn4DmzM+Kub6s7/BUAPWZXqy+xsnIkTJ8LzWbNmfe9731u6dOmxY8e8Xu9oa56x2xdw598zb/L/GLirAdXLwD0nJyc3NxfAHRSaoK8ehEaBdoC8tGxtW7UTE5i6fmRkxOPxEEI2bdqUm5trs9kkORTkhVHmnePZIMMHAzVnqirKjmOO5blAw/makxXHRzwOl8+pMWnW7diw+8je0tMVSFH8DPL62I0btvzorrv37s33+Fw+3usnQeOIrbyh1srwfiVClJCav1hUVHT48OHBwcH+/n5BECB3VqfTtba2HjlyZP78+Xq93uv1qkkpaEwY3GAwlJeXd3d3l5WV3XfffYsWLVq9evXAwIDZbLbZbJAQ6ff7d+3aNXfu3G3bthUVFa1evfprX/vaxo0bt27d+stf/vL222/fvXs3DD5k1CCECCEPPPDAT37yk5UrV27YsGHlypWPPfbYt7/97RkzZmzdutXv93+gDPdscEdjOZFQLIoQPxpTFXBUCosjXMIniVrvT776g61bdr+1a++2fYVnm5pP1dWebWosPVt5pqWu8PjhQbvB5LbXtzePsAEf4oaslq07d6SSkXBITFGaojSRluOxwPGiLRfrjkho6MiJnS26LldCqdN2/HHzn4pObNNZWljZfeBE0aHTJ55Z/tqDTzzxx2XLLnVcrK+uam9seGbpU6vXrI8maCxNY2lKaVqWENzf8Dzv8Xg8Hs9NN900ceLEwsJCh8PhdDrhV6TX67u7u0+fPm00GgHcR1UhP1xw/yj+3h/6bjNj2S9XJgJCvgRkOlssloceeuizn/3sNddco5IwN9100+c+97kvfOELN91008yZM2fNmjVr1qxPfepTN910E3DrN954I2D9lClTJk2apBLoEyZMAF4eCByVopk6dWp22gyA/oR3GuzkagmR79NzVzkZgPjL0H/ChAnXXXfdP/3TPy1dutRsNsNoiKIIEx6MyccT3BFCUMQE4A7ZMiAcNjIyAtFFv98PnhQQL9D2GkAf/pPgoXu9Xqhy8nq9wWAQ3HxwitesWTNv3jyz1cKwPJYVSZE5gQ/6AwLH88FARdnxqoqTAhPEiK1vOLdz11aLzShIfGvXhb0le4tOHtm2d3eAx6IUYYJk65ZdK1esffHF51taG1kcdDIjl4Z6848e8UghN5EZ4e388UOHDp05cwbqP0dGRgAsFEVxu90NDQ3z588fGhpyu91AEKkJiDqd7sCBAxqNBiHU2dn52GOPzZ07t76+HpJKVSYdxNc2btxoMpkgo+Pb3/42dBysq6vbuXNnd3e32+32er2QdA/U0MKFC3/5y18uWbLk8ccfv/vuu+fNm3f77bfPmjXrrbfestvt4LlfCeJXy5y5AtzHlAAw72cZJIlBhiNIDrNK3KcwAyNP3r9o2OpDoYQQilo83vJzNRV11afqz529UH+i9rTZ52gf7N64a4tXYMV4xOh07MzfTTNJmoonkjRFKZHZWCR48vCmxjN7FGLYd/it80MdRoWvMVz6w7rnK2r3O33dHmw7crq4uqOleaj/yOnTWpu19FiJzzWct/mtw4UHli1fozM75DiNZyilaZHwHMeIoghTLM/zN9xwQ2lpKcYYfkjQtdFqtQ4ODp45c0av16sB1Q+ZlvkHBXdYCSgGKTGU0oqKinvvvXfy5MkTJ04cN27chAkTZs+e/aUvfenWW2/97Gc/e+ONN4JXrsZLZ8yYMWfOnM9//vMA02pq43XXXTdlypSZM2eqDj58Kjtt5jJ3PjsRPttz//OZM++J73A8kFw/bty4SZMmZfvyYDADPfHEE+fOnVPzJkOhEKU023n/21ymj8I+ELgHg8ErwR0qVCHP3WKxqFnYIIOlksIAiFemY6sQSQjJrs7ftm3b/PnzjWZTIMgKosQjgeFYiYghWfG6nHt27bz7R3f98I7vzf3xnaXHiwsK839x38/unPv9J5/9XZe2s2Pw0mOLF33/rrmPPrr4TFX9idJTZ06fO99Qtyj3sera06zIlFdX/v6VP7qQ6CNKkB/9dkEQ9u/fX1NTk0gkFEXp6+trbW29cOEC8FE1NTWPPfaYVqsFT1zNN2dZtqGhobS0NBAIVFRUHD9+/K677nrxxRehrSCInKhVSD6fT6/XO51Oj8fT2dn59a9/XafTORwOrVbb398Pkj4waKomwc9//vM77rhj3rx5v/71r2+++eZvfvObX/rSlyZNmrRq1Sqj0QgFUNloftnLd8V3AY+67dB+D8Adh2Q/5oMIiVIYBXAGJxmt97dz/8c7wvtYEuCJM8A0tLVX1Jwtr64601RbVH5UO2yqbqp77tWXHAFvUET9Ot3e/YWJSJhm0qk0lSPRVDqGOefJoo1ttYUh0Wyw96w7sM0Y5vJryovqjh89k3+mvqDf0rH32L6eYZMvGhYztEenPVNVKQnMgd27JB4VFBbVNXbEKI2maDwepZkEywZVxYV0On369OlgMAg5MxzHgd8wPDys1WrPnj2r0+k+7uBOs2gZ9bBV5n3Tpk133HHHzTffPH78eEDAf/7nf/7yl788a9asmTNngsOuojNEUKdNmwZ+8bXXXjtp0qRp06ZBBBV4+VmzZn3605+eOXPm1KlToVRVzYBUk+KBtAHLDq5emS3zF4A7cOvZwgaq557N9kyZMgVWTp069Utf+tLXv/71DRs2ZDKZSCQCRM0/Drinx5bLLZPJUJomBDU2nL84v+TCAAAgAElEQVTY2jbQN2g2WkZGPMEAL8mhaDwGpSXxWCSkECbo7+npQ4hwnDBscxw7fHTNqtU58x4GcH/kkUe0Wi38kQDKwWNFCMEaNKaLolLtl6V5QOYJQsjv92/cuPHhhx+22Wy8gDkeMdxohnjA5xcJspiNzQ31vT1dba0tPv+I0ahvv9R6oa1JYxjkZc7NuHUm46We/s6ufovZMeLw+TxBLKDOzg6LxSRFZIfX3W8wjfCEVcJECUGxJcZ4z549x46Xev0+i816+kxVWfmJyqrTgLwFBQWLFi3S6XQulysYDCKCOYF3uUe0et3h4iPdvT0nTpxYsWLFd7/73bvvnltVVWmzWQIBn8/n4XlWFDHPchgLHMMGg/4Rp6uk5MhtX7515swbfvPr++vra/1e3/CwzTPidjqHeZYbLb/Cgt/re+KJhd/+5rfuvnvuf//k7jvu+O4d3/3e5z9/y+SJk9avf8NiMnu9bsQLCPEEYYwFLCBB4OCzUARw5SNCo89FgVfBHSE+KDAMFgKCgLDIeFnk5ilJ9TX3iijEIZnFUhAhq8tl8464/O5h/4jd5/IhZtg/oh82e1m/IIsao373nnyaTqXjsQxNR+ORWCyye8fGb3710//5L9NOlOaxyPXiule/+pPvPbX6T3bk0trbF+Te86sH//vIycMBGSs0HZTkM3V1wYAnKuOCndu/9bWvPfA/89w+NpGmkDKvyDgSVkDMTpZDihKORuORSCzIcJKkgP/u8XicTqfBYIA61Q9Ay7zr3+MDgf7f0S6TZsw29YAjkYiaH2K1WlesWPHFL35RrUKaOXPmbbfddtttt82aNWvGjBkQLwW3Hbj1G264AXxtgODJkyfPmTMHwqdz5swBRn7atGlAu2djMcwcQM5MmzZNzaWZkmWXETWQJakC/Qf13K+cD1S7NsvAtYcJZtasWSUlJZFIBH4V2RFXVYQyM5ZAqQ5p+oPoGH+INvZDTGdoEsJclKZphtI0pRmaTtEMpZSmKU1ixDbV1/V2dA92DdoNwx4X4/NhJIZDsWg0Hsqk44monIggLujp6xmUxJjAik6z88Sh0vXL1yzImf/kk08uWbIkJydnz549NpsNErqvJjx7mTitNGaQHAKJIq2trcuWLXvwwQehgBNSa1QKYrRgh1e1XARJkiAh0hfwCpjnEccIiBEQizDI2hIiIW50EXiJFyRWkBikMEjCRPL43HJIcrmdm7duuffXv/rxf//0rp/c/Z3v/+C7P7jze3f+4Kc//9ncu3/8/Tvv+NX9vxzQDHp8XpbnOIwMVuOR48f2HykqOV528Ejxf/6/r99+++3z5z9cUnzIZBwacdlG3MMM6yOYw4glPCfwQXhkfF6X0/baH1/+wuc/c6iwwG4z+d0jPq8LWKawJPp9I4TnJFEIeNzf+fZ/TZ04Yfq0STdMmTx92qTpkydde824mdOmvvrKS2a9jmP9osBjxMKjhITs5wRzVz5iNLq9KLDqghELCr2iiAkWEMsIAUZieAURQRBYJLCYg4XBHIsZhowuKITcjFuOSkGBsbnsu3ZvT8RDlCYyNB6NyelUVBFZj1PndxsVya+EOU4MuAJOv+ALJcRwlGOYYb/fIUtCJpOiNB2LRcIhORkN0UxSwbx/xMEF/KlEkmZoJhGnyRhNxeOxSEhW4vEkwUosnsEkFI4kRSXG8QQTiUdCMBh0uRyawf4TZaXDdusHSIW86l/oHwHcVVMjhJksHXYVqhKJhFarXbx48Wc+8xlgt8eNG/e5z33uG9/4xuzZs2fMmDFr1ixIbbzxxhtnzJgxderU6dOnq/IvkKU+ZcqUOXPmQEB12rRpqms8YcIEgO9PfepTQMeDwQQADr56HwD4fjUWXg26ZsdXP6xEyez9QH0s3F5MnDjxC1/4wsaNG+GuMBQKqfNlJpPJFq9X8f3v9WO4AtwTb4N7mmbSNENpKh3L0LhIuKb6mt62Tm2Xxq61+kcCwQDGUiSciCTSEUqTqagUVRjG7+zq7Oe4EMtgl22k/EjpumWrH3zgt08++eTixYsfeuihxx9/PDc3FxTel2TZ4ixblGW5WQZrFi5cCE375s+f/+CDD+p0OlUm90qG4W3Zk6zinVHOR8AcRhzh+dEGfAgLEuZDIhfCvIwECZq9cZgImA8G/ZJElLA87HR0dHe1XGxrar1wvuVCQ3PTudqaqrOn68/Xtbe31dfXulyOEaeLECJg3uUb2bU374U/vvyju3/yr//2H/Pm5eTl5fX2dJlNOpNRO+KysZyf5fxQCTomzMUjgWOZgM/r1gz2Hy89atBrh+1Wn9eNBI7nGI4N+n2eSFiRRMyxQUnEet2QdmjwYtuFxvP19XU1DfW1Lc2NNefO9nR3Oh12JugXeBYkdDDis4UFVLmFyxbYmPCXP2KOxYiXkECwQHhO4FnCcwQLPOLedYF6YEQEX8CLiOAP+uwO28GiA5QmZQWnklFKkzSTSCQjmXQ8Fg/RTILSZDoVi8VDo+/SZCIejkXDiXg0nUrAkkrGQW8AVtJMKpWMJxMxmknRTErdOJOiqSSNxzLxBE2laYbSRJJGonGGY30Bv8lkqK+rKSzYazTo1DSt986Wuepf6H89uKezmmmoGJQeU9FSN8MYGwyGV199FfgQgONbb731q1/96mc+85lPfepTc+bMmTx5MmSsz5gx46abbpo0aRJkv1xzzTWzZs36/Oc/f+ONN95www2zZs2aMmUKeOWAxcDJzJkz58Ybb4RHmCdU/h1w/zLPfWqWAcRnR1nVKqerofxfCfQA6Co1DyGHSZMm5eTkeL1eqKNLJBLq1Hhl86m/N7iDh558h+eeppk0pZQmUxFKY4rCN9XXXGrt0PZpnCaDe9ji9welcCSaioSjciIeTcXCYZnlWF9Pr4YRwj5WsAzbS0qOrFq5/NFHHwUof/TRR3/7298++eT/J++745q61/+xt3VUbW2rIA6GeyAkLEUUwYkDR10MJysJOK519LpFxT3qRFwoiqCI7OlCRWYIYa9Awso6OSsJG3J+fzxyborar+1t7237+7w+r/M6OQknR5O8P895P+/n/bC8vb03btzI0hreWgOOsN8b8CyHw/Hy8nJ1dYXufVAVRbPJ3XxUQC/YLahXyBGFHFEoFAoMRXGFApPJFRIZIqbNynFMgeFylJDBJJUKlRLDMblM3iCRNAgEFfn5eTx+bk4uNy+fV1xcyOfzeDxucRG/qDCvuqIUrW9QyuSEXI7KxGVF+SXFhfl5/LxcXiGvoJhfVFZULKwU1NXUyqWyLmtfAsdUOKbCUCVMBULIZZhEjNTWiMvLqirKqxvqZQqEQOQ4hioJXI2hSqlEgaFKmRSVShT1ddLiovLCgtKiwjJuDj+Xm8/PKyotqaysEErECETUiBwHp3RUQcKEN31/wjXg720JeEpBwj6OqfCuC/7YhBPCZSsQQiZFXzx//fBhuFgia2pqqW+QEIRS3diMYURTcytBKKEzFEGqSFKFE0poxqRqbsPVzaiyEVU24upmorEFVzdjqqZuU44r5bhS1dxCUZ2Upl3T1kq1d1BtGkpDdbZTzU3tKlUjTijrxQ2pr19duHAhMjKyoKCAFhSpVKq/My2j6SpDBZtGuEiAJKAUCIIQi8XHjh3r27cvAOKAAQPGjRs3ZswYfX39b7/9FrBVT08PALpv374Q1UL6VFdXF+B+wIAB9KrQq1cvcBoAgh7yqLq6unASEL8DvsNNAB22dxtff/01jfU0uAO+a2tptFU09PjP8R0GrZiE/S+//PLzzz/fsmWLWq0GcSRIaJqbm7v1LflzgHsX7f7OaY+CSqyOzkaKaiKV8sSEmFcv3vJyCgRlpcJqQb1EoVC1km2tqtbW1raOzvYOpVKuQMTZuQUyoqkeVRQKSm/eu3no8H5n51VeXl5sNtvNzW3Pnj2vXr3CutrFfXDQco5ug/YrLykpCQ0NZbPZq1atAhJf8SELb9ihGXw4gqMYoUBJVIGjGEFgOInhpALF5QpMhiAyBSJTIBJEIUYU9XK0XorVSrF6ibgGx+SoQi6VihGZvKGhQSgU1tTVCoVCgUAgFAqFQqFIWFVeVlJfJ0Qk9UiDBJXIlAoFSE0a6mtrhKJqQVV1eZWoUtggEkvFiFSikEhkYolMIpXL5JgcwWHK5Bg9G8TyunppaZlAKkMVKCmTYxiuwnAViinFEoTeRxSEAiUbxPL6BhlOqFFMKZNjOKFWN7ZiuApRECimfH8qUJJ+024TkX94wpIjk6L0UoHIcbkMU8jxj00cVWIKEkeVKEIQmIrE1RXl1bFxScdPnNmz99CJk2ePHD154OCRw0dOHPLzP3L0pN/hY4ePnPA/duqo/ym/w8f8Dh8/fOzk/sP+e4/47zt6bN/RY3uP+NNz39Fjew4f3XvE/9CJU3uP+O/Yd+DM5aspL16qlIQKQ8DJoVWlUhM4iWK1oprnT5/du3fv4uVLYY8epqSkFBQUgK8y2uX88zenZWglO0Tr4OAIcggMw7hc7saNGwcMGACB6rBhw4yNjSdOnDh+/HgDAwMIxocMGQIlpoCzwFQALgP+auc/+/btO3jw4IEDB0LGFYgXWABAKwmYTvP1tGiStiXo+/PxPrIDuGs/pPG9W+r1N2M6nW/Q6fKwBCIetoaGhn5+funp6SRJUhRF51q1+5P8Tzn3d1AOF/IO3N8920FRbR2UupNSKXBpQkLCq5fZWZklr97kpXHLM4oa0kvEudXSalSNqjXq5g6VGpfJG9Kzc8UYKcaxgqrSwHs3DvkfXO2yytvbe/369W5ubqmpqRKJpL6+npY8fvoQiURQ/AmdQPz9/detWycUCrUzrnTwrs3G0DYs4CmGI3IckaIKOViJobgCWHiMQMGrACcQjEAUJIIo5YhSTpL4u8WFVJFEI0E24oRajpFyBMdwlQIlJVIFSarkcsU75y9MRSqbxBIZTijFUgmCY7XiBjmGIgoMxZSIgqyXKKQIQaib8cZGGY5jBI4ROE4SGIHTnY9wkoCyW7pFhlyBEEpShsghVUuqlGKpBNgcnCRUjWqcJOQKRIbIZYgcdhQYiuIY3V4DXkyfjX6vT5xwnd0mjuPQo/X9icjkYOoDnTrAGLK2trZaWFNQUpqRw8vk5uYVluTk8TNyeDl5/Jy8go9seVx+Hq8gH2ZuPj83n88ryM8vLsrN52dyc7j8vKKyUn5RYUZOdlZONjcnq4CXW15cVMTjFfNz87lZRXnc/NzszIy3BQUFGVmZGZnZ3Ny8SkF1g1gqkcpBB4XjuIeHx98c3GGHNoeBg83NzZA41emq5TE0NLSzs5s0aZKpqenEiRMNDQ2HDx+uq6vbp08foCl69OgBBagAzYB9kBEFMQwsBqCc6dOnT79+/aCOCch0oGVoQAf6Hs4GEX23hGo3/TttVwDSzG7g/jGi5j8J2MEtB46Av7yOlnvB5MmTr127Vl9fT8tJO3/eUfZ/8nG/B+6Utmams7O9C9wbFSSS8vx16qvC2OTC8zefbTp0b8XmK06cc6t3nt91/l5YYnZlHaZUqxCFJD0jR4JgcgIrq664cefm/sMHnF1d2Gw2h8NZv359Xl6eUCisqqqCsFcgEFS9N6p/cQiFwurq6oaGBvCWKSoq6ibfprn1brcC8CyBoyQqhwwhislQ/F1fbARXyjFSjuEKlFSg5Dv5B4HLcBzFlBIxIpWhClQpk+NyhFDgTXJUWSdGEUyFoo1SGUaQTXIEx1AliillmFKCK+tlqESBS1BUhuMyVEGoVTIUk6GEAlfjylYEUzXIFA0IgpC4vMtNF3YkiFyqQGSoQqpAFASOq5T1UgmmJBEck6EKXKVESQLBMakCQUkCVykVBF4rbsCUJKYkJYgcU5JwUILI4WV0e42fmbDjmLaF7yfOf3fqQBVwkXKtBaPbhPXgXUtVDIWHiAJDcKUYwcQIJseVClKNECoFqcbVzQihQgiVHFdKUUKGkQpSrSDVcoxESSW9RMFJoLm5VC6DFVEql0lkUljMcEIJtzhyuYLECXlDrRKV4XKxmlQopA0IgmAYoVI3IQpMKkPkCCqWvBNZfZJx2Ed+Qn8icP+F66GvivZ3bG5u5vF4gYGB48ePB7gcNGiQmZkZk8mcNm2apaXl5MmTTU1NR4wYYWhoqKur279//x49evTv3x9SoMCSA+b27t27b9++tN0jxOl9+/bV19en07BgLwN0/KBBg3R1dXV1dekVAixoaMSn06oA9DTKayM7eNFoi2doDSUN7t2I+N+A793c52mIp4l4HR0dQ0PDw4cPZ2VlEQQBtPv7/+3/i2/Cx8C9U0O1aajWDqqpg2pTkOrE51kPI7L3HIuydw0YMsNf3+H4+JWXLTdcmOZ+fN2PVy7fjysVCOsbRDk5uQo5jqJoVVXVndt3D+4/tGbNmrVr14LOPTc3FzCdx+OVvTegerDkF0dZWVlhYaFQKDx+/Dg06wC6hrYv7wbo2sX3GIbhmIJQyAhUiiokKCaTY7gMU8vQFhnaKsda5VgrgrbJUY0UpSQYJcE0UqwNwZoxXI0TjSjaKJGTYhkhUzQiWKOyUSNFlBK5SooocbwZxVSIgpTISQmmrkUIRNkiRnCisUWqQHASQ1ApRqAEqUIxlVRKyOQ4TqgJgpAhcgWplhIqCa6UEirYgX0JrhRjpFzZ2IASCnWzBFfWyBT0wzoEq1fgIimCqJrEGFmHYLVytA7BJLhSKJHXIZgYI+GvxBgJ56TfAqaMVP+qqf232hcsVao/OOsxoh4jJKSqASfFhFJCqiSkSkwopXhjjZSQk61YY2eNlKiRElK8uVZGSvFmKd4swZpgwkMp3ogSjQimkilImYKUo0oEUyGYCnZkChLBVBjZpMDV8LBBTsiVnVKlplaME2STXCZRkwpM1qDE5Qppg1KplMsVYgnS2NSCYkRNTQ0UW0AV8d+Bc//l6wH1OuyrVCqBQLB48eIRI0aAXN3Y2HjGjBkODg4LFiyws7Oztra2trY2MzMbNmwYcDVDhgwZMGAAcCmAmBA7AyJD2A551G+//Xbw4MGA44DRsE/H5oMGDRo8eDDIabS9f2Gd0AZrCMO1WRcaxN9H9t8d3Om/gsi9R1erkM+7WotAIA9cvL29fVVVVWNjI6UF7tSH2nn/t74JHwV3imrXUK2dVGsHRUmwlscxmf5nY6Yu8P928vFeUy7rLw2f6JVoueWJje/t2V7n1u048yTxWWFxQW4OD5cTqFQhLK+6f+v+0YP+a1zX0gnVvLy8/Px8QPb8D42CgoLCrlHw81FcXJyXl1dUVMTn88vLy6HHU1lZGVhEVVdXV1ZW0rcCsE8POCgQCASV5SJBuVBQKqgqrawqK6+uLRFIiyvQwgq0WKAoFihKKvGSSrK4ormosrlIoCoS4PxSSalQUVwlz6+UlIrw8lqyqEpRVKUoFCB5ZZKKOmWJEMsrEZdUI2UitEAgLRIpCoVIgUBaKpQXVTaUi8Tl1TWlAmFJVV1JlaRYgBUJyMJKorBCUSSQlIjkhSKCV43lCdA8IV4gfLfPq8YKhERuFVooIvkiIqdMll9DFteqciqRQhGZW4XyKhUl4qZCEckVKApFZJ4Q51dh+TVkUY0ypxIprW/ki4gCIQHnhH36SH41zqvG8qtx2Nfe5lfj/Crsg1P7KXglnCf3I5NfQ/KEeGG9mluF5tcq+TUkHOELlbwqIr+a5FURuRUor4ooqlHni1QFQmVeNVkgVBbUqAtFKl4Vwa8iimrU/Eq0sJooFimLRcrCaiJfgBVU4UVCEvYLq4mCKjyvQlEkJEtqVLxKjFvdlFOlyq/Gy2uRiuqa0rJCQXlRrbBCUFleUVEhqqmrFIjKKwRwC1hdLRAKhQ0NDSRJslis/6OH6n//J/prRzdfco1Go32Eoijg2dVqdXR09NatWxkMxvDhw0ePHj158mQ7Ozs3Nzdwjra1tZ08ebKRkdG3334LssXvvvtuxIgRANyff/45GH5BJSoE7LT9AD2gbJUWTdJxfb9+/T7//HPIxNJUu7aqve+Hhvaz9BpAFz3RywAAere1QRvo3xfFfyLof0wLrz3Wr19/7tw5mvjS1r/TvbmpLlHNH/q9eg/cOzUwYXS2U1RnW0dru4aSk9TdRzlOq08MYe7sZXm+34LIASuSx27mTj3InXfk1apDMXM3+O0/ffnlm7QCfrESUZIILioVhN4KObr/qJvLGtAyurm5cbnc3NxcHo+X2zXofXhKe/B+PvLy8uBlPB6voqLCz8/PxcWluLhYLpfX1NSAHQ240NA7HxyVFWVVgrKyyqLiipLSanFOUV1YVMbx8w9OXw45F/DgzKUHZy4+OnMp6vyV+DOXIv0vhx+9FnXg6hO/wFi/wFi/wPh9V6OP3Eo6GBh3MDDu8M3Eg4FxBwNjjtyI33f5yfGgxAOXHx8JiDp1I/7Y1ajjV6LOXIvxvxB6JvDRiWthR65EHL/59ODll4evZ++/8vbQtfRDga92X0o6EPDyQMDLg1f/qO2hgNSD11I/8fW/YR4IeLnv2qfOAwEvDwSkHghIPXj13fbgtVeHAl79wnZ/YOoH54Hrrw5cf7U/MJU++bvjN97suhTvdzU68mVeYmpGWmYGLy+7qJBXVlpcXl5eKaiuq5fW1TWIRKLamipBZWlubk5tba1SqfT09PzLgzulZUtLD/DppR9KpdLw8PAFCxZMnTrVxMRk/Pjxy5Ytc3Z29vX1dXFxcXV1XbRo0cKFCxkMBkTrpqamkyZNmjBhAjSw/uyzz4B4AUalX79+EMsDcNMQr61epwUzffv27dWr1xdffAFMS9++fQcMGKCrqwupV8B6WlqjvWDQcng6zO+mggfjGm2pjHbHDxrZ/xMWvscnDFhpsrOzqa7VlPYtoD8d7Q/oDwZ3TRe4d3YDd6pTA6577RQlxqjzN97YOPqNsj9p7vl80la+EZtnuqds5jnBsislGy9lLt8e6Lnr6JPYxJzMPFKhVKF4TWXVg7uhRw4cdXV28/T09Pb2XrduHaBzTk4OGCvSwP0+pmu/Mjs7Ozs7G8zT4WFZWZm/v//69euBlgHJI3AyNOGu+NiQIyiKIKhUrJA3YM25ZfITF8NnzHc3nGgzwnTq0FEW45mzR06YPWL8nFEmDoYmM4aYzh1qsdBk9rp5G/cs9fFf6O230OvQItbhRd5+89z3L+EcXeTtt8j74AL3fdNXbh7KnD/cbJ7umBnGJo4jJjoajZ2lP3LaaMv5euNnDLX83mHdiVnugTPcg6e7P7DzejDd+7YDO8je87a95217zzvdtg5edx28gt7fvv/KX95+7G8/dn4HjzsOnrc/fftrr0d7OngF0bPbU/Sc7n17uvft6V53PnE70+e2g/elxZt+Onsv5UHMi5SXr9PT09LfvsrOziwqKimvqBaK6oXCmtoaoUxcU1Ndzs/LhV617xpk/9XBnQ7VIUinupoKtba2NjU1iUSiwMDAFStWzJ8/38bGZtGiRc7Oznv37t23b9/u3bs3bdq0Y8eOuXPnjhw50tjYeOrUqQ4ODnPnzh0/fjzA7rBhwwCsIQz/7rvv+vfvD404aHDXlq7DegAGkMCYQ8AOspmBAwfq6+sPGzZs2LBhQ4YMAYinmRzt8b7+HQYN93SjD+DitRs5advRvN/x47fh+8deAOVatra2HA5H+/+/paWFbhcOnw5A/H8N3DVUezdw13R0dnRSLRqqAaeOXX5lOffo4k1x7MAG5wCJzaGy6SerlgXJPMORfz1u2HQxebXP3pAnsZmZfBJXK5VEVXX53XvBBw76ubm5eXl5bdy4cdmyZc+ePYPOqFFRUTExMTExMbGxsbATHR0d84sjKioqLi4uISEhISEhIyNj9+7dq1evBj9uEMzQzdW0s6nvD4UCU2CoHEfEOCZVdpTVNftfeGhoMsOZtSUwNOxmaPi1ew8v33x4415UYPDDq3dDAu9FBNyLDgpPjnudl/CmMC6tMOZlXkJ68Yucyojn3MS0othUftzrvGeZJTEvuFeCwm+HRN6+8/hBSPztG0/u3Yl+EJZ4417UlZB4nUFM+w0n53BCJ298aMOKs+HEW3iH2W6JnMyCGf0HbaewY6awo/7A83tHT/WOnPpp2yks+t/77zmFHTWFHWXt/eT9acV6Ys2OtOREWrKju20tWFEW7CcWrCjtI1asx1ZeoVPcbzp4/HT2QVr82yJuUWllVUVRYV5OThafX1BUXF5VXVtX1yCVNJCYDJHW5fN5AO5/h8hdO0KneQC6dVx9fT34/S9YsGDWrFkzZsyAkpOdO3euWrVq48aNy5cvd3JyAjW6jY2NnZ0dk8kcN24cCBBNTEyMjY0B6PX09Hr37g10jXaoDiE2jbZAjPTp0weSqKCiAaWNnp7ekCFD9PX1AdBpRh56fWhLHt8n2WG/T58+dLqVTrHCDcH71mM07f4fquA/5U969+793XffBQUFgUSyublZ+/uj0Wrq9N8A93dhO4A7pdFQGg1FtXd0tnd0aqimDkpMUkevvLJZfH7Pterj8artkdjCnyoXXK3ZEKnc+bzl1JuWE5Ely9m7Q57EZubwSVJFKNHy6rJb94L2Hjzg7Ori5eXl7u7u4uJSWFhYXl5eWVkpFAqBJKH5Ezqh+n6WVdv1t6ysDJzLjh8/vmHDBoFAAAnVbnZjHw3bFQqoPpXjSI1cJpQ1ltQ0nrr6xGiSXcCDh9sO7V24evmM+Y5znZbPX7rKYcGcBUsXzZm/yHHh0gVLljs6LZ+36Ps5i753cFw8e+GyuU4rHRwXz3VaPtdpuaPT8pnzFi5w+t5xvtP8+fOXOC1esmCp05yljvYL589dMmfB0hIJqaPHmM26MGvTY/ONkZbsZxa+LyZxYsx8YxmcBAYn6c8zzdiJnz4ZrEQLdpIl61OnBTuJyUlgfGiaseM/OP/PC2b6JDN9kuHKGex4a5/4KewwO88rlyJ4mWVSMfYCid0AACAASURBVEa2t7cqSQWGInV1DZUCkViC4DhJknizGiUxCT8vt66u7m9CywCI08E7yNihxKa0tPTw4cOQ+1q5cqWnp+eOHTsCAgLWr19/9uzZ5cuX+/r6jho1atCgQUwmc8qUKfPmzZswYQIIXRgMxrBhw8zNzfX19cePHz98+HBjY2OgXADWYQsKGYBUCKIh1wrHaf4dcqo0KPft2xcIGbpnE8290FaR2s7ANILDC2AJocl3wPH3rSW12/X9vnYF3QbU5fbo0UNPT8/T01Mul1MU1dzcTK+7LS0ttGDpDwf3rvIlDdXZAQw8gHtHJ9Wp0VCUup2qJaiDV15MXnbu+EPp+STFkQTE9Wa5y73azc+aD2Z2XiugbqSLF3psvRMekZmVi+M4RiDl1WW37wfv9fNzW7uGzWZ7eHisWbOmuroa6kVpOKZ3aEQGGxltBzEYKpVKOzA/ceKEq6traWkpNLaHU3Xr8vHhIimEQBAUVSrEOFYtVRdUqU5cfmI0ye7mo0dzl8+/cONiFj/rbRY3PiEpOOTm9VsXg+7cePz48du3b5+/SH395m1kVMzd4Ps3bwXduh387PnL1Fdv0t5mpKa+vnnzZlBQ0N27QZFRj16lPn31/EVeNi8pNvHGjVuGY8dnVNToDDe38zo31eexqVeiCTt1ou/riVuejfeNN/FNmvRnmqacxF81GZwkJvtTJ4OTZOaT8OsmO5HB+sBkspPMOckw352clWjmnWDOirf2Cp+y9uLZ0Oy3xQ1iBO9ob25Wo60tagRBqqrrauplKKZsbFR1tqkalQg/L7e2tpYkSQ8Pj788uMMANgDMTwBHampqdu3a5e7uvnHjxnXr1i1fvpzD4Wzfvp3D4Zw8eXLNmjU//fTT0KFDv/rqq8WLF//www9r166dPn36559/Pnr06IULF06ZMmXmzJljxowxNTUdPny4oaEh1KkC9wIOYnS03qtXL9r1FwAdIBuC+r59+0LCExp9wLMDBw4E5l1PT29w19DT09PT04OKp4FaA5YHGLBIdINybeVML61BG8r/LvVNHxvA/Ojo6PTs2XPw4MGHDx+WSCQURXV0dGiXF1BavVj/iO9AV+T+M3DvoChNJ0TubRTVqaGoRg1Vq6QOXH02ecWZYw/rLiVLTz+Ved0TeEVId6W3H+NTt8upBwXofHfWnfDQ7OxsFY4pSVRQXR507/7eg4dXrXaBttdubm7QrIMmxz8oRZd1DdoRDAZYhsnlcgzDSJI8ceKEs7NzeXk5nJCuU4UFoJt7sPZAZAqJRCLHZVISq8faikVNpy5HjpjkcDU4eMZ8+9eZL1raGtvbqLaWzrLSgrS0lFxuRnlFMUV1dnS0UVRnlVCQmZ2VnpmRnpnR3gm2JZ1tbS08HjcnOz0j87VQVEZRLZSGoto0RXmFeXl5482ZmRXVOkMZtu4np/o8tvB5NpH1cizrhek/n03YlDDJN2GSb4KZT9KfYWvm86u3DE5S183HJ24TzHw+sGX6JDJ8E7ttmT6JTE4Ck5PAZCf98pbBjmewEs1Zida+T6dyou08rp8Ly00vrBfL0ZZGolmpaFGTBEHU1cuEtTKxBFGqVe1tjSSBFBTw6+vrlUrl3wHcaR6G0orfBQLBwYMHt2/fvnfv3k2bNv3444/bt2/fv3+/r68vi8Xat2+fnZ3d119/PW3atBMnTqxfv97Hx+fLL780NzdftWrVokWLFi9ePHXqVHt7+5EjR86YMWPUqFEjRozo37+/vr4+neSk226A6nHAgAGA10Cb0NVG0BobEHngwIHDhg0zNDQcNmwYCHKg0cfgwYOHDBkCFDxgvb6+vjbQ09WttByeHjRH3624iUb5biqa3x3fabdLsEcGtSiLxcJxnNJqbqWtovlvce4/B/eOdk1nayfV1kJRdWrqYECy3boLxx/XBTxFzz/H2fdF7ChkH5c6VUQFV1NPyrClbPaDqDBeblYLgTUSaE2V4N6d0P37jrq4uLHZ7I0bN7q6utbU1KAoChiNaA26bypNqgBM096Q8HOD49CH6NSpU66uruXl5e97FSgUClgDPjhInEAVUgUulqCyekVrcZX6xPnHIyY4BD+KWLR8UVZOZqOqieqg2hup7LT0wjxuLi+rvLKso6OtubVJQ1FVNaKMHG5OHj+Tm6tqbmpqa21qaVaqSR4/l8fj5uZlC2srW9ub4HaoTlCXl80bZzKxsKb+M/2JszxOzfAOtfFOtPR+Pskz0dwnjsGJYrBjGexYc1b8n2Frzoq1YCdYsOM+ccvkxJmx4804sZ+4ZbBjzVmx5qxYi/e2luw4C3bc+9uu2f3d4Wq1txbsBAt2AtMz3to93MHz5rkH2VnFDRhOdjSTVGcjpWlvaWqWIwSCNWJkE6lUqxsJBSopLMxvaGj4m4C7pqtwBnosUBRVW1v7448/bt68+ejRo1u3boX018mTJ/fs2RMSEhIYGBgSEjJ48OBvvvnm4cOHnp6efn5+JiYmX375pZWVlZOT05IlS2bNmrVo0aIpU6Y4OjqamJhYWloyGIyxY8caGxuD7B106HQk3q37EgArtOWj7cZoZaSurq6BgYGRkdHQoUOhpgnMZ7TrmyBypx9qe9HAcgJrDE3g0KlXuuO2dt8+OqKH4/9JR6ePDah7AvJHR0dHV1fXz89PLBZTWjdVsP/fBHfY7dTAl6S9o725tb2plaJqldT+q/GzPC6fihQHPCPOPSNYwdWsCKlfLnW+jLovoqIqsZU+vo+iH+XlZKowRIUhIkHV/bthh/YfXb3ahc1mb9iwwdnZGboUoSiqUqno2Fw7PIe+oO+3yYYm2sDnIAiCYdipU6eg+wdtCkbH5nT8/sGByKUKRIJiYhkibVA0lVSrjv8UMXLS3BvBYXMXzE97/aZZ2aRpoag2Kjcjp4ifx+Vmi2qFGqqzsbWlub2tXirJyMl+m5VZWFomx9Dm9rY2TadSreLycjIz0/PycoU11RqKam3uaCSaCTGWm5EzwWRiQVXNZ4PN5nqft/W4a7XhiS3nhbV3khUnxpITacmOtWTHWbISfjbZcV0ztmvG/ftlXc9qYV+c1p/QaJjQhYbdQfMXwNSKE2/Jif/0LZMTx/D51Mnk/Ow6310tK9aCFfv+8ff/jR+blpx4K58Ea9/EyZtSLFlJVp6P53jfPHPvbQZfiKJ4E4lSberWRqWouqakVIATje0dlLqxWa1WqhuJoqKCf4M7XcSE43hjY+OfFtM1Gg1AA/WeASGEh2AKVl9ff+TIkUuXLl26dGnfvn1Hjx49cuTIzp07d+3atXnz5qtXr5qYmPTr12/Pnj2RkZEXL17ctGmTjo6Ora3t7t27Qb/s4uKyYMGCZcuWzZw5c8GCBTY2NjY2NuBMoKenB+wKLXaE6Lt///40AfLdd9+BWhFQG/KlsCTAVl9f39DQ0NDQcMiQIXTZKkTokHEdOnQosDTdHGlongeIGkBzWDPg/oBu3UdXRcEiBAH7P/7xD22I/2AI/8Gg/rdx9J999tm2bdugbTTVRch8sLhJ84vj139P6N1OiuoEr99OSqOh2jRUm0bT0dJJ1ZPUoYDk6Wt/Ohklu/SMOJ2CbQ4TbY6SHEpvu1RC3a/RhJdIVnpveRwRnZOTQxAYSeICgeBu0B2/g4ddXV2hh6qzs7NIJMJxvLa2trS09NWrVy9evIiNjU1JSXnx4sXTp09fvHiRnJycmpoaHx+fmpqakJDw/Pnz+Pj4uLi4xMTEt2/fZmVlFRcXw+/uyJEjrq6uJSUl0L0aRVG1Wg3VhjSJD/wM8PUIgkgkEpIkURRBFVICkSgQmRghC4X48YBoI7O5N0MeL1i08Fbg9RI+PzM9o4Cfr+nopDo1nR1tKIpw+XmvMzOz8vKq6mpa29s0VGdLW2tpednbrMxMHo9fVNxJacCBViyu5/F42Vk8bkauSkZSnZSlpTmvXKgzdMp0j4u2nPu2m2PMPaLMvWMsONFMn2hLdqwlK8GSlWLp/dTa+6m1d4q1d5IlK4HpHWPBibX2ibVmR1uxoiaz4yw5iRbspMk+Ty284y284ydvSmGwYyd5RVn4xpt6R1lwYi04sQB275gKyDdyEpicBAv2/701Z8Uz2PGf8krt7a+dWqvOJ82Pnce8i7FhsOMZ7HgzVhxMBjt+MjtihseVc8FvsvgiDFV2tLdqOltlMtmDB2GxsfEEoWxqakJRtKlJrVQSeXl5UMT0s05M8CWj/sgb599lgIYdXE3a2tq66dlPnjy5d+/eO3fu/PTTT/v27fP19T1y5Mj58+dv3rwZGhq6a9cuKyurUaNGBQcHr1mzxsXFZeDAgba2tmvXrnV2dl6+fPnq1asdHR0XLlwImkgLCwsrK6tx48aNGjWKNoGBslXaYADsw3r27AkSSShABbsxbek67Qg/qGvo6uqCLHLo0KG0Ow1QOmAQDwMQXDsxSydyoRU6LBv0jYK2PpJm5LVLn4CC13aU/COIeB0dnTFjxpw9e1Yul2vrZD4G3L8XuHeCXqZLM9NJdXRSmnaqQ6Pp0FBtVKemtYNqIKhDV59OX/vTiWjZpWfEyafY1jDhlsiGI2ltV4qp+zWd4SWS1V4/RDyOy87JxUmCUJKVVYK7d277HToA3rze3t6urq5CoVChUECRanFxsVAoBDswgUBQVlYGtjMCgaC2thYMF6HWVCKRCASC0tLSwsJCHo9XU1OjVCpPnDixZs2akpISRZdrGHTvU6lUgOkQvEMluUgkQhBErVYrFHK1WonIxaRMQihQVNlSJMKOXokcYjL7+v0Ix0VOtwKv87LSc7LT8wtyKYpqb+9sb29HUTQnl5uenZVfXCJB5BpNR3t7K0V18vm8bG4Oj5/Hzy9sa2vraGunqE5UIefxeDk5udzsPFKCU+0Uk2nGq6zTGWZn6xUwmXPfyueJhWfUZJ9kc5/4SawoJifOgp1gwUqxYD219H5q6f3UkpVkwU5gsOPNfeItfeIsWFHm3pGW7FgmO4nBSrbkJDM94808Yyx8k4DusP5nivmmBCbn3wwGU0uB86uQl8GO/w14/b+dAO6A76asuEnesdac8Nns6xdC0rPza3Cisa2llSTx589fXrx05datW8XFxWoV2dSoamxsJIi/JrjTVTC0WRVoqMFytq2tDUXRBw8ehIaGhoSEXL169fz58wcOHNixY8eJEyeOHz9+5coVW1vbb7/99uzZs+fOnQsJCbG1tR0+fPiiRYt27twJ1I2Hh8fSpUtXr169evXqmTNnOjo6WltbT5kyBfx+jY2NR4wYMWLEiOHDhxsYGNAlpuAwA+AL5Am9T0fc2rYEdLO9nj170ibAtNuMnp6evr6+vr6+dsxOnwRSqdD4CYJx4H+Aq6H9bWigpyWS2lyNdkXrH4fv4Hevo6Nz/vx56EwLVhB/NO/3jpXRqmP6dHA/+rb9asn/Ae6urq7QjsPFxQXs19PT08vKyqqqqkpKStLS0p49e/bs2bO0tDTwGCgpKYGnKisrKysruVxueHh4dnY2GAxkZ2dDtA60DIA74LhMJqutrZXJZNBFura2FuwngdiRy+XV1dUCQYWwprquXtiqUjWSSimqyilt8Lv42IDheC043HGRU/DtoJyMNH5eTkEhr72zo6W1vbW9Td3UmJGRERERfvv27ScR4a9fvXz5IiU25knI/eA7QbcCrl5OffFS0wEfVodUKs7JycrIzM7L5StlGNVBWVtbFtciOvp2Nu7Xpvg8NGdHmXslTPZ9Yc5JnuQd2yULSTLzSWFwUt7pEX3oRGuCKSvOjB3P4CSY+SSZcpJBE2LqFc/0SZ7ETpjoHWPKiZ/oGd0tLqYVh/9z8P2vgTuDHW/Gjp/oGW3hHTbT+9qFkPTMPCGKqUicqKgoCwkJ/enCpXPnzsXFxdXX1TQ3qWH8DNyBc6epwz8t267dFIKiKNpPnOoykElOTt62bdvDhw8fPXoEXep37dp15syZa9euBQQEcDicefPmTZ8+fd++fZ6enmZmZhMmTHB1dX306NEPP/xw9erVf/3rX6dOndq9e/fu3bt9fHw4HI6Li4u9vb21tfWYMWOAlpk2bZqhoeHQoUMBTCFGhoAdQm86lKZZcu0WHBBQAwpDvSuQMLBaDB8+fOjQoUO0hr6+PiRX4SGQ8nR0T+dsQVvZTUP5voeBNlfTTSL5+xrBa4/PPvvMzs4uKChIrVYDb/afx+a/PP5zcA+p1fyf4A70HcjSU1NT6+vry8vL4+LiTpw48cMPP2zfvv3kyZPR0dEFBQUCgaC4uDg/Px+6GO/evdvS0vL8+fOFhYXgOFZSUgJSSBcXF+i4DdR8XV1dTk5OYWEhn88H75rS0lKwowGnGi6XKxAISsqKBVVljTiOyVA53lhcQx6/FmdgNv9GWPQ8J6eoJ5GVpSVVgjJBVZkMkWM4KVUgteKGsLAwH2/WmBEjv+7b75uvB/Tr1+/L3n369Or9uY5On3984bF2fVZGplgqkSFSGSKuFlWVlJVWV4tQCaJUEEwmM6tU9A/jeZPdA6f4Rliw4yy8UixYzxmsZOamFMDxfyv/fOPMfOMm+SaAMNHEJ9GUk8jwTWZuSjHbnMLwTWRwEix8kxicBPPNT802p5hwki22vGD4JoMk8VMIjb/H1MZ0+oaDwUkw902y8A6bxQq8HJaVU1CLE41KgiwrK0lKSol4EhUcHBwTE1NZUaYkcaVS2dTUxOfzxWIxSZLe3t46R48eTU9Ph4w8SZK/0AH5fzvoqwJEaG5uhgwBRVHNzc1v3ry5d+/eo0ePEhISzp8/D0Zgzs7OBw4cOHbs2KpVq77++uvt27efO3fu+PHjY8eONTc3P3ny5L/+9a/r16/v27fP39//4MGDW7du3bZtm6+vr4eHx6pVqywsLEaPHm1iYuLg4DB9+nQwjARGhS5QovXpdAAOlmSQXKUjdHgBQLCurq6RkdHIkSONjIxAZGlkZGRsbAwPQSejq6v7Prjr6ekN0hpQCUU7lIHgEqx6AeUB97u509ByGm3Hgk+xG/sNpU86OjrwP9CrV69nz561t7fDekznS/484P7Ph6JPBPdVq1ZB5L527VqRSEQQRGJiYl1dXUlJyfPnz+/fv3/y5EkfHx9PT88LFy7weLzS0tLy8vLa2tqioqKQkJBJkyaZmJjs3LkzOztbIBBAGRRJkidPngTjMKVSKZPJgJPh8/mQbqX76uE4TpJkQ0MDaG/EYjGhxHEc1bS0kApChjbxKpGDl56MtV1xOzxu9vxF6WkZlKajU9OqalTm8vjZvLy07MwHjx7u2bPPZYXrWKNxX/X+9tuvB+vrGw/8bmi/Pt/2+/zr3j36DOgzYO7seddv3uDm55ZXlrR1tHZSmvb2dlFFNS8rd4LJRJ5AYmTPmuJ1x4r1xIKdZOn9nOHxzNQ72WLLCzOfJDPfOIZPrJlvND0ZPnFm7HgzdqIZO5nh+5Th+5Thm8zwiWP4xDI5sVabE804saac+AmsxDFe8SacFDPOUwb7KZOdYvEO3+O6yPe4/zkK/xfA/d8HOQnmvklMzwcOXgGXQjMzeNUKVNnW0oqiSGtrO4aTdXV19fX1OKZoblI3NTWp1er8/HyxWPzOFdLf3x/AXSaTEQTxpwV3GHT/Ddqpqr29PScn5+LFi0FBQRA6ubu7Ozo6Tp8+3c7ODjxAnJycli1bdvDgQU9PzxEjRkydOtXLyys1NfXcuXNhYWHwgzx79uzWrVs3b968du3aadOm2djYjBs3DtzEFixYMH78eAaDMXjw4NGjRw8fPnzChAmQEaXbYX/dNegInUZYSK7SZpCDBg0yNDQcNWrUsGHDaDZm8ODBoJIErB8xYgQdy0Nmla51Ark9De7wpkDrQ1IXkqtQ6NSzZ0/tQlZtG2Ft10ntdh8fw/dfG9fDSqPT5S65Zs2axMRE2oEAPk1NV7es3/Eb8j64ayjqdwT31atXe3t7u7u7u7q6ikQiDMOSk5OlUmllZWVBQUFubm5sbOyhQ4c2bNiwd+/e+Pj4iooKkUhUUVFRXFzs4eHh5OS0ffv2pKSkgoICoVBYWFhYUVGhUqlOnz7t4uJSUlKCIEh9fb1cLm9oaMjLy1OpVFKptLi4+NmzZzExMY8fP378+HF8fHxGRgakcxUYgmGKVpWKxJVitDG3Cj1xK2Wlj//TrKL5y5anpaVTnRqNpqO1vSUrm5uenZOS+uKfO7Y7r17jvtZz6fxlJqNNhuoNHjpk8JDB+oO++XbQV4MGf6X3hU7P/n0HrF2/7nXGmyphhYbqbNN0aiiqRiAq5BWYMMzSimrmeJ+f7htq5vHYzDvJwvslgDvD9ymDk8LgJDB9ohm+kWabIsw2RTB8o5mcWHNWvLl3MpP9lMl5ZuaTYsqKM2NHmnMem3o9sN78hOkTab4p3nLrc7NNz019X5hxnn8A3Dmx75Krf8f5wfQAg5MwyTsWwP1CSHpaTqVMjms6OjWaDpJU1TdI6urqJBKJTComcLSpqYkkyfz8fIlE8m9wz8jIgMhdqVT+aWkZqivWo60F2tvblUoljuN37ty5f//+kydPnjx5snz5cltb29mzZ8+aNWvatGkMBqN3795ubm6nTp3atWuXsbHx9OnTr1y5cubMmYCAgGvXrvn7+1++fPnQoUN79+7du3fvli1bFixYYGBgMHXq1O+//97Z2Xnp0qV2dnY2Nja6urojR440NTU1Nzc3MDAwNjYeOnQoxO+0ZqZPnz7Ag3/11VfaRgV08ybIsg4ZMmT06NGjR48GNIecKm04Q4fqQL7TATsoJkFNT78vXeVEE0F0dRVgPV3r9H4DkG5E/AdZmvfHr4rfe/fu3aNHD9DCm5ubS6VSbatI6g9I8PxmcN8aJf4UcHdzcwMp5OrVq4VCIYqi0GmPz+fHxMRcu3Zt7969QNq4u7sfOHDg4cOHlZWVpaWlO3fu9PHxuX79ek5OTlZWVlVVVV1dHYA7SZKnT5+GCtWmpialUkkQhFQq5fP5VVVV0dHRN27cuHDhwpkzZ06ePHns2LFLly6dPHnyzp076enpKK5QNSqblCocVTYomvJryAOXYpzcD8a9zp21cHHqy7SOjo5OqkPZ1JhXWPQ2K/txzBOnZUsXLliycb3nRre1s6ZZm43TZUwYMHF0//EjBgwf+LVu/wF9e/b7TOcLS2urzNwMQXVla3tLB0V1aDpLi0t43NzRE8dnVUpW7gqa5vPA1D2cwUq0YD0383rK9Ek2YycyAZQ5sUyfSIbvO3C3eKd6TLFkv2ByXpiyU0xZcVY+T6ZtiZjMuT91U+gkj7sT3UOYnDgzdrKpd7KJZ/L74M7k/FLk/lfMnf7fiM9JYHASpvhGzOHcAFoGxVRN6kYMU2AYIaqpA4NfBSJralS1t7er1WqalvHy8tI5evRoRkYG6GrVajX9k/sdf2+/y6ARgXZ8VKlUFRUVwcHBwcHB9+/fDwwM3LVrl7Oz84wZM+bMmTNt2jQzM7PRo0ebmpquXbt248aNJiYms2fP5nA4oaGhwcHBAQEBsbGxP/744/nz51ks1o8//ujk5GRlZWVhYbFw4UInJ6fNmzc7Ojo6OzsPHz7c1tZ29OjRNjY2EyZMmDBhAqRVhw0bBq05gASHzGqfPn1otSItZQE5PCAy7BsaGo4dO3bMmDFwBwAlS3SRKhAy8BBOBTgOAhvaURJqoIAIAq9K8DWjJZK0Xw1NzYMWXru0tRv//j5F89vAvUePHnSjDzqQ37VrF/RfpT/W/wIt88vgfvk5+avA3cXFhc1mQ+ReV1eHIEhqaqpYLBYKhU+ePDl06BCLxdq0adP27dvXr1+/bNmybdu2vX79+vDhw+vWrUtMTCwqKiotLQVRTX19fXFxcUVFBYZh0KyjvLwcVI9SqVQmkxUWFqanpx87duzAgQN79uxxc3NbtWrVypUrfX19//nPfx45csTPzy8zOwPFFR0trQSurpGriuub91+OXcI6kpBeOHvRksiouKoqobBGVFUjapDJG2Ty1+lvXdauWbHSZcX3y9csX+Dtan9s15z7F1bdOrV0w1JDyzH9jPS+GvTNt98MGGRhZZlfUiCRiatFwtLKirqG+hqhCMdxU0vzN6WixdsCLb3uMLwfW25OYbJTTL3iLbckMXziLFhPLVkpluxoC59wxqZHjE3hoI+czIqd7B1nxX5q4fPMzCeB6RM9bUv4vB3hBx4K/nmb77Q3wZodasmONmfFM9kpDFYK8+fg/svIzuyiNf7ncPx7Ijs73owdb8qKs+aEz/C4cvbua25hnRwhRNXC9PS0hISkyKiYuLi4zMzM2hphU6OqtbVVqVR2T6i+ffsWvlJKpRK0KL/lR/W7h2Bacbq2hW9LSwtIZdra2iIjI48fPx4aGhoeHr59+/YFCxYsXbp07ty5s2fPtre379+/v7Gx8bx582xsbExNTW1sbK5cuXLt2rWzZ8/eunVr3759wMj7+fkdO3bs0KFDzs7OkyZNcnd337Nnz44dO9zd3Z2cnKADn52d3eLFi+3s7KZNmzZjxgxTU1MTExMjIyN9fX2QLQKe0rJF4EmgDBXQHEqZAOuBUh8+fPioUaOAbTcyMoLefpBT1dfX75ZcpQP5oUOHAiEDfA68F8310/pL4OIhlgemiC5bBWSnK566lbB2U9H8qjj9fXzXXg969eo1YMCAn376idIyEaO6XAp+ry/Pv2uYfk3kvjVMCOB+uYi6J+oIL5G4sHY8Do8FcMdJorJKcC/4zqGD+11cXDw9PcFbBipUMzIyxGKxXC4vLy9PS0sLCwuLiIhITEy8ffv2vn37Lly48MMPP6xcufLmzZsBAQG5ublisbimpgaar4JWkiCIEydOuLm5gZ87SN2lUmlJSQmPx9u3b5+Dg8OoUaPGjh2rp6fXr18/UHk5OTkdOXLkTnCQTCbRtLXjmKpO0cgTkkdvpCz0OJiYUTRr0bLbQfe5XF5mdlYmN0dDBqkK4gAAIABJREFUUU3N7a9ep9lOs5s8Zdr0qRZL54y/7r9Y+JKNZ7vXPXd+dnPOptVGI/R0hg/57ruBg22mTsvMzpLL5ZlZOVx+Pjc3D0exlpYWsykWGZX1i7cFWnnfYbLDzTfFm7HimJw45qYnEz0fWnklztjygukeYsm+v/DYiwNP1XuildbsCPO1wfa+UbabE5isyKk7k3dGyC+8JPfe5T3Obw/ltTrtejTdJ8Ta66E1K9aSk2zJfmrBSrFgvQN37Uj2f465/z1kZ8VN8o41ZcVN3Rxp5375clhWdn4NP7/kyeOImzev37oVdO/+g5CQkODg4NiYqLLSYpIk1Wo1l8utr68nCMLd3f0vA+7Q5xqeam9vb2xsfPPmzZ07d8LCwiIjI69cubJs2TJXV9dly5Y5ODhYW1sbGBgwGIyFCxfOnz/fyMioX79+M2fOvHz58p07d+7evRsREbFt27aAgAAfH5+tW7fu3LmTyWQuW7YMpJMXLlzYvXu3ra2ts7Ozg4PDtm3bnJyc1qxZA/WrIIGHyB3MZEBmDvt0eA6BPKAtIC/Nmw8cOHDIkCHA7YwdO3b06NF0fpU2IQBWna5sAtJm6NChwLDDGaAMCjB92LBhkOmlFZm0szzoI2mqHYBbm6iB3IB2Uevv0q6PhnjYgdzyyJEjFQoFRVFwm0iv2X9mcMcInAZ3UMu4u7u7ubmBzh3Ava6uDupORSIR3Unj9evXO3bsWLRoUWBg4MaNGx0dHTds2HDz5s2ioiKobuXz+QKBoLGxEdQyAoFAqVTCj1EoFBYUFLx58+bw4cPz5883MDDYt2+fo6MjaEw3b948b968lStXpme+ValIqqMTx1T1aBNPSPpdS1zkeSgqNc9hwZJbt+/l5xfm5vG4+bmdGqqpuTU2LoHBtBgzdqK56eiVc0aGn1nYELdY9XQmET+96vHc8/80sxnfa9yooUOHGZkxzOMTkhAEzcrKSc/Iys7JJTCcoihzW+vX5TUr9gRNZgdPYoWa+UQxObFMVqSJd8iULY+nsaMnLg+059yd7nvTfse9NRferP0pY7Lnrfmb7jt43jRff82ac2fylvtLj8RsPB6+7afIuOKm8FzV8h9D7VhBtt6PbH3jGR4xTK8kGtlpcP8NOve/0PzgnQeDk2DKirNiP5rhceVyWFbC89yo6IS7QXcePgxNTExOSExOSEiIiYmJiY589jS5uLgYRVEejycWi1Uqlbe3918G3CmKamtrAy/Ztra2wsLCkydPXrt2LSIi4vz5897e3iBOX7ZsmZ2dHQgTV65cOWPGDDMzM11dXXt7+4ULF7q5uQUEBOzevRvkMVu2bAkKCvrpp598fX0dHBwOHTp09OjRQ4cObdmyZdy4cSNGjFiwYIG7u/vs2bO///77mTNn2tra2tragjgSDAwgLwoDkqXAd3frwtG/f3/tBnsDBw40MjIaPXq0sbGxgYGBgYGBoaGhsbHxyJEjR48ePXbs2HHjxgHoQzdXAH1Iq9JG8LTtDO0vBqVVEMWDv7x2U1a6hBW4eJqloXEf4L4bvtMQ/5vBnW4YAg/79+/PZrO1bfd/X43WHw3uELlrJ1Szs7OhXrS2trahoUEqlQqFQhzHRSJRcHCwi4vL3bt3g4KCnJyc7OzsbG1t58yZs3bt2oCAgKysrNLS0qqqKpBCurm5lZSUSKVS+CXW1dUVFxcLBIKoqKh//etfBgYGI0aM+Pbbb2EZPn369JkzZ6ysrBok9Uol0dHSiirIerQpT6TcfzVusffhpMzSWYuWXb9xJysrJyMrPS+fp25s7tRQERERFhYW48dNsp40Zt2csdFH51cG2ijumoouGRdfsQzZO8Nt9uhJYwzGjJ04Y8aMpKSk+toGfl5Rdk5uQUGRTCJtbW02m2r5qky0cNvVyT73Jm+LZvhGM7yfTN4S7XKZF1pB+d0XLN50+2x4XlJl6+mEkpB89bGIkh1XXqQJqDeVnam11D0ewb6aeC6x8OGbojNBUSlFaEQOvvLH+9M2XpvqHTrNJ57pHm3t+xTcdJmchHdsDDuJwUlhcFKY7L8nvneTypj7JJr7JDJ9Es3Y8dac8Lk+N689zn0c+yY0LCL84aNXr16mpaVnZuVwuVwul5v25lVyUsLbt29ra2tzc3PBfuCvRMsolUqqS9Le3t6enp5+/fr1e/fuQQy+dOnSxYsXu7i4bNiwYdy4cfr6+sCb29jYfPPNN2PGjFm6dKm1tfX8+fM3bdq0e/fu4ODgzZs379q1a/fu3YaGhm5ubqdPn37w4EFgYKCvr++YMWM8PT3nzZvn4eExZ86cZcuWQYbW1tYW1JD6+voTJ040MDBgMpljx44dMWKEsbFxv3799PT0QAQJ0TpdggT6d5BCfvfdd/r6+kZGRsOGDYM+TT0/NLSdYbR5kl69eg0aNMjY2Hj48OGA4Pr6+iNGjPjmQwOqXmFAFE8b1ND8DM3LA7jTbvIfjN/fZ94/FtTTahmdn/Mz//jHP/r377906VKKoqCmie6P+Lt8f35fcM/K5mIEjhF4haDyfXAXCoU0uL/TLchkEokkLS0tJCTk2rVrgOxpaWl8Pj83N/f8+fPTp0+fPn26s7PzqVOnrl69WlhYWFlZSZKkv78/2A+QJAnWY1KplMvlymSyysrKzMxMf3//oUOH6ujofPfddyCCmDp1qp/fQUKJIwpJe3OTAiEasOb8WvX+y7FOXn4Rz7kzFy599vx1a2t7c3MjgsoLigp5PF7I/WBzBpPJsJpiarLCZsxFb5tX+83LT5mWnzJN+GHsJvvvJn6r83WvL/r2G2BgYBB0+6aouqZJ3axSNapUqipBRWlp8Siz8elVDQt/CLT0vmu5OcqME2PBiZ28KWrFmbdPRFRImnLXmejkAmmuvO3445f5TdT9t/WHb6Qo2qiQuKzAuIzXkrafnvIi+HU5gvqLtx+9KFLE5je67g2z87o5nf3Y2juK6Rlr5ZOihexxTE4ck53EZKcw2X9bcH+H5j8/wvRJnOARZcl6ONfn5qXQzLDIl7Fxyc+fPktPT0tPzywoLIb2AILK8nw+j8vllpWV5eTk1NXV4Tj+V6Jl4CAIpQsLC4OCgh49epScnHzq1CkXFxdnZ+cNGzYAvd6/f/+ZM2d6eHg4ODgYGBiYmZnNnz9/zpw5y5cvd3R0nDlz5pw5c9avXx8WFnbq1KmtW7euWLFi8+bNFy5c2LFjx/79+21sbOzt7detW3f27NnNmzefPn3a09Nz+/btLBZr1apVPXv2NDAwWLFiBURh48aNmzBhgpGREVDqwLPT4vc+ffpAOA8gC88OGDAAsBJgFPCud+/eENGDIQHoIIGChxPSsEuHwD179gSnGrhdoEtbodAJiH4gdmj/Ye3G3PTKQaM8rCj06vJ+L9ZfENJ8kI35oJ4SrnzSpEkIgtAf9O9oBfw7gnv4o5isbC6KYyiOAbhDQhWKmNzc3Kqrq+Vy+du3b8ViMUgSGhoaQkNDjx07duHCBUdHRzs7u5CQkLq6upqaGpFIJBQK+Xz+6dOn165d6+Xldfbs2YqKCjALO3Xq1MaNG8FqBpBdKpUWFRUhCPL48eN169Zdv3796dOnycnJb968CQ0Ntba2Pn/+fFVVpVJJKBAJ1dGBo4QYbS6oazxwJW6R56GkzNKZC5e+Tc9ua2vTaDpa2pq5XC43J+thSPBUa6vpUx2mWUxxMBnrPn3CeWezEA9mqJfFj/Z604f0NOj7Ra8eX3zx+ZeTTCbERUWIBFWUhuro0FAUVSWoyMnJGjFp/OuyumX/umvhFWzKemLKipvsm8j0ejJ56+ODkaI0EfXkZXlBg+pmYuoPl+6/lVEP3tQcDUwQY1REwtvrMS9y8faAV/kPMkoKBOLrwZEJPHl4rmrJ9ntT3W9N40SYe0RZcpLNvJMYnCSGTxyTE8t85zCTYMH6/xHcgZaZzb5+/l7aw6jUFy/T0tPepqW95vMLKiqhU3pVQ31tbY0QusEAuBME8a5Zx18C3FtbWwEC8vPz9+/ff+HChUePHp08eXLDhg2LFy9etmwZsC49e/acMGHC4sWLbW1t+/TpM27cOEdHR+iut2jRIkdHx++//37GjBlz58719/fv27fvkiVLLl26FBMTc/fu3bVr1+rr6y9ZssTPz8/V1dXf33/p0qVnz551dnbevXu3jo7O2LFjXVxc1qxZ4+DgYG9vP23atIkTJ06aNGnkyJG0Gp32Xte25wUyhKYp+vXrN3jwYNCzQzbV2NiYtjeA/WHDhtH4rq2GHD169KhRo4yMjAYPHty/f39gYHv06AGWwiCdBIsbGNoUDe0SDNY3dH9X7XIn7buHX2i6/SndP3p0NYHq9rKePXv26NFjzpw5+fn5VFeG/M8J7plZOd3A3dnZ2dPT09PTc82aNSKRCEXRrKws8PMSi8VJSUnnzp3buXPn6NGjhwwZAup+yLvW1NQ0NjaWlZXV1dVxudzU1NS8vLysrKzy8nKac6+srISEanNzc1VVVW5urlKpRBDk1atXO3bsWLJkyZIlS5YvX37u3LmSkpK6urqmJjWKyRSIhOrsRBGsQdGUL1L5XUtc7H04Li1/+tyFaW+zWptbKKqzpa0xNzcnOysjIiTYcZa93TSHaTb2NpOYduNHrTIf4coYvNC478Kxeoyhuoa6+n2/HKCj87ntZMuc9NcA7q2trZ2d7VWCCi4329hk3OuyBqcdQZZeoeY+8Uyfp1bsZAvPKJstUVtvF7wWUeU4lVGt2HHx1uZLYW/kVNAr8bHbqVI19TAh49KTl+moJiCt8k6agFeJXb0dn1rR/pDXtnjXI6uNt629n5h5xlhufjGJ3QXuPtFMn2gLTmyXX83fFtw/RstYbXlqzQmf6X3tUmhmZEJ66qv07MwsHo9bWlouFNXC/SKGIjKpWCQSiUQiAPe/nloGnGTevn179erVyMjIhw8f7t69+/vvv1+6dOmqVatWr17NZDKNjIxcXFxmz549e/ZsPT09S0vLefPmLV682MnJafXq1bNmzbKzs7O3t58yZcqUKVPmzp27a9eu4OBg8JaZN2/e6tWrz549e+fOnYcPH8LO+vXrDx8+PGrUKCsrKyDfZ8+e7ejoaG9vb2VlNW3aNCsrKxMTEyhxMjAwgC5LtLMY6BEhQu/bty8UKw0cOPCrr77S19eHNtxgTAZEDU2m02oZ8CegFwCAbF1dXZDGDxw4ECTtvXr1Aq4fMrdQ5qrdDlC7bTct3aH/tnfv3sAadfOF/+Ln42Pp1g+Cu7awkqbdaf/3AQMG7Nixo1vj7G5fod/wjfq9wN3ZezuAuwJDFRhKg/vq1au11TI4jufm5uI4LhAI0tLSLly4cPz48SlTpoC8de/evVwuVygUgpEv9D8Dl0dwGgBWnSTJ48ePg/2AWq1uaGjAMAxBEEBwcAYWi8VFRUXZ2dlcLlcikXTZvisQuRhHpFRbGyJTSPHWvGrycGASgPvsxUtTX71VkcrmFpUcEVeUlxbm8Z7HRvt6bJw2zc5mmoOllY25ubnZhFEmI4dYTxqzcc0qS2ur3v0HDBik/9XX3yycN7s0jyutrW1RN7a3tqnVyipBRUlJkeGEMVlChdP2YEuvMKZ3ggXnpaX3U3OPGDPPR3ZbH56Lq3lWTV1Jzl+x78rK44+Ci6kLz8htF9++KtVcfJh5LCI7uFh9MKHq3HNJfI7y5LWXwa+RcwmSlQeTp/o8tmTHMjgppuyUiexkM58Ehk8s0yeS6RNpwYm2ZMdZspIsWSkWf2tw734QilS9Qu3cL18ISY9KzEh9lZ6VkVlYmF9WVlFb14CiKEmSKiVBEhgkfrKzs/964N7R0dHU1JSdnX3x4sWwsLCwsLBz586xWKw1a9YAuI8cObJnz57u7u729vajRo0aOHDg4sWLly9fvnTpUgcHBycnJ2dn5zlz5ixZssTBweHrr78ePHjwypUrAwMDb9++vWbNGhMTk0WLFp09e/bo0aPXrl27cOHCpUuXLl++vGXLFkNDwwULFmzbtm3FihXr168Hzcy8efNgqbC1tTUzM2MwGCNHjhw1ahSAL8Tpn3/+OeQt6VJS2qgA6Jrx48dPnDhx3LhxdHIVfGZgB8JwfX190NUYGxtD3hWAY+jQoQYGBlDCCnVP8L49evTo1asXpFXpjC7tTUYrdugrAY18r169QPAOFa3vlzhpY/2nVLR2o+O7eZMBIz979uza2trOzs6PBe+/M7hrOrqBO235C+B+JL3tYvHPwD2rC9zLKyuCg4OBlgFwd3FxqaqqQhAkMzPz/7H33nFN3fv/uB3XXq1aN5uQQcIIZJKEvTdhhr132ENFq22tWmdtr1pXta21zrqtVuus4kAEQWTvFSB7sAkjvz9e9dwUwWpv29v7+f7ej/PIIx5OEognz/PK8/V8PZ8ikai6ujojI+Pjjz9mMpmLFy/W19dPS0v76aefmpqagIsHW3ahUNje3i6Xy/v6+rq6uhobG1taWvr6+jZt2hQREdHY2Ag2AyKRqKurq7S0FFL6ENdfoVA4NDTE5/PB75fP75ZKxQq5WKVUSkRSSf/Yk2bJ+n2XfRM+vHK/3MHD66uvDz14cK+s/HHFsycjw4OqifFBqfjM0e8CAwMdXT1o1rZMe0djEsmUQjKjUfyCg9nBoSZU+rxFS61tbS6dP6OaUIr5XaUlxcWPHpaXlQr4vAnVqDmTfr+2i53zFSPlJCXtCjX9Z3LST7SUq4z0SxYpJ61Sv7VN22+TupPJ3cnIPmyW/K1t9gVa1Fee6Yfs43dacvfarjhOzjhC537nGH/AJXavXfJX9pnHrNJPUZNOU1IuW2T/bJJ0hZJ58zm4X6SlXVQD95/+z5vMIFhPSr1snnKJxL3K4J51Stm/63jR5RslRQ9Ln5SUVj2rbGxs7uEL5Yo+qVwmlYoHBvoG+voFPfySkhJIYvqVt4xYLO7r63vR+mPSejkWvz6GT/EMIIJGQtpgv1KpbGho+PLLL3fs2HHu3LkDBw7k5ubGx8cHBwcHBwf7+Pjo6emRyWR/f38PD49//vOfZDLZ19fX3d0dxO9wAXBycmKxWFZWVlpaWg4ODr6+vk5OTvHx8VD+Hzx48MCBA5cuXfrss88OHTqUkZGRkJCgq6vr5eWVkZHh4+MTGxsLY02A7FZWVqCgNzExgVdfsGAByGaQESGYLYJbkJyDFBIarVpaWrraOmiUAR6PNzIywhsRDAl4QwIeb0TAGuIwOCwai8HgsFDXa2tqLV64aP78+bq6uhgMRldXF6AfRJnz58+Hq8K77747Y8aMd955BxmI1dTUnDdvnra2NtD0oNoEqQyoZdQFkUjC1Hvvvff2228jhBIS+oHw/jB6qo7vL6L8lNQ8BIa88cYb+vr6a9asAXyH/3RAeXApUL0U3Kc7PydZ/v4muO+52ffpNQmA+7oi5a5a1Xcd49/Xdocm5pw988Pjx6VCoVAkljY0NR4+fPjjjz8ODQ3NzMyMjY2NiYlpa2uDOVKxWFxYWEilUlksFlyMY2JiLl68WFNTA14CSKYS4ugLKRwNDQ2tra0QsweukBCbIxAIurq6uru7RSIR2MgopllSqXRgYGB0RCkUirukA9UdvRt3X3QOyLhwrdDFy+Pg1wdKy4ofPXlYWv5obHRENTqmGhttbKj7/PPt2bk5kdFRgZwgHx8vCwsag0EPDw/NycuOjY8LDg4+c+bUyPCgSjUqlHQ/LC58VlFeWlIslHSPqpRkBr20uYcR+L5jxjGjxO/JOTcp6TeoqVcpCecZqZeYqecZaaeZ3FOMtNO0NCi6LzG4F1mpZ1mppxlpp2npZ2lpF+nci6zUs1YpZ5ncswzueTr3Ih3cfZGE0rQraq6/l3/TJ/0l5ulTBlj/t7bXQ3nuT+TUa4yUcy7crz4/9uDq7bIH9x9XPClrqKlta2nv4YulvQOKoaG+ocGBgb5ehUwqFDwpKZ1iiEksFqtX7v8tcFd/EmRUfWRkZHBwcMOGDQcOHDh+/PjRo0c3b94cFhYWFRUVFRXF4XCMjIxYLFZUVFRKSgoOh2MwGBERETExMX5+fr6+vt7e3l5eXsHBwd7e3sbGxvPmzbOysoqJiXFzc3N0dNTQ0LC0tPzss8/AQvLcuXM7duzYv38/h8OxtbXNy8vLzc3Ny8tLSUlJSkqKiYmJioqCp/Xy8gJmhslkUigUY2NjKGkhTxUqZWSwaOHChcCTIC7toKjR0dLW09FFowwwGAwWi0VjMSi0gb4BCoc3xOCwKLSBHkpfR0dHS0tLc6mGxpJfmBZwlIQCX1NTc8mSJTC2CgU7cDuQBQgv9N5772loaABdA7U8sDRIlxW4eMRcDOZswU8YivpJLA2C6YjH5HQd1Cm7rwg5o6Oj88EHHygUCtVzZaRKzbJ/ynCPPwXcT7SpgfsogPu502rg3tiMgHtqampcXFxUVFRTU5NUKi0rK5NIJA8ePLCwsHjvvfd0dHRCQ0OPHDkCyA4WvgDZSIQekrBaX18PUsjNmzeDFFI9jQ98/oaHh4eGhoanWUPDyqGhoYG+fqFIwlcMVrZLP9h2jEBjHz55wd7Z6ZtvDxWXPLpffO9ZVfnEyLhqXDU8OCQWi58+fVpSUnL//v1Lly4d+uarDRvWbdu6edu2LYe//aaw8E5lxbOxsTHVhGpsTClWiMqeljwpKSsrLRdLBUrVCJXBvP+0aYEx2zppPyn9jEnmFZPkS7SMn5jcq4zUK/TU34PCf972vw3uaVfUwf3Kz2UP7hc/Ky1rrK4GcJc8B/f+wb5+uUwqFE0N7pNomf8uuMOnGpqocL+5uXnjxo2HDx8+d+7cvn378vLyQkNDY2JiYmJiyGTyokWLfHx84uPjaTTavHnz2Gx2QkJCcHCwh4eHj49PQEBAcHBwYGCgra2tnp4ehUIBXsXe3p5AIBgbG3t5eW3cuPHUqVPffPPNwYMHV69ezeFwmExmSEjIgQMHkpOT9+/fn52dvX379vz8/IKCgrS0tMTExNjYWPB/NzExMTQ0XLBgAQaDQVh1mEQFP4BFixZBFY+YAEMtr6OjgzbQN0DpGaD0sFi0kRHe1NTY1NTYxMTI0BALGwZjgNLX1dXR0tPS1NHWRPL5kBEnMCrQ0tICfwIg6CHuFV4LMHr27NnQXIVfCTE7Q/TvgOzQU/3nP/8Jk1lIOY84BiNxTgDQ6umsUxIyk5AdHgVXC/gpkUi8fPmySqXq6+tTPfeGg+v67zij/mxwB1oGGqqNjY19fX1QufN4vN27dycmJq5ater777+vqqri8XgCgaC3t1ehUAC4Q2Iq3AcDmebmZjCoAVqmuroaopcA+gHowd59uoDsX8zfe/gikUTUO1zTId+086yBieu3Ry94eLKvXrnR3sGrb27p6OzqaReJeTKRUNbJ625pbW9qbu3kdfO6eoRCMV8g6ukRtHfwWlraOnndHR08oUjS2dklV/Q1t7S1tra3NfA6m3u6u/kCoZjBtH5WL5qxgGGXuJ+V8wMx8zIx+QdGxjUL7lWLlEuvmCT3l23/FlP+T25XyKlXLVLPOKcd+Oz4/ct3Su8/KKp4UtpYU9nR0srnC6W9fc/BfaBXrvi7gzvyT6RqUyqV/f39p06dOnv27LFjxw4dOrRy5crY2FhIoI+MjMRgMLa2thwOJyoqaubMmXQ6HSw4OBxOQEBAQEAA3LGxsUGj0TQazd/f39PTMyAgAIvFLl682NPT08fHh8PhfP755zt27Ni0aVNgYKCfn9/HH3+8adOm/fv3f/zxx+vXr9+4cWN2dnZubm5CQkJMTAyHw4mIiPD396fT6YDjRCIRZO84HE5LSwuKaOBkELuud999Fyp6mF/V09MjmROJRgRDHAaDRmEwBlgsGotFYzAGOBzG0BCLw2EwGAO4AGBR+hg0CigaMI/U19cHbQzU7DDIChU6uNCAzAacBt566y3ElhIgHkQ1QMEjdmPAz8yaNQseheQ6IUQTAu4A6OpDT4Dpk0p4dWSHC8AksQ2kHg4NDcG06vDw8H8y0/Rng3tERERSUlJKSgpMqMpksrq6uu7ubvgENTU1NTY2tra28ng8oMWRml0dspHY69bWVlAlb926FewH1I8HoAeqfbqAbLFYLJNIxfwemUzGl/c9beJv23MRZexy4JtTHp7sB/cfj42rlBMq5aiqury+9H750ydVDY2to0rVhEqlHFV1dPY8KXtW9Ki0/GlVb98Q7BwYVNY3tNx/UPywqKS5pUM1oVKNqlTDqoa65qKiYiNDYk298K0l1i7JB+lpp80yLlMzfmJkXKMmX6al/PhfR/P/Y+BO4v5I455yTN+//UThpbulhQ+LKp48ngbc+8RCyd8a3Ceep6TCTvhufunSpR07dhw9evTs2bN79+6Ni4uLjY2Nj48PCAigUCh2dnaBgYGBgYFUKpXBYHh7e0dERADuBwQE+Pn5hYaG+vr6WlhYoNFoFxeXgIAA+CcOh6PT6fb29p6enmw2m8vlrl69OiwszNLSMiIi4vDhw1u3bj116tTRo0c3bdq0d+/e1NTUFStWBAQEhIeH+/v7M5lM8OYlEoloNNrT09PIyIhOp5uamuJwOG1tbZAbAmgiqaeghNHU1ARvSLI5ycyUaIQn4DBYA32Uvq4ezLuC5wxKT19fVw+lp49GGeAwWDzO0NDQELzDsFgsHo8H1wEAdEBzYIF0dHSgxtfX14fhWPi6gESLQJmPmAkjKhpkbFWdf58y0QlYeFDCIPj+EjtJAHekeFe/ADg4ONy9exf+66HRolJLyn2t9RfQMsnJycnJyeHh4R0dHXw+n8fjtbe3V1VVNTU1dXZ2gnQd7Aeam5sbGhoaGhoany+4DwU7rO7ubrlc/umnnwLnDkF6SP41XAzA3n3KJRFJe+UKmUjYp+jlSxRldbzP9v2ANnI6fvIym+13986D4ZHRUdXEiHLs2ZOqJw/LSh+XNzQ0qSZUKpV4tGb8AAAgAElEQVRqaGikpaWtpORJScmT8vKK/v7BiQnV8LByeFhZXFxSXFxSUVHZ3t6pmlCplCrVsIrX2llR/pRCJFfXdv9zqbVr8n5y4lEi9wIt8xot/Tol5YpF+vX/Rxqef81GTrtinvYjNe2UQ8b+bScLLxaqg3uzoIcv71X0Dg4MDA0ODLwU3IFzRyaG/lvgDq8+ODgIe0ZGRiYmJtavX3/o0KGTJ0+eOnVq8+bNyc+Xg4PDwoUL2Wx2cHAwmUyePXt2XFycv79/YGAgRKSCBN7f3x9k6fb29i4uLhERERC55+Hh4eXl5ezsHBQU5O3tDS7wjo6O27Zt27p167Fjx3bu3Pnpp59+8cUXeXl5q1evzsnJSUpKyszM5HK5Xl5eUD77+Pi4u7u7uLjQ6XQwGcbhcCgUSktLCxQpYP+ycOFCRPpibGwMbVgCgWBqbGJmSjQnmpmZEk2MjPF4PA6Hw2Kx4AaMMUAbYnFGeIIRnmCIxWHRGF1dXajcQSgJvwP4UyKmNFC2a2lpAXzDToh7RbI7oCsAJT8y0QpjtHA1euutt0D8DtckqN+BpUFSWN955x1ENoOU8IDg06E8PBDU7vA9YMaMGbNnz05KSmptbUVOht/tJvbXcO7JyckREREQgyeXy6FOb2ho6OjoaG5u7ujo6OjoaG9vb29vh/udnZ0QlQc7Ozs7QZUMLVO5XL5t2zaYUAWpDELOIPTLdJW7kC+SimUSgbBXrhDJ+6pa+J/vv4gxcTz4zQlvb+/CwsJx1dioalSsED0tK3/8oLjscUlTQ+OYclQ1oRoZGu7q6iorK3v06FF5eYVcLlf9MlM2Xlpa+qSk9PGj4pbWhtHREdW4anxotKmxvvjRfVOCUWMD/x8L6V7cAxapx825FynpVync6xTuDWrajf+rOvT/GrinX6KmfW+fsX/ryfsXC0vvFiG0zNTgXlpa9m9wB7UMnEZ/E7WM6tcGv83NzXv27Dl16hToWCApCZpaZDLZwsICxlO1tLSYTGZ0dHRcXFxgYGBoaCi0WyMjI1ksFgaDcXBwCAgIYLPZPj4+GAwG6n0HBwc3NzdfX18/Pz8KhYLFYq2srFauXLlmzZpjx45duHBh27Zt58+fT0xM/Pjjj8HBJikpiU6nE4lES0tLIPcdHR2joqLIZLK7uzvgKYhYQL4C6nUMBmNiYmJqampiYkIikSgUClgHm5gQiURzc3OyuTnZ1NSMQDDG4fBoDA6DNcQZEoyMTExNzYhEc2NjUyzWEIVCL168GPKhwFAeJJIgsUd84cFQDEFtGGUCHEd83qHRivjSIAFP0GiF8SgE06FyR+L6oHIHah64mkm5rIiwfZIC8o3n8UyQ4KEulNTS0vrhhx+QFjp8Y/sdqty/gHMHcI+MjGxoaJDJZL29vZBiBglKwKuAygXuCAQCgUAAkC0UCoVCIdxXPx6GmGpra5HKHWFdAOinWVKppFch65eLJVKplC/vfdbas3n3CV2C5aGjJ318Pc+c+762qbq2o6q29ZlE2j3QK5GLBYKujvbmpsaGuqbGen5Pl1gk6FXIxEJRe1tLY31DddWzzvYOqUTU36eQSPld/Ob6porGusqmumqhqFMi77Fk0avr2mcuonmnHWSlf0/N/JGc9pNZ8k9k7s+k1JtIbur/v/0R2xVS2iVa2vcOGfu3nnxwobDs56LH5U/KGqurO1paBT18hULWP9g3MNT/vwHuSqUS4V7h9tChQxcuXDh9+vS33367fPny+Pj4sLCwvLy88PBwMpkcEhKyfPlyOzs7EokEnzo/P7/g4ODExMSIiAigayAxNTAw0Nvb29vb29ra2tnZ2d7ensPheHl5ubu7h4eHu7m5EQgEcHyMjIzcs2fPrl279u/fv2LFiry8vL179+bl5R08eHDr1q0xMTGzZs1ycHCAtmpYWFhYWJiXlxcU70ZGRlQqlUQiAfkOynQzMzMymUwmk4lEoomJCZFIJBKJZmZmFArF0JBgiDcyNoZZV5KZGYloRjIlmpsSzY1NiHi8ERZriEZjDdBYNBqLRmONjY0h3wNgHdBcfQYKJPC6urpLly6dN28eUEBQ2gNHDwgOngfw3QIRwiMBI6DmBDUkqPWRdFbQzyAGwkDgIOAO9TgU8lNGbyP4DvfffvttRDzz5ZdfIgU7nEuIZ+Srr7+moQpnV1lZGWLiKBKJFAoFgDLAN7jEAKMiEAig+kY6q4D7oGUUCoWbNm2KjIwE+1+g4xHiBR44HbiLRQqZtF8qlohEoi6ppLKte8uekziS49ffHff09Tp09Jv7JfceVDx4XF00PNo/PjE8PjEsEveUPSkuenSvrPyxUCwYGhmcUKnGJsYrKp89fFRUXPKourZmdFypHBuZUCm7JC3FFYUlpQ9LSov4ku7+kV5La0ZVXfs/NRiuSV9Q4g/Rsq5Q066ZJvxITrlNSbtD4V4nP686/+u3f8/ttX5/MvcSI/V7x/T92048uFD49OeHpeVPnjZW104C9/7BPoUCwP3XtMzDhw/hbOvv70dcnF4OwS8B/ddC+RefB/qoiMHvuXPnPvvss1OnTp08eXL9+vWJiYk5OTnp6elubm7GxsZ2dnZRUVGurq5Lly4NDAyMjIz08fFJSUlJSUnx9fX19fVNSkoCqiQgIACIGiwWi8VioYPq5+fn6enp5OTk5eWlqalpZmbm7e3t6Ojo5uaWnJy8bt06MOTbtGlTZmZmfHz81q1boXmbn5//0UcfrVy5cvny5XFxcVwul8VieXl52draenp6uru7W1lZWVhYgO07DodjsVhUKtXc3JzBYFAoFIB7KysrIpGIJxgb4Ag4Q2NTIplMsSCR6WSKBZXGJJHpZuZUohnFlEjGE0z1MYb6KCzKAAOGkfCdAI/HQ2wI4h+J5H6AigYhZ8DDQF9fH/KkQMADLA3o7pEWK+ICD0IaKNvBsx5ZCMQj1sEQyorMOr355ptICT9J5K5+R/3+W2+9RafTS0tLAdBHR0cRZeSUJ8y0Z9RUYR1jqvHx8dHpwP3zm/Ls4625F3vWPxrdUT1xpHPsZE1XWFLu+TOXEHCvb2hCaJm0tLSYmJjw8PC9e/c2NzcPDQ3BqBGiRke0jOr3Jy1IQ+3r6+vp6SkqKlq2bFlgYGB9fT34DfD5fATT1YH+RcpdLOnt7hHLJFKpXMaTSqo6hVv2nUGbOR84/L0vh6Ohi0IZEQyIRlp4lAmZbE6lEClmRuYmGAJWD4sywGPwJKIxlWREIZvQaWhTE30CHmVkiDYxxpmZGFHMjWmmBkQMjoxHEwh4U3NDMhFNNJozf8GTytaZS5muSV/YZZ+hpF+0ybtFTrpKS73BzL5LTf2RzL1ETb30klvoc8Ltbx7zm8/2ktu/YJuukfuSh/zme4K8M1TuD/SU8zZpp5xS9u46W/JD4bPbhSVlTyobqus7mtsFPUKFQtE/2Dcw1Ns/2AfFxK/AHSp3AHeInP7vgrtKpUKKd5VKdfDgwe3btx85cuT06dMxMTHp6emQYOnm5qalpeXq6pqSkkIgELS0tNhsdmpqamJiYkxMTHBwcExMTEREBJvNJhAIBAIBrJo8PT2XLl3q7e0dFRXl5eUFndWgoCCIWIJBVmdnZ39/fzab7eLisnz58s2bN69ater8+fMnT55cuXLl3Llzg4ODs7Ozo6KiYmNjgf+BCVXAdxaLRSQSgXixtraGhq2ZmRmVSjUxMcHj8XQ63crKCofD6evrMxgMCpVOJFPwJmZoQ7wB2hCNwWGwBAzWEGdobIDG6ulj9PQNUAY4A5yhoTGRaEbC4/F6enpoNNrIyAhmVqFxCtiNw+EMDQ2higd3GpC9L1iwQEdHBwp5ONjAwGDevHlArCMWkmBaAE5k0JiFO4j5DGIdDBmtSFEPykjAdHXfsUlGNC8Bd2DhQfOuVCoRLewrnkj/IbhnHWuZBO6hiTnq4I5U7mFhYdDviYuLg+t6Wlpaeno63GZkZGRkZKSnpyP3M6dZ8BAul5udnZ2RkRETEwM8D3iQyeVyIN8RckYy1RJLZCKxQiLtlclk3fyuVgG/mifavPesvonTV0cvNrby2/m9lU1d9d3iWp6wtoXfzJM2dAprO/g17T11nYKaTlFlG7+ilf+sTVDRIS5vE1a2i6s7xVUdoupOcS1PXNXe0ygQ1HV21bWJGjpkDT2SVqG0oV0wrFLNN3ByS9hlkfC1adx39ORTjJQLtMTzlIRzFqnnLFLPvLgxuGdhm/KnLzn+1R8y9fP8/TaLqW4tUk7TU07DfSb3LDPtHCvtnGX6efv0846px9ySv9h5suhqYdWd+0/Ky6qaaps7mjt/De4KhUI2BbgXFRUB9wfg/oewK691sPpSz1AWiUQnTpw4c+bM+fPnjxw5kpycnJGRkZWVlZ6e7ujoaGtrm5qaGhsba25uHh4enpWVFRERweFwYNooNDQ0PDzc2dmZQqH4+/tHRUV5e3uTyWRoonp5eYWEhCQmJoJtABaLDQwMhIlWR0fHsLAweCyobpKTkw8dOjR37lw6nX7w4MGNGzdu3bo1KysrOTnZ3d0dh8NZWloCLePk5ARAb25uTqPR6HS6ubm5g4ODmZkZiUQCfCeRSOA4ZmBgwGAw7B0dnFycHRydrWysmUxLFovFYLAoFAqVSqdQKDSahQWTwWRZMS1ZFgyWBZMBZTsajYYIVsQXHih+xIIGhJJ6enooFArJ2obRJx0dHQwGA6U9qGjAoxhIeSB2EC8aaAWDPwEyEgVpgkDLqHsVIPgO0D/JiwYQfLpxVmBm5syZc//+fRC8Dw0NIVbAr3FGvQ64bznPR8A950L3+kejO2tUCLhPJ4UEV8jw8HAOh5OQkJCSkgLC3LgXVnx8fOz0C36amJjo7+/P4XAmgTvU7JPaqpOWSCwVCKUyeb9CIZPKRZLh/roe6bp/fY8y8XhnHnrRUuN5i4zfmWv45nuYN+ZiZ71HmDkH/8ZswhxtC1PLEJ/IVZGZ28K4WzmpW8IytgelbgvP+jw0/VO/hA1h3K0x2f+y9s78xxLSjDm67yzCvjkL+9Zs/D+XGM14e/E78/TfnI2a8Q8jl6htHrlHHXNPMuK+cko/4ZR+0ib5iE3Kd6+yWScfhu1POh7ZbJP/3M0m6fCU28sekvKqt7bJ39nHf+MQu8cncfuuI7d+uvu08EHZk9Jn1c/q25p5/B6xvPel4A7e0Ai4q/7jTJz/BNwRNgYM3G/cuHHq1Kkffvjh2LFj69atKygo4HK5OTk5sbGxDAYjKSkpPz/f1dXVyckpLS0tKysrPDw8JCQkOzsbvBt9fHxcXV29vb0B3F1cXLS0tGxtbeHDyWazPT09AwMD586da2NjA8naISEhERERkOwBkarR0dF79uzZsmWLhoaGr6/v5s2bYWA1Ozt7xYoVvr6+CQkJSUlJ69evDwgICAoKYrFYbDabxWI5ODiQyWQKhWJmZgZsDIvFYjAY4CRjaWkJ87GWlkwrKxaDQSeTzckkMxqVTKOSKWRzCzoV7pBIZmSyOYVColLJNBoFrhkmJiY4HA4cx/T09DAYDNDuMMsKCA73wQQYpDsgg5kzZw7k/0FIyMKFC2fNmoVkAYJQEmHegcBZtGgRwPesWbMA9IHSQfzoAeWBkHn77bdnz579ouOYusj9RXAH8v2NN964du0afG9DLvOvdUK+HNwnxsYngfveW/0vgvuJat6U4L5u3TqIMOVyuRwO56OPPrp27RqEzSMt0ElCxukWfOKEQmFTU9OxY8cyMzODg4Orq6v7+/vFYnFPTw+fzwfvX7CmmWaJhCIZXyDidbZ28FrbhV3FNU27Dv+Ukvev2KTVKdwPuWkbuVnbUvO2J2RvSUrbnJq5LSlre3T6tqiM7bE5O6IyPw9K3hqUuj0qd09Y9p6w7D1RuXsisr8I4W4PTfssMmtndPb22OyNidmfpOX8i5u3K4K7PiFnfeayjYlpaxOzP09Y8bVT0k7vvG/YOV/55nzlk/ElO/ugX843vrnfvHjrn3vIL+/QdD/9z4+f8hbZ/P/2t4F53/rnHgrIPeSfewj2+GV/7Zf9NSf7UFjOl0kr9+w+fPnHmw8LHzyueFpTW9PU2sLr4U8C9xdomY0bNz569AhONUSA+LqA/iJev9bBE7/2bYf6vaam5sCBA999993x48d37NgBkyPp6ekwkspgMBITE728vDQ0NIKCgmAcHDqc4BAQGRlJoVAMDQ1jYmJiY2PBM9LV1RU8Cezt7dPS0iIjIwkEgouLS2RkJLRbwfkdoe/d3d2dnJwWLFigoaFx5syZ3bt3f/3113l5eQUFBX5+fnDk6tWruVxuUFCQu7u7u7u7g4ODi4uLpaWljY2NpaWlpaWlqakpjUYDiPfw8HB3d2cymdbW1vb29ubmRBqdRKOa0ahmFnQSy4LMsiAz6SQGzdySQWFZkC2oZlSSCdnMiGRuTCaZkClEKpXMYDDIZLKZmRmdTieRSDgcDuncQlwfCGagrQo1OyKh0dLSmjdvHgyyInncCxYsANYFyBnwM4DcKATcAccR70kk4wmAG4r6WbNmIYkiiG8wIo2H4n3SBNOkRuvMmTNTUlJg5GK6s+g/4dwRcF+757pN1L8A3D+7Ics82pxzoXtD8djLwR0aquAhGh0dfe/ePR6PJxKJIO26q6urq6uLx+OB6rHzpau1tbWtrQ2Au7a2dsOGDWAQ39TUVFFRUVxcXFJSUlZW9uTJE0jbeTL1Ki95XF5eXvGsrORZ5ZOKuorCJ+XXixqKKsTPqgRl5Z0PH7Xfedh2v7yrpEb8qLTr9r36orK2+0/b7ld03KvsLKzg3S7vvFnGu1Xe9XOl6GpJ57WS9jvP+Peq+IWVPYUVvDvlHQ+fddx51HznQeeDUsHNRy3F1V0PSuqLS5sLH7UV1fRdr+67Ut17rVJ6s0JcWCO7US68WSG9XiG/WSGfdHvjqezaU9mNp7Ipf/qbt/DYa09lr/UoZLv19O9+e6NMer1cerNcduOpDPbcrlDcrlDcrei7Uy6+Wdzw093HN+/ev/fg/tOnz6oq634Bd0Vf79C/wX1yQ/VvUrmrZ6UC33r9+vV9+/YBLfPRRx9lZ2cnJydnZWWFhIRoa2t7enpmZWXRaDRDQ8PAwMDc3NzMzMzo6OjExET4puzr64vFYh0dHRMSEiAkz93dPSgoCKibpKQkPz8/CwsLDQ2N4OBgsIvx9vYGMgd8Y5ydnaFBqqmpSSQSt2/fzuVygYVft27dmjVrCgoK9uzZk5yczOVyiUSiq6urqamps7OzmZmZra0thUKxt7dnMplOTk6WlpZgNQxsEoAyjUaztGRaWlKsmObWTHMbFsmOSbKmEy2pJpZUE7qZIYNEYFGMmTQTJs2ESTe1oBpTKMYUCgkchmk0GplMptPpdDrd2NgYj8fj8XhwewelPCwYs8JisUDRgEsBqO8XL14MQpqlS5eC2BFmrMCmBrqs6u6SiDISwXega/7xj3/AY6H1ikjgkYAn9YlWRCX5IjkD+w0MDK5fvz4xMYE4T0x5wkx7Rv0WuA+Pvgzcd9X+Au6TGqoIuHM4HC6XC3aklZWVzc3NLS0tHR0dbWqrtbW15flqnma1tbU1NTW1tLQ0NDTweLyNGzcGBwdXVlaCpQwytQQOBNPr3OX8HrFcquiVCCSSrh5xV1VLc1mDsI0/LhAp+fx+RZ9KNqDqko3ypMoeyahEMdYllPeI5V3i3k5xH0820N032tU72iEfbZOO9Ayo+IOqNslgi6hf2D8uGphoE/T2yId6ZMr2bmWnQMXvV7WL+ju7RTLZkESu6pKo6qWq1kFV14CqRdTPkw73KEY7ZeOdMtWLW4d0okM6ob6HJ1fx5FMc+WdsXdK/xe1rbxIVT6zqkqo6BIq7RUU3b1+7d/92ZWVFbW19S2tnl0As7e3rHRwAtcxzKeTfj3NXB3eVSjU6Onr69Omvv/76xIkTJ0+eTEtLW716dUFBQUZGBofDAU4mJyfHzs7O398/Ly8vPj4+KCgoLy9v+fLlAQEBsbGxAQEBbm5u0Kfy8/MzMDCwsbGJj49PSUkBH+DQ0FA0Gg2ZZyEhIWFhYVC5A40TGhrKZrNtbW3nzZvn6urq6+sbGxvL5XI//fTT1NRUT0/PFStW7Ny5c+3atSEhIXZ2dhACZW1t7ejoyGQyHRwcLC0tAcr9/PxcXFxoNJqlpSWDwaDRaCwWi8lkWlhYWFlasCyIVgxTS6oR2RhFxGoTsdokvB7FCEXC65kb6prhdEh4PbophkUhsCgEirkhjWoOhD4w+Obm5lQqFSZjiUQiyGagrYrD4dBoNBT1hoaG0G7V1taG3Kh333138eLFUNpDUQ+NUzAXA+U74DsyxQojTiB4B2saIHkQrzGwLoA6HcllRUZbkeJdHdyRgFb1hClLS0uhUPg7T7/XAffN53peBdyFIkl9Q9O3334L/91cLjcuLi40NLSmpqa1tbW6urqysrKmpqampqa2tra2trbm+aqtra2bZtXX19fU1NTX11dUVLS3t2/cuDEyMrKxsRExB1YXUL5E5y6X9PdJe+X8LomwXSzjNXe313WIe2RjEmmfXC4XCKWtvB5Bv1w0KO/g82QKsVwm6pOJ+2RSqVgikcjEEgVfJOcJJCJ5f5dQypcoZL1DEvmASCwXSxQSmVQoE/RIBIr+UbF8pFMm6+mVKvolQgGvu5sv6R3u7B1pVQx0iCXSPplCIROJBGKJQijp/btt4r/H7Us2qaxfIu2TSPvEkl6RWCEUyYUiuVDYyxcPCGUDYoXk3sNbt37+4d6D608rSqqqqn4N7v+2H5gC3NXVMv8hvv8OcJ9Us4+NjfX09Fy4cOHUqVPHjx8/cuRIdnZ2VlbW8uXLuVyuh4dHUFBQfn4+m812dXVFxJFg55SWlpaamhoYGAgWAomJiUlJSU5OTnQ63dvbG4zGwsLCgoODHRwcrK2twaIgOjoa5puCgoLA/jc0NNTFxUVPT09XxyA8PNLV1dXLy8PB0SaFm/j++ys3bdp06tSZNWs+DAzk2NjY0Kk0Ozs7c3Oyi4sbiURxdXU3Nzd3dHS0tbV2d3e1tbUG3Le0tLZkWlmyGDaWdGumOdUcY4Kdb0tdzHE3TAmzSI+yTAtnpoUzk4MpsWzjBH9igj8xMcAshUNODabE+ZqwbbVszObjNd+1MMIwzPAUIt6CTqbTqeZkEpVKpdFoVDKFZGqCN8QaoPS0tTU1tJZqaGlq6WjrofQhwklLSwdnSDAk4JdoaWpoLZ6/YM789+Zqa2phDAx1dfUXLFo4e867ULzDKNbChQvBMRhsyICFh2IctDRz584FxIciHcF3uK+O7wDub7/99hu/jmdSF9JAQhMkVQmFwtHRUZhP/gMbqgDuPNl04K7cVTtxpHPieBUvPCXnwrlLJSVPhEKxUCSpb2wAcIchpri4uJiYmIqKiqqqqidPntTV1T19+rSiouKZ2qqsrKyqqno2zaquri4rK4MLQ3Nz87p168LCwurq6kAsL37uJYnU79NV7iKBVCqQyEX8XhlfKOFVN1U/q28VSPvFUsmJk0f27t395Tf7P92z/V9ffr73q107dm7dv+fzg1/s2P/Fv/Z/sWPfF7v27t6zd+/evXv3796z74vde/fs2bd37/7du77Yu3vP/n179uzesXvf57v3fb57754du/d88dW+z/f/64s923i8BrFIIJUp2oQiYX9ft6hLKuGL+O29Mr5UInqVTSIWwvaKxyMPkUpEkld+yF+wIX/IpO3lj5KLJ9/KREKJWAi3/94vlkhlfUKRRCLl3ym8euvWxfv3rz+rfFJXV9PS2v4c3IdgQnVqnfujR49AeNvf3/+bH6QX9S2/8TX5pcdPeizcHxoaevz48fHjx8+dO3fixInNmze///77GRkZBQUF4P+Vl5cXGRlJJBKDgoLS09MTEhJyc3OXLVsGycUJCQk2NjYEAgEIE7DnBYeZhISEuLi4yMhIJpOpqakZHR3t5+cXHR0dERERGhrq5+cH9TscSafTTUyInICoAN9QPz+2t4+LvbOFoSkqMTnui917P9mwNS422d3Vy9XZzd7axtPdy4pl6+7qxWJYe3mwrS1tvL08PNydnV3sLa0sGCwLOzsHBztnBoVpRSWzzDF47RlU3Iww9/e25Jle3O9RfztLUL5GUvGRrHKtovJDadlKRXmBorxAVrJM+DC76+f0qnPh57ZYbEvUDyPPcdKbTVr6JgmzgEkjEEl4Ep1MoVEtaHQiHs8gmlpSzE2N0DhDlIa+hjZWXxdjoIPS19XV1tTUROljsQQTTbTBEgNtHezSBYtnaS6ar7tIU3cxWl8Ht0RL890Fc+fMmztr1iywrIHRViS3D6ac5s6dC56REAI1a9ashQsXvvvuu2+++ebs2bNBWgNNVOBwEHIGiWl944034ACgYt555x2EnIHppxkzZjQ2Nk6pc//NM3O6IaZJahkE3Pff6d9+XZp9vDXnAn/D4+Hd9arDHRPHq3si0nLPnDlX/OiJWCQXi8X19fWHD3378UfrwsLCEhIS4uPjY2JiioqKnj59Csx4WVlZ+fNVprYQdhz+Wa62nj59Wl5eDrnGn3zySXR0dE1NjXo/FnF+F4lEyH1Yat1auUQklsskIiFfJpM0tzbV1TcKRRKZTGZvbxsTE5ORlZ6/PC89M215wbLs7Mz8vJx/b7l5yMqdemXn5GQtW5aXm5ubnZuzvGBF3rJcbZ2lxY8fAHcklMr4YpFIIhQD7IqFU0o2Qdap7nis/leo/2mTXJGnFoC+7IcSiUQiFattL32qP29N+brITqn4VW9lMpiME98tvHXr9rUHD++WlZXW1dW1tLT08IXyXkX/4MDgIID7Cw3V/xa4vyiEQPbzeDwwgDxx4sS+ffvy8/OzsrI+/PDDzMxMOp1OoVByc3MDAgKMjY3ZbHZ6enpOTk5GRkZaWlp2djZU7mD5kpCQECENNcoAACAASURBVB0d7eLiYmdnl5iYmJ6eHhUVlZycHBYWhsPhmExmREREdHQ0m80ODw8PDg5GvGjCwsJoNJqenp6To1t0RHKgX1hQUICVDQVtuNTSnpKcnvL+6o/i47huzj4WNJaLvbOro5O/r5+bi7uPt7+vT4Crs4eHm3swJ9DdzcnWhunoYO3p4WxnyzIxRJlglkT4M9ct89m43O7bTz2eXk3kl6T2VyUP16X1VsRIn0T0V0QOVUYOPQ1VFPsPlAT2Pw7of+Q3WBQwXBQgu+XVcYH94AvfowVOG+NJWcEEfyc9HOpNQ8wCGtnYikK1oTFoxiYMc6IF1YxoRsCZ4hbraWrqa2ujdFAGOro6Wnq6aF0UTgOF1iWg9Yy05y54a8n8ueil+hgNgq4WbpGWxgKdRQsWzUfsiEE/A03XOXPmLFq0SFNTc+HChVCJgzsNxLGCLQFiOjZnzhzosr7oK4mMOL3zzjvI3BNoJeFHb7zxxsyZM7du3ToxMQFNoD8D3BG1zL6f+7Zfl2Yfb88+37O+eGh3w8ThDtWJGj4C7hKxQiwWNzTUffftkXVr10dGRqampqakpMTFxRUXF5eVlZWWlj5+/LikpATantD/LHm+Hk+zkIOLi4tramrWr18fHR1dX1//Anb/Iq2ZDkTEYrFAIJBIJHDb1NQEpggCgcDPz+/27dsDAwMgQlMPmn+tBVdZ+KgODg5aW1s/fvxY8vyqMwm1JRKZRDLFb6sO5c//xqmPfPmCYCzYplvq4I68+iteOf7whbz071vwXy+VSu/evXvr1q0HDx6UlZUBuPP5fIVCMTDwx4H7H7XUR6Umfs3MlJWVffnll0ePHgWbsKysrGXLlq1cudLf3x+Hw7m4uOTk5Pj4+DCZzNjY2OXLlwNpk5WVBUNMiYmJVlZW0FwNDg6mUql2dnYxMTGgO46MjIyLi2MymWBjEBERkZCQEBoaGhQUBIwN0Os4HI5MJru4uAUHRoYFR7m4OtAsTMwpeC+2izfbJyAw1MXZ28PV19XZw9eH7eRo6+Hp4uHh5uzq4u8fGBYW4efHdnN1dHN1dHd28HZzcrKj2bJwZJN/ervMO/Ilp6duo7R5nbx+zUjLyuHG5NGm6JGGyOFazlBV4EiV3+Azr/4y175S58FSl8HHzgNFDgP3HWHru+cuvMnuuRnSfSey8kLggQ/N/CxmMNEzGIaLrEyNTA3wTDKTTmVSKDQzkrmxqYkZ1VwPo69voINGa6F0NVA6uro6Bpq6KJQRQd9Qb4nmAp0lS/QW6WgvROnrYJboaLy7ZI6G1tLZs2fPmDEDtDQw3Qq0O+IiCeYEMP2E+MIjxvEw9/T222+DOQHo6BGUB0wH6AcJPGIXDHU9mBOYm5t3d3e/1qn4cnB/0X7ALmbn1guCvbd7EXBf92jwi/rxwx2q7+uE4dyc06fPFj96IpX0SqXSxsb6I4ePrlu7PjQ0FKz8ORzO9evXb9y4ceXKlUuXLl26dOny5cs//vjj5cuXL1++jOy58uv14/N16dKlH3/88erVqz/99NOjR49WrlwZHBxcVVUFH2np87A9xItG/QM/CaHAEBjY+cbGRkhnlclkjo6ORUVFKpUKXHrA12H8NdfY2Fh/fz+8w8Ca0mi0yspKdXeEF3+l18U75DIm+fU3lT9kTfV156/A9xc7JL/jSWQyGfzP/i+Bu/qCcwhZhYWFX3311ZEjR86fP//BBx+sXLnyo48+Sk9PhznPrKys7OxsmPuAFmtKSkp2dnZOTk5mZmZycjKLxYqIiMjKyuJyuf7+/lQqNTw8nMvlwlfp6OhoPB4fGBgIH9HY2NioqKiQkBB/f/+YmBh/f39fX18ajebk5MRmsz08vMJDo4KDQiytLFxcbe0dWF4+7iHBEWwfjoujl4ujh42VLZvt7e3j5h/kExrO8WB7BgQF+gX4s9nevmzPAF9PtpudA8vU2Qazepn7gV0BxT9zFd0fjghXDrSlKdszxtqSh+pDR+oDh+v8hmt9hirdBytchp45K6uch8rsBktthh5bDxdbDxdZDd5jKG7RxDfIinuW/Fu0rmt0wU17/nXvwn3We3OI6d4oc803bMwNrShUYwKRQrYgk+gMBsvY2NjUzMTQCI1Da+prL8Boa2L00Dq6BnponIEhWkdP20AHpb1IW2Ohlr4eRkNfY86idw0wKA0Njbfffht8g3V0dBYvXjx37lyYawWtJOyZPXs2OBYgWaxQmINfDdiKIbU8gDvgO9TpcDBiFQmwrm4Tv2fPntc6i34T3FWqcdX4BDRUAdw//UEE4J5zoiP7fM/HRQO76sa+61SdqhcBuD8uLpNJ+2QyWVNTw9Hvjq3/eANSuUdHR1dUVNTV1SEd1Fq1hexBmqvVLyxkf0tLy8aNG6OjoxsaGl5EIkDqF9EB2QM9WIlEIpfLGxsba2trpVJpX1+fjY3N3bt3IVle9dyMb7pv0i//Rg734XloNFppaemUmPUS/Hp1aPsPS93pnvC/Urn/h8guUQP3wsJCAHfo8fxvgPukamJkZOTOnTtHjhw5fvz4yZMnP/jgg1WrVhUUFCxfvlxPTy8wMHDNmjUJCQm+vr6ZmZnLli0Dtj07Ozs+Pn7lypVRUVEoFCojIwOkkwDW8fHx6enpEH3JYrFQKBSXy2Wz2WDfGh8f7+fnB3R8cHCwnZ3d/PnzAdy9vLxiY2M5nECWJd3VzSGI4+fv7x/oF+Lh6uvl7s/2CnBxceEE+7t7Ods6WQeGBkTER4REhnr7+wQHB/l4uvh5OLjbE/E6MzZ94M5r/FzK2zAoWDkizBhojxjpCFPxwgeqfVStIeONQWMNgWN1viNVHoPlzsPljuOVzmPlDiMlVkNFTGURa6zIUvmAqSxkDt2jiG+g5T/jem+YyC4T+69aSS7ad13wKjvsuyXNGDt3hoXREkuKuQWZTiMzKSQq04JBpdPMSCbGeD209nysloYRygClh0EZ4PAE46UaWtpa+ig9jK42SkdHZ6nOYg29RVo6migUSkNDY+bMmUuXLtXV1YWaHaL7EBYeSnX18Sig4P/xj3+AXl7diGZS/Q6dVeDiQSQDYa1wB5qxM2bMsLW1fS3a/Q8B9521o1C5h6VmI+Aul8ubmxsB3KEfk5CQEBUV1dLSgnQ7JWre6+qMynQfWulzEzGoUrdt2wYxe0jNjphBitTCOmTPl/pLgKhGKBTKZLKmpqa6ujoo5N3d3R8+fIiwnZBr9vJ378UF1Tri1qlSqZhMJmJYog5hrwJzkhdo90lP8ocj+6v/hn/xesVfCflOpg7utbW1f3dwn1QgwB2RSHTr1q3jx4+fPXv24MGDW7ZsWbVqVX5+/sqVK01NTfPz8zMzM8EkYMWKFdnZ2StXrszJySkoKICKnkgkMpnMgoKC5OTk0NBQJyenlJQUcAKJjY3NysoikUienp4w2QTHRERExMXFhYeHh4WFRUdH02g0BoMBQUscDicgwA+Px7m5O0VFh7m7unm6eyXEpoRyop3s3bw9fR0d7b3ZHpzwwLDo0Njk+ODI0KCwwPDIkLDQwEBfJ1PsPG6M1f3ra7satimlW/r5uQOdiePCOGVn6HCzr6o9cKLZf7jGd7DKd6TKb7w+QFXvP1HlNVLmPFxiN17mNFZiN/bIbvSh1chd1vDP9OHbjJG75KG72JG7uPGbJsorZqortL5zpL5LTP5F25YfAn7Y4ZYbZoKZP4NmhLEk01hUBoVEpVDpFBqZYk4wQmsZ6mrgdXXQugZ4QxOcofESLV1dPTQKhdbW1tXW1tTQXrRUa6GGxhKYe5oxY8bcuXO1tbUB2aFyB6DX1tZetGgRwDTiGwzM+7x58xYsWACm8EDEgy4eqd9htBXmm+AZgIIHlgZwH4BeR0fnd5xO/yEts6tu7HCH6mStAMC95HG5XNaPgPu6teshpzchISEsLKytrU2sZu+l7vCF3J/uQwvYDUitUCi2b98eFRWlbvkrUbsASF9QQyIvBL6SMOwqFosbGxvr6+ulUqlQKGSz2ffu3UPYmN/9IYU7MDCsVCppNFp5efkkIkX86+7oy7EMeeCLjeI/HILVf0OxmpfDH/sq073udDtf/e9VB/fbt2//L4G7OvMOp05VVdW5c+dOnjx59uzZzz77bPPmzatXr/7www8jIyPZbPbatWtjY2NJJJKLi8uKFStWrFgBfo0FBQUffvhhRkaGtrZ2WFgYmDfB9BCXy122bBl4M8XFxTk7O8fFxYFla3x8fFpaGgwxxcbGpqSkwNwpjLyCIXBcQqytvY2bm0tAQECAn39IQHA4J4Lt4eto7xTCCQ4KCggI8g2PiYiIiwmPjQ0IDolLiA0N848I8XK0Rvu7696+tGxIvGtUtm5CvkIpSB3uSlAJU1S8+OEGjqo5VNUcpmqJGqsPVVYHjVT5j1b6jz/zG3vqPVbmPlLsPPbYWVXsqnroOF7oMH7XduyO3fjPrLEbxiNXDUcumY3+QFVdYQycMR36gaD4gdB+ktDzo9v1nY7OmBksg5mWRgaW5lSyGZ1MY5lTLahUMtmUYIJBYbQ1UVo6psbmGCxBS89AH4PVN0BpaWnp6GhpaixavOg9LBatr6+vra0NqhhwE4NEQCTSD3xp5s2bBzkbEOIKqA0m8pCvDZp3MBaGUCrwOQDKHrTwYC0JWK/uW/DGG28sWbJEXZs7JV0w6XR6Cbi/YkP1i/rxb9tVx6t7JoF7U1PDkcNHP/5oHUyoJiQkhISEtLe3A0BLX+LtNc0C9EdK/s2bN4eGhlZVVSHPI1ZrV4KP2JSrq6tLKBSC87DkeUNVIpEIhUJ3d/d79+4hg2Dj4+Ojo6Ov/n4iC7KxkGPodHpJSYk6Wv0ap0QSyRSXtEmXAeTISW/Ly5FOMlWzdIr3/NdN1z/1O8HvW/9PgLv6aymVyoGBgbt373799denT58+evTounXrVq5c+f7772/evNnBwSE9PX3NmjWxsbHGxsbh4eGQjlRQUPD+++9nZmampKQsX77cyckpPz8flMimpqb+/v7JyclJSUkZGRl5eXmOjo7AtoNKMjU1NTg4GEz+YGqJSCRaWVlFRkZ6e3snJibGJcTrofQ92T7R0dGR4VEBPv4BPv4J0fHBAYFeHp7u7q52Drbe/j5J3NTYxJTouOS09MzYmPAgf3sDrRk5qazupj0Dws+Vkg8He9JH+EkqacqEMHmclzjRnqhqS1S1x4/WhY3WhY3Vh4/XhYzVBisr/UcqfEfLfcaeeI6VeEwUu44+cFTetRu7az9R6DDxs53yOkN1k6S6bj52hTryA3X8CmPonOnYj4TB86j+C2jFBfPea75PvmLvzLI2fm8GxUDLmspkMOxMyQwKhUajks2N8QY6mtpLl5gYGROMTJZoaesaoAxN8GisgY62pvbSJQa6OrraOhoaGhABCBiNx+PBdAzcCyBYCsgZcKQBIh7sJAG1gYKHYhxE8TDxhEy3AvMO/VWYaJ07d+6MGTOgun/rrbdgWqqoqGi6Rt90p9PvlUL+G9wPtU0crex6Edy/+/YIgHtqaio407W3tyMArU6kTPfRhT2/cuyVSCQSiUwm27JlS2RkJBTdUHe3tbU9e/asuLi4qKjo0aNHiAgH0duAGqesrKypqQmBgNbW1ubmZrjeODs7FxcXq1SqsbGx3/25hgoM4XPGxsYsLCweP34MfxpCSSG93+nAHfG5fN4fFkmlYqn0l4vcq8Pu64I78p7/9cj+kpMBOQ1eHdzv3bv32uC+bt26oqIiBNzHfyu48nUrqVc5dZCvjTwe7+LFi5DO8dVXXwEbs3bt2oKCAgKBsG3btvz8/ISEBAsLi/T09A8++CA/P3/VqlVr1qwBcsbPzw/cxN5///2YmBgSiQTeqklJSVwuNzw83NjYOCEhITw8HFwkc3JywsPDIyIiMjIy4uLibGxstLS07OzsQGkTFhbGtGSZk0mBIaGhoeFBAZwg30A/T+8IDic8ONDdzck/wCc5NSk2MSE1IzsxKS0zY1l8bFxaPCfIyzQpwrC97tMBwcYB/oqB7lSVNH1cmDouSBrvThrnJU50JI23Jo41JY81xI43RIw1BI/VBimr/ZVVbOUzn9Fyj7Ey19ES5/Fip7GH9mP3bccKbUbvWitvW47eok/cIo1fNx35yWTwqsnAj2ZDl8yHzhsPnzFUnkIrjuiJjxEEp+1+2syKs36HunSGI8mMSrYwNbeg0lgkcxrJzNzUxEhfTwuLQ+kb6OljUXpYlDZKRw+lS8DjcPqYhXPm62r/4hmpra2tr68PzLuOjg4gO8S0QqkOs07z58/X0NBYuHAh4D7k8wHiI17BMOAKI07vvfcekDMgbAcQR4AeiJqZM2cCTV9QUKBSqWCUCU6Y8ec5TdOeUb8A+8SUtAwyofrx3hu/DDHd7v3shizz6C86d2ioHqvqDk3JAnBHGqpHDh9d++HHoaGhYDvK4XAaGxshhqmqqqqwsBC0MVevXoXbq1ev3rhx48aNG9euXbt69erly5dv37599erVmzdvXr58+e7duyUlJZ2dnfCx37p1a3R0dHV1NYB7b29vR0dHWVmZ6HmQk1gs7u7ulslk3d3dg4ODEolE9DwPRCKRDA0NAQo0NzfX1dXBThcXl4cPHyJv2u9eCGsK/4TKXayWPSJ+rm+RyWQSsVAmFfJ7uqQSkVwqk0tlUrFMJBDLpQqRQCwRicVCkUIuFQp6xCKBTCqGpkV/fz/wS8h3IBjgkkgkQqEQqCr1PRKJBGzx4eEQdAWdCblczufzkd8KdsLxyNAvvO2vAsevWF+/eOTQ0FBzc/PAwEBLS8vw8LA6TE+qAyDD6+XgLpPJANwfPnwI4N7a2srn83t7exFwhz+wtLSUx+MpFIqkpKQZ69evB3CXPg/r+GvAfdJPQSdTX1//5Zdffvfdd6dPn96xY8emTZu2bt26Zs0aKysrNBq9du3adevWZWRkREdHr1u3btWqVVCPZ2dnFxQU5Obm4vH4zMzMrKysFStWxMXFhYSEpKSkZGZm5uTkZGVlWVtbk8nkqKionJyc/Px8cI7Mz89PT0+HcszNzc3BwSElJYXD4QQGBsbFxdnY2foFcYJCw6Kj4qMiooP8/MODguIiw4L8vUNDAuwdbSKiIvOXrUhJTs/Jys/NyEuOCTHSmxEbqDcuOzrQs2lUvLKPl6iSpY3x48cFSWP8xLGu+FFe3GhH/GhrvLIpQdkQO9oQOlofNFoTMFLNHqn0GnnmrnzqNvrEebTUafSx/WiRrfKB9eg9q9FCpvJn5sht6tht0sgNk8Hr+IFrhP6rxoOXicPnTEdPEVTnCKqzmOGTOqJjWOEF17oTEZ8lWJAWzaDgDZhMSxqVRaYwqDQmiULG4FB4Y4yRKU5Tb6mG7lIUTh+NNdDX1cNpY4xRhPfmzl+0aBGBQNDV1dXX158xY8asWbMgrxVCnSDpCcwmoTyHmFYYYYX+KohtYOIJiHhwgYdxVqjfQRUDZA4AOpiXATkD0homk9nV1YWcMJOEH1OfV68J7vt+7vv8pvzVwR0sf5OSksLDw5uamoRCYXV1dWlpaUtLS2tra09PD4/Ha2hoqK+vb2lpgSGmqqqqjo6OxsbGpqYmsJTp6OhoaWkBnXtLS0tfX9+mTZtCQ0Obm5v7+voAvIRCYVlZGXz4RSJRc3Nzd3d3dXV1e3s7PANU91KpVKFQjI6OKhSKnp6empqaxsZGgJj/BrhLpBLR4IBCLBKIRQKpWCISCIV8kVyqkIplcqlCLBTJpTKpRCSXScSiHrlM1NXVJRKJenp6WltbFQoFPBW0ECC8UCKRdHd3Q1YtgKBcLocfdXR0AAIC7vf29sKFELIPoWAFwgoeCDCKXAj/VHCHa7BUKh0YGECs5crKyqqqqurr64VCIaJxgj/tJc8M3w6Blnn48GF5eXl9fX17e7tQKOzr6xscHBwaGgJwFwqFLwP3P5CWeV1wVyqVFRUV+/btO3PmzOnTpz/55JNPPvlky5YtGzduxGKxzs7Oq1atWrFihYeHR1RU1AcffJCTk5OTk7Ns2bKEhIScnJzQ0FAMBgOhd/7+/tbW1t7e3ra2ti4uLt7e3u7u7tra2hQKxcbGxtnZ2c/Pz8HBwd3dPSoqisPhgBTS2dnZw8MjNjYWZpo4HE5IWCgnLJwdwImPS46JimV7eoUE+MZGhYaFBrq6OcTGx2Rl5+bk5GVn5uSmp2cmxKVGOkd4z396J0Ncv3qQV9DbkjjSlaDqy1TyIsd7Ysa6o0e6o5S8SGVHxGhb5EhL+EhzmLIhSFnnr6zxHa7yGn7mOVzhNlLuCuCuLLZTPrRRPrAcvccaKaSP3LEY/pk69LP5wC2Tvhv43mu4gav4wUsE5TnC2Cms6ixm5OiSkROLBk/rSr4ndhyzPl9gGEmeYY1/14ZmQjUnUcgMMo1lRqNhjdCGRii8sYG2wVIdA20MAYvGYnS1dbBaaCN9vOZSrUWLFmEwGAwGo62tPX/+/JkzZ4LjGOIhrK2tDZW7hoYG8ObgBQ8oD5T6ggULgMAByAZmBuyFZ82ahdDuc+fOBbsxZIr1zTffnDt37syZM2GE6vz586rn3/CQFJeXnVe/C9yzjrUBuO+sHUXA/cyZcy+Ce2RkZGJiIshqW1pahELhw4cPq6qqGhoaqqury8vLq6qqWlpaamtrb926lZ+fHx0dvW/fvvLy8pqamoqKivr6+qqqqrq6OpC1wH4A97CwsIaGBsAmoVDY3d0NPmKlpaVHjx7dvn07zGmnpaVt2LBh586d169fB1tguVze398PhVtTU1NXVxfgwp8N7pJfB70CuAsFPSJhd3+for9PIZfKhHxBr7xPIpKKBGKFrFciEsulMpGQL5WIBHyeVCIYHBxEUBjqWShsoQaHQru/v18mk/X09CgUCpFELJZKBCIh8On9/f1SqZTP5wPEw7vXp+jt5nXxu3skIjEU9d3d3f39/T09PfBrQ9DVlEj6chCfDtZf3AOICo7NEonk+vXrvr6+pqameDzex8fn0KFDcBj8pS/X9auDe1FREYB7W1ubQCDo7e1VB/fJlfuGDRvAOOwvBnf1kwbhBJ89e/btt9+eOXPm3LlzO3bs2LBhw4cffrh27VoCgeDl5RUVFRUcHGxqagq2ukZGRgYGBhBIRCQSlyxZgsFgDA0NyWSykZERCoUiEAgoFAqDwRAIBCwWq6ura2xsjEajCQSCmZkZJEqDHzpEGunr68MzWFlZ2draotFoLx/vkIjIuKTk0JBIP7Z/fHRMXFR4kL93SLB/QlJ83rL8FQWr8/OXrynI/+SDvAAXiqnejN62bcqu1SrJh4NtaWM8rkqQPNEdo+wMH+0OH+0OV/IiRjrDRzrClG2hylaOsjlotD5gtNZPWeM7Uuk18sxT+dRtpMxFWeqkLHEEcB+5z1IWMkfuMkbuWAzdpgzcNu+/Rey7YdL7E37wR8LQD3jlOdzYaf2hY4sGDr87emrh6FktyVFt6Umi4BjrwWesRKf3rIzmW5jgmBZWNIYt2cLSnGZmQsZhDLXROB0cHmtIwKOxGDQKg9PDYXQwOIwhsC7wzhAIhHnz5mlra+vp6UFGq6amJhTyWlpaurq60FYFWkZLSwu4dTAqAAk8TDYBLw/zTSCER3wo3333XYjbBs3MzJkzYQYKHp6Xl4d0AmEY5zdOqtenZQDccy8KANwPd7wM3GHqLTY2Njo6uqWlRSKR3Llzp6OjAz5vwIM3NTVVV1ffv39/1apVYWFhu3btevDgQf3zBXNGVVVVra2tIIRXKBSbN2+OiYmBIabe3t7u7m4ej/fs2bMnT56AC+knn3yybt267du3b926df369WvWrMnJyTly5EhtbS2UbwCyDQ0N4CT8l4E7Ul1KJBKpVNyrkHTx2mRSsVDQIxIIpWLJQN8gWKpIxTKZRCoVS+QyiVQikEoEcpmosrKitrYWngEKWD6fL5fLe3p64MoB0AyvJRKJBCKhTCGXyKR8oUD8XOYPJTl8yxGLxUK+QC6VDfb/f9ydd1iTd9v+497sDWGP7EUIIeyVhOXe1bZu2z4db3e1de8t7gGCuEWtVm0V90YRkSGyZJN133f2JJDfHxemuKj2sc/7vL/vkcMDQgSMySdXzuu8zksrk0iBsxqNpqGhoby8HN4VvUnsfo9whxdd+LS8vHzUqFGzZs06fvz4uXPnvvjii5SUlLNnz8I7D61W28PPfamhaq3crZo7wF2n08F7lIcPH74G7iiKqtXq/2Tlbp2qAAm1s7OzqKgoKytr796969ev/+6772DodPLkybB9NDQ0lEajeXt7k8lkWE9KoVACAgJgt7Sfnx8kAFu3EUG+eXBwMOy0IxAIQCjIwvX19fX39++eiwsrpGH9tJeXl4ODA4PFjIqLHT5yxKRJH3wwaUpGSurw1JSPP/pg3LgxM+bM/fKb73+at/Dn+T998/m0b+cOHxHnuvxrqr7pO3XNVH3dTEvbF/qajy0tM8xNky3iqe0t49tbxpuaJxkbJ7U3TmxvGGd6Ntxcm9FRNcr8ZJSpfISpdHh7SUb7o1TjQ6GpKNl0P8l0L950J9Z4M8p0I9J4Ndx4haO/Eqq9wtAU0DQX6NpzVP1vJMPpINOv+PYTzuYTDu359qbjDpoD9vJ9DsoDHuqDPs059N3/8k4IwEUSXKNYzDB2FJXFDeNxmGwygegX4I/39/cPCAz2DwgKCAgiBIQQAkKgoerp6YnH4wMCAvz8/CAQGNY5gSyDx+PhY3C+DxgwwLqfD/qukClmdc5AIQ8RNCDmQFyw1QVvnWCCT2F3K+yHEggEZrO5uxrTM6r+fbjvb7YcqhC9Ce6TJk2C7IHJkyfX1NSgKFpQUNDc3FxXV1dYWLhmzZrt27c/fvy4oaGhqKjop59+mjx58tKlS2/evPno0aPLly+fPn364sWLZWVlEAsMwTJqtXrZsmUfffSR1QoplUpbW1vLv7BJfwAAIABJREFUysqKioq+/PLL6dOnJycn0+l0ULo4HM6kSZPmz58/c+bMs2fPyuXy9vZ24CPIMvB0/g/A/SXAYRiikMvu3L529MiB3JzsnOx9VZVP21pEOo0eQ+RSsQyqaRSRKuQyDJVIxC3Z2Xvz8/NRFG1tbYV/gkajgZpULpdDia3VaqEKVigUMhSRyTGRTCrFUARDlWpVS0sLhmFqtVosFoOmL5chKkyOiCUKTA5lb2Nj49mzZw8dOiSRSNra2uA14H3B/U1XWsWl06dPJycn79ixA7ovmZmZI0eOnDdvXllZmUQieXUCuQe4Q+UOL+ESiUStVuv1eqPRaDAY4E3Mw4cPoaE6c+bMP1MhrXD/dx4HLz0mevhu1gxIy/MoAq1W+8cff3z77bc//vjjqFGjGAxGWFgYl8sNCQlhMBj+/v6wOJROp8MyUki7JRKJQUFBNBotMDAQNpcGBQV5enp6eHgQCAQSiUQmk2FzNEgNJBLJz8/P3d09ODiYTCaDp9vHxwcQ7+HhERISAj4QT09Pb18fX38fQQo/MjIyOjJq7MhRwzPSRo4cPnb8uM+/+m7xinU//rRg4YJ5KxZ8Mn0cOW/LuA7JJkP9XEvrVHP9R8baDy0NMzoaPjTWjW9vGGdumtDeON7UMMHUMNH0bIK5doy5ZnhHVUZH5ciOilHtZSPaSzLAJ9NeJGx/kNxemNR+N850K6b9ZpTpGg/gbrgcqrtE1V+k6X9nGs7S9afJhtNBxlNeplMuuuP2+mN2ukP2hsOuxkNuyn22imwb1ZGgom2Mz5N6p9LteeTgUEYEmc4LDecwQimEEH9ScEBIEMHfL9jXLyAomBASFOzthQepHcaXvLy8QJDp168f7F+FfX4gy0AJ7+3tDUW6dSu3h4cH5Lzb2dm5uLjY2Nj0798fynlbW1torsKiD9DWQaIBV+WwYcNguAkEHBsbGx6PZ60Duvfe3/ioewPcX4r8/XPN3mXl+gL5S3A//ET8JrhPmDBh7ty506dPnzx5cl1dHYZhly9fBg29oKBg9uzZX3/99alTpyBQbNOmTbNmzVq/fv2DBw+ysrJgIfvEiRNXrFhRWFgILwDV1dVKpXLZsmUffvhhVVUViqLQKBOJRI8ePaqpqfn555+5XK6zs/OIESNYLBYMAaSlpcXExHzxxRdnz55FEKS9vR1Kxbq6Omjz/q/AHUVlDfU1ixbOmzB+9NQpE+NiYq9evtLwrFGBKeWoQo4qVAqlWqVoaW7EUAmKiBrqa37+ed6FCxfgnwzFu1gshsraKkbDoBaGYRKZVKnVNIvaVDqtFENbRW1iqQRmOEGQwRBUjmJyGSKXIa2NTVqlCkNQsVjc2Nh4/PjxgoICrVYLAwHvC+5vOtAG0Gg05eXla9as2bFjx9GjR48fP37w4MG8vLyFCxdGRkYeOnSora0NXsZ6+FZWWebq1av37t17/PhxbW1tS0sLiqJ6vR60SqPRqNVq5XL56+GOIAjsrnxf5y/fBFj9VfCMlUgk+/btmzlz5r/+9a/09HQGg0Gn0+l0ekhICJfLJRAIwcHBsIOJSqUSiUTYWQGx5kQiMTAwECp6Go3m7Ozs4eEB14M44+bm5uvrS6VSQ0JCgoODAwICYIVFSEgIrBuF6HMPDw/4koeHh5+fX2BwAIkSkpLGFwr5ifEJKcn8+NiE5GTBiDHjp077dO6/fvj88+9+mffdlDEcfkTv2vs/Sko/1VdP1z0d2143wSKebq4dZ6wdaxFN09eMNTd80F4/2fRsgql2vLlmfMfT8R1PxnVUjLaUj+osH24uTTeXpHQ8EnY8FLQ/SG4vTDDfizPfjTbfimy/EW66zjFdDTNcDjVeorX/QTT/QWw/TzaeJetPk/WnQnSnAvSnfAz5nu35XvpDruocJ0Oec/shV/1+R8keR/Hh0N+XMz6KcgoP8OCG8sLCE9lh4ZxwFpUYzCBRKERGUCDJ1y8oKCQ4IMjf09MdXuQcHBx8fX3d3NzABwkmFvBHent7QwgwoN/Pz8/Z2dla2lvnVyE5Ehqt/fr1GzJkCNT11uhgsM1AABlsdLLu7evXr5+TkxPcLCIiAryPnd0mmf+G5v4muG+9pHgJ7nktXUNML8F9f07ewl8WQZ47hBQ1NjaCR62tra21tfXcuXMTJkwYN27cd999l5+fX1FRceHCha+++urIkSNlZWWHDx9ms9mw8JZEIq1Zs6a+vv7JkydgSwcrZGVlJWAdJIjCwsKioqI9e/Z89tlnnp6ekydPplKpsLVq4cKFCxYsoFKpdXV1Go0GKneFQtHQ0FBZWfkfkGVeIrsV7o+K72dn7XxS8bipsW7DuvVXL1/ZvXPPkkVLly9dcf7s7wpMfu/u7fXr1ixcMO/M6fyrVy7u3r2zsLBw48aNBQUFMpmsoqJi1apVS5Ys2bBhw5kzZ+rr68+cObN58+bTp09XVlbm5u2fv3DBohXL7j643yaVXLt1s/pZHYKhlZWVjx8/rqupPX/mt+2ZW5YuXHTz6jUVgrU2Nm3ZnLlq1aqTJ0+uWrWqqalJLBar1er3KMu86UALF4SylStXXrx4Ef5zm5ubS0tLz5w5Ex8fn5OT09DQIBaLoWfQA9xRFLXCvbS0FLrrcrncYDCAywB85P9FcAep3fJcmWlqatq0aRO4ElNTU3k8HolECgkJAQWGSqUSCAQWi8VkMplMJp1Oh91DZDKZx+Ph8Xi4xs/Pj06n+/j4kMlk61oi2EYNlTtcCTW7l5dXcHCwt7c34B7KeV9fXwcHByj2CYTg+ITo+ITolBQBn8+Pj4tJSkjk84XCtJH81HH81HEjho+f8+E4pj/um49c1NXfaZ58aKqcZKmbZKmfYKhMtzSO76gbq6kc0dkwxfRsUnvdJFPt+PbqcR1Px3Y8GddZOq7z8WhL2cjO0rTOR2kdxakdDwXmIn77g2TT/QRTYZz5Tqz5VqT5ekT7Na75ShfczX+EdP4e0nGeZDxL1J8h6k+F6E4G6k8GmE74qfNcdAfd2o94GfKc1dm22n02in0OLbtdJccSP43AMRxwEXRGVBSfHsoJj+DGRkQwQkjBASQyiRUSTPb29QkMDqAzKcBuX19fX19f2Mvq5eU1ZMgQe3t72OUE06qga4Ez0sXFZdCgQb6+vh4eHrCSEGQZqNNBdre1tYV93DY2NlDCg2LTt29fWMoKs0tDhgyxs7ODEt7JyWnw4MFcLtdoNFrV9s4XB99e86h7R7hvKZCvu4h1h/uBZsvRJ6+H+4KfF0JO0UcffTR58mRwLNy5c0ckEolEoj/++GPGjBnjx48fPXr0+vXrHz58ePPmzQULFly7dq20tLSoqCgpKQlELS8vrw8//LCyshKC3TEMW7du3YQJEwD0SqWyra2tqampoqKiubn58ePH+fn5U6ZMcXd3x+FwNjY248eP/+233+A9BMy4gtlOKpU+e/YMbO//GbgjLySYSzBUcuhg7pjRGZ/OnvE/X32xe/fu+vr6nOzcBT8v/Prrb5cvX3nn+u3N6zesXrXil59/PH3i2IY1K7du2ZyVlbVkybKbN28/Ka/I3LR51ao1P/00/6OpHx7Yn3fixKlvv/0+MzMzNzc3Jydn7boNixYv/Z+vv928ZVNl1ZMlS1fWN7TU1T/74+LvV69ePn702JJFS9euWDNnxse5WbsrH5dl796zbNmK5StWbdm6/eDhQyKxFMMwKJbfF9xfm8HQ3dNZVVW1ePHis2fPlpeXnz9/fu/evffv38/Pzw8NDd28eTO4nsAU9NrTPVsGZJnulbtOp4PK/VW4d63Zu3PnDvxy0FB903/we5Tjrcf6RDWbzQ8fPgQ/wOTJkxMTE+Pi4kJCQkByCQ4OBs0dhBeQ4Mlksr+/Pywh8vT0DA0NBYUduqYMBgMUGOB7cHAwnU6HwpNIJPr6+sJSOtAZYHURgB4W0Xl6enp7e7NZoalJfGFSclJSUmxSTHxSdEJyDJ/PF6ZkJAqH81NGj0oZmxFJ/2q8+5Ozo8U3BMq78Z2laZbyDMvTkZaqkR1VI0xVw41VIw01Y0x144y1Y8Eb014x3Fw+vLN0RGdpRsfj9M5HaZ0P0y1FGZ0P0s0PUvUP+Lr7ifrCBP3tGNP1mParkR2XeOZLXNOlMOMlhukC2fQ7wXieaPgtRH8mWP9roPGknzHf23jUy3jE3XDQVXfASXfASZtnr82xVWfbqrMcxDt9Ls0LGBuMiyH58CJiQyNjGBxOdFhoAjc8MIAQFEwOCiBQCEQymYj38fDx8SESibB029/f38vLi0AgeHh42Nra4vF46En4+/uDOAPOGT8/v379+oHm7uLi4uTk5O3tDfEDIMFDXDCY4kF8B2sNKAw2NjZQ+/fv3x98NUOHDrW3t3d0dBw2bBiLxXr69Kn10dKdMq9/RL11/ED01E2rf5VkFsjXXsS+PNz05a/ipXd1W592HGzqgvvJk78+KCrB5Gq5UlFTU5WTnQt57uBzByskiqKFhYWwz7q8vDwzM3PKlCmjR49evHhxSUnJ3bt3P/nkk9u3b1dWVjY2Nk6dOpVIJHI4HD6fv2DBAljWUV5erlKpVq9ePWHChKdPn8IzUaFQNDU1lZSUSKXSq1evrlixYvv27fPnz//ll19Wr16dm5v75ZdffvHFF1evXgVXidFoBOGiurq6pqbmVZ/7Oz1zX3yyd1gsXX+902Lp6LSEcbj3HzyUyWQYhkglrQpUrFUgsrYGLdbWVl+5fs3yxb/M27Zx4y8//Xji1MmnVTUL5y36+INpU6fN3LptR87u7IIz5zCpRIlKm6qffjF7Zkx05I4du5qaRVIJlr1zZ/6hQ02Nouqq+gN79hbdvJW3//CatRvbWlp/P392b9a+0rJKSZu8ouzpurUrfz9/Jif7qFSqeVxWevT4ofLKkkOHDpw88ZuoVXrscPbZM4cOZGfn7tvf0CJqlqGZO3bfKSqSyVVSGSqVImq1FkPkGCJ/Ifkdlm+8pwMGVqlUWl1dvWDBgvPnzxcXF+fl5f38889XrlzZvn07h8PZvHlzVVUVmHx6ePGAF4nulfub4K5QKP4C7j3z/e0fIm9zrA87nU53/fr1r7/++pNPPpkwYUJsbGxUVBTI67ADmsfjQdlOJBJJJBLAHfQZEomEx+OhtKfRaNAjpdFocA28QgQHB1MoFCKRCO4aQBiBQICeIYAMVo+6u7vDkmg/P7+4mPiMxLS0pLQkfnKcIC6OH5XIjxYIBMKUjLThY9JSRwyPFyYQHU+tjW29KJBeZOlvhRrvRLTfje4oTugsE1oqMyw1IzrrRpvrRplrx7TXjG6vGmV+OtL8JKOzPL2zNM1ckgJqTOeDtI77aebCFFMhX3s/Tn0/RncvRn8n2nQ9ynyZZy6IaC8IN10KNV6i6S+QDL8TDecI+jPBhtMB+pN+hhPehuN44xF3w2E3/UFnILtmv50qx0adNVS7Z5Bmr6toN2vbR+7pDI/YiIiw6FgKmxPDYceGsYNDiGQ6i06iBfn4+fv7+vrjiUQivDo6OTnB3QLvkKD0hvsKes5gjgTc9+nTB5LfQY739PQERkMuDdTp1t2tzs7OsJoVsoWHDBkCvVaICAaVBpyUtra2RCLx4sWLEJACb/V6mGCy9Ax3i+nl+IHTkswC+eqCLrgvu6PbXtlxsMly/BW4V9e+Bu51dXVWuLe2torF4qKiom3btn333Xc//vjjr7/+WltbO2fOnN9//x3sMeHh4YDmI0eOnDlz5tmzZ0+fPq2urlYoFCtXrpw8efKTJ0/AtyaXy1tbW0tLSzEMKyoqysnJWbFixaeffgqLNVavXp2VlXXr1i2AuFKpNJlMYA8HuCOv+Nz/Btyt9+hr4S6RSBQKTKlAMFkbKm5SSBo1sqaHty7v37e7sqxE1NiYf+Rw3uEjO/bsPZhzKGdP7vQ5n567cGnetz82PqlWopi4pfnB9Ws7Nq7/+qv/yd6XW9/Q2twkmj5pcnN1jVgkv3e7aP/OXcW3bubtP3L33kNUIl2zYnnegUPNLRKlTP/j//x081rBzh1b7t58LBVrr16/ln/qyOVrF47lH62pbmppFuflbiu8e/Gz2TOK7j+UylXnr9347JvvntY1oEqNBFVotfrWVtE/DXepVArNg7q6ujVr1pw9exYMVL/99tv169dzcnLCwsK2bNlSVlYG4P0H4Q7vKf7SLfN+4d79Z8nl8lOnTsGqjbFjx8K60YiICCaTyWKxgoODuVwuk8mE8pxEIoWGhlIoFEC8j4+Pj48PtFjDwsK8vb1DQkJIJBKVSqXRaFa4BwUFkclkEG0CAgKgoicQCMAyUN6Dg4OtczqBgYH8JEFaUnpqcnqiQBgniIsXRCcLY1NSUtJSRwiEqWkCfgyFwHDA3d6bJDkXiZ0nK38P0lwkaQoomqtM/Z2IzkeJlgqhpSrDUj3c/HR4e2WG6clwKNvN5cM7yjLMpantJcnm4qSuDmphgvF+jOF+hO5+mKEwzHAn1HSd3X6Zbb7Ebr/ENF6iGi6RdH8Q9ecJ+rNQtvvrTvjq8/EAd/0hV90BJ22eoy7XTptjq84epto7RLG9r2KngzybdXd1FD+gD5ccEB7FZXA4URxOZFhYCIESSCDTCBQ/T3xwcCCZSggMDASgQ/AAWIwCAgKgMAdRy9PT08vLy8PDA6p4b29vSHMEj42XlxfI7nZ2dh4eHpArCWoMLO2DiVZHR8chQ4b06tVr4MCBAHRIngGpHeDu4ODg7++fmZkJ8SYWi+VN2QPW865w33JJsboA++pIcw9wV6iU1bVVufv2L1645LVwF4vFLS0tIpFILpfX1NTcuHFj+fLl33777dmzZ0eNGpWXl3fjxo358+dnZGRcvnwZ7I/19fUwlATlP1ghKyoq4JkMbpmSkhIYgampqbl27drhw4ehKQdPYOsePqjcURSFnw4enr8N91feo78e7iiKymQSFBHLEZEKFenkItGzysM5O+NjIjgs+nChcH/uvht37qYOHxETFc9PSvn2x/nlT2umffBRLCdCmJS8ZeOGvVszD+zdXXT/wYcfTSu4dK2lWfz5nDkJEVHRUQmTJ3x459Llq+fOz5+3sKVVKmpu+ePsuQkTJ8fEJiXHpuTtzdOp5MuWLo7mJcfFpEz5cOqlq39cvHw+Z/8+iRh7UlF95OBeUWvVzz98mxiflChIjeELd2blKHXGxlaxUmtobGzWavWwKuTFGIPXByf8vQM+RYVCce3aNYFAQCKRwsLCIiMjo6OjWSwWnU53dHTMzMysqqqyej3fI9xVKlXXDtW3h/s/dDo7O0UiUVZW1qxZs2ADKpvNptFoUVFRbDYbOqjgjWGz2QBxUOHDw8OpVCoejwdJncViAdypVGpgYCCRSAQhPigoCBqnRCKRTCaHhIRQKBSoOolEIjhtAgICAOigOMNfT07kpySl8RNTE/iCeEFiojBemJKYnpoxPH0UPyl5BD82zHvoRHbf+zvDkNN00wWy7qyP/nd/zfkA1flA1UWi5hpdfzfc/DC2vSS5szy1szzdXJHeXpZhKk03Pk4zPs5of5xiLI43PYwxPog3FsabCuNMhVHGwvD2QrbpDqv9NtN0jdl+hWW6zDQV0IwFJGMBQX8+2HCOYPgt5IWy/ZiH4bCb7qCzNs9Rs9+hG9wHaXb3V+yyEW31rt+bPDoYR/cYEBXF5kTxuOzQGF4kmc7y9PEnBQaT/PzpNAqFRvb29oa7xd3dHRrO1t6pnZ0dmEfd3d19fHxAuvH19cXj8dARhdEBb29v6J06OjoC7qFIB1MNGChBmYHY9wEDBoBAD5oM2OGhxndycsLj8V999ZW19/6X8vH7gvuE2Z+fOHHq/oNHr8J91qxZEDwHPvfCwkKw7jU3N7e0tEDXLisra9KkSUuXLk1JScnKysrPz/f399+wYUNeXh7EA8BTuqysrKamBoLDpkyZApG/8I5eJBI9ePAA6nHoATY2Nra2tjY3NysUCgRBwCYIGg5MXaIoWlNTA8L9vwn37veoFe6WF+GOIIhCjgLf5dIWDSqqKi0qunf75o0rly/8Uf+sViZXXL1568ql67du3K2sedYilj2rqrt//data9fLSx5VPnooelaPypDHj8ue1TcjMkXl48d3rt04cez0iPQx9RVPKooetjSLpTKFCpOLW1rvP3h489a9W1fvICJUJmp7Wllx9cqt27eKbt+9I0VE9Y21dfW1iEzR1NQilbSIWuoqHz++ffPW6XN/3CoselrXIJWrJKhCKpNrtXqxWPpPw92a1ikSiQoKCo4dO5aXl5eVlbVnz57Dhw/n5ubm5ubeuXOnurra6oj/x+H+ru/g3svp7OxsamrasGHD7Nmz586dO2bMGBhE4vF4bDabx+NxudzAwEAOh8NkMmFlR0BAAIPBAOc7GDwCAgLgqwEBASwWC8pPMplsFeJ9fX2DgoL8/f2pVCqDwfDy8rJCHPyUUKK6ubkFBAQA9JOS+IKkjOSk9Dg+P46fkCiMF6YkpaeOGJE6Ml2QNIbPiQ/svf+H0OZjEYoTfu2/+VrO+7Sf8zGc89Wd9dGc9VGdDVD9QdBeoWlvhJkfxHU+SraUp1nKMzrKMoyPUnTFqYZivqkkrr041vgg3liYaLqX2H431nw3suMOp+NWmPl6mPlKuOlSmLGAbSpgGAtIpgshXXA/G/Qq3PUHnfX7HXW5dvpcO12OrSZ7iGrvIG3WQMWuobItzpI94UvTbEiDcDFcEis8lM0KjY6ODYuICiSQGSQKI4RAJhHwPl7BwcEhISEEAsHf39/JyQnuImifDho0yN3dHUp16LVCuxUaFdBTdXd3x+Px1vx3EOVdXV1hihUChK3oh+IdfDIODg7QRwUr97Bhw2ATiIuLy/jx40EwtCZY9YD4fx/uBxotxyrEL8G9pq4a4A6pkAD3+vp6FEXv378vlUqbmpra2tqsUTBr1qyBR6CXlxeNRqPT6R4eHkQicdGiRU+ePIEXAJlMVlVVVVtbq1QqV61aNX78+MrKSjDqwUhORUUF+KCtySpqtRpBEBjHhy6cUqnUaDR6vR46bxD5+97hbunofP7V57KMFJHL5TBuqsJkcmmbTonqVRgiEynkKCIWITKJBMXUeoNMhkqlSBuCYCq1tFUil8g0CqUSRRRSqVImE7eJVCpNS6vk6NHjBH9/P0+8MDm9orTKIFeoJFKpBJOIUVFrm1atwTCFSCRRYGq5FNOrNYhUBl9VazUNTfUIJlOolAiCyWQyFBHLMakCkclRTCqTYyqtSmd81tQqQzAUU7S2itRq7atL/npe3feuB/7jYJqptra2tLQUtuYWFRWVlJTcuHGjpKSkrKwMHgk9fJ9/F+63b9+G8QGA+9u0rd7XsTbia2trFy1aNGfOnE8++WTMmDE0Go1AIISFhYWGhkZFRcXExAQEBERERNBoNDabHRoa6uvry2KxaDQaNE5BQLA6HcFzFhISEhISAs8xCoVinWaiUCgkEolAIJDJZDBBkkgk6KmCGxIGXzkcTmpqegp/BD85I14giBckJgsShEJ+qmBkBn/48KSEiULmjHj7uzsSdecj9fmepnw3yymPjjOeHb95tZ/1Nv6G1572Vp/2Uf4WqDgforpA017jdBTGWx4JLI9T2x8JTcUppmKB+VGC+WG86X6C8V6y8W6S8VZc+02e+Xp45/Wwjquc9stc48Vww8Uw4wUmtFIN54INv4UYzwQaTgfoT/no8/H64x7GYx7Gw676g876/fa6XDtdjq12n406a7Byz0BsZx90a1/NTvvWjd4XfyByh+ESwgNCuaxwLi+CFxMeFRfK5nKoNAYhOCQ40NvXh0Kh0Gi0oKCgoKCgoUOHWpsZ7u7uvXv3huIdGtRQs8Pd5e/vb2tr6+fn5+rqCooNLOcDZyQ45Z2dnaGot/ZdQb3p3bv3wIEDwRsDrVQr3EGZ4fP5LS0t8Mj8b4D7zJkzZ8yY8cEHH9TX12MYdv/+fSi04cmMYZhIJPrpp598fX3j4uIWLlwImdXz5s1js9mLFy+uqKgA1QXDsLq6OvC5r169ety4cTU1NWq1Guo4vV6vVCq7/lHPh0JeCmg0mUy65wfKeQgO+9twf51v4jncO+EGXXAXS2RyhQpFUVFrm0GjVssRmahF1NyAIlIUlWGoTCaTtUklIhmCYQoUUyg0WkShFLWKtUqVuE2EIlKjWi1taUGkMq1W29IqQlG5qLlJ1NhcWVGNyhQKKaKUyeSoSirBUBkiRzGFQiWXK6ViiU6lbmsRySQITHspVEqlWiVFZBIZBIphUrFEpVBK20RyFBOJpYhCLZagSpVOqdJgcmVrq+g52f9BuEOmgjVNAV714c2WdfgWanZQ8/5BuMOPV6lUVh/xm/SZzject3novPZbwYOvsrLym2++sVbu0A4NDQ1ls9kAd3C7U6nUiIiI0NBQ8LyDORJ4BK8HQHAmkwntUxh9CgoKolAo4Jbx8/ODKp7BYNBoNB8fH6hMIcPAz88PSlESiRQdHZ2RMSJFOJLPH54oEMYLEpMFSUKhMIU/Kj05YyQ/aXRMwMbPqFUHkgy/Mc0nPSwnvSwn3DtOuZtPu5lPe5h/9TL9itefwmtPeqtO+WL5vtjpINXvVP1VTvvtmI7C+I4HSZ1FyeZ7ceZ78YY7iYY7ifrbCcabsaZrXPPV0M6rbPMltrGAY7jAMfwepv+daTxHMZ4lWMluOOVvOOGtz8frjrkbjrobDrnoDjgB2fXZQ3VZQzR7Bql3D1Ts7qfY2ce0azCywaFxW/inXFxapF9sfFREdAw7PIobHR8ZFcMgBFMC/UgEIplKIZFIAPeAgABnZ+eAgAAqlRocHOzs7NynT59hw4YFBgbCSybA3cvLC+5he3t7X19fgDt8ycXFxd7e3sXFBY/H9+3b19nZGY/HQzHu6uoKMZMODg4Ad2dnZ5hKhUgZWO0ECfIxMTHFxcV/mQfZhaL/INx73SqoAAAgAElEQVQhtwvgDkPkYDCXSCRffPGFq6vrRx999OTJE8hbb21tzcjI+OWXX0pLS+GpDmI6+CXWrl0LVkhrsAwMN8IqD/T5kD1MM0JGWGtrKwydg7YLFKivr+8Z7j0/f1/3XO6wdL4G7hIpgsmVKpUG5kJRRKpUYDqtWiaTyGSSrn6AHGuViBVKtUSKiGRIm1SmlCtQGaLTaBGprLWxQa9WQaK7SCQRi6WYVKaWKxSYUilXYWIpJpZq1TqxWIrKEAxBYfYIRaSIWKLXGuSoQioVYxgiRWRiiUwskSEYCneDRIRgiFKv1qAyBMMUSpWmpaVNoVBJJDIEwZ6X7X8C/W2Wbr/rsY5KWWMdgeAQ72VdrmKdz3qPcAev51/D/VVq/xNwN5vN5eXln3322YwZM2bPnj169GhQ2GEpUmRkZFRUFJlMZrPZdDo9OjqazWZTqVTIHggNDSWTyaGhoTCbCoEzILxQKBSQDmAwFfR6kGg8PDyg5A8MDKTRaAB0Go0Gbj8wy8fHx6ekpKUIhwv46YkCfqIwSSBIThGkpgpGZySPHCVI5gUNPLyYJz2bqj0RpD/sYD7m0XHcs+OUe/sJV1O+W/sJd/MJr/ZT3saTeN1Jb+1Jf8VxX+yYH3YqUHOearzCNt/gddyOar8R3X4j1nAjxnAz1ngz2nQj0nSdbb7K7LjCbL/ENFwM1f3B1P8eajjHMJylGn4jGc8EG88EGk75W8t2w1F3g7Vsz7HV7huqzx6q3TtYs3uganc/+e4+ql29tJtxuq3DFHsYuz92FbCdoqLDuVGxYby4mERBXHwiyd+XHOBLIZHpDBaRSASaQyeDRCJRKBSY2oWRUehOw1fBdwTTAzD3BLIM5NJADoGLi4uvry/MJVlz4d3c3EClcXJy6t279+DBgyELHpZu29nZwV+E7iuPx7t8+TJg3WQyWccj/nvg3v1pDKOS8+bNc3V1nTVr1qNHj9ra2hoaGurr61NTU+fPn19fX9/Q0AARhtXV1WBLX7du3aRJk548eQLPZIVCAbmGAAJ4borFYhjahAIQImikzw88hRsaGnqWZXp4/r7hufx6uCuU6tY2MYJgKCpXyhWIVIbKEKlYolTKJRKRTCaTKxUyFEHlGCZXyhAMQeUIKoeQAIlEosDkCjmKIl0bS5RKtRxVIFKZTCJVyhUyiVSBoEoUk4i6/qVisVihUMlkMvC0IFI5IpUrVahI3KTSqGUIJkMwTCEXS1oUSgSVKuWIGhFLEJlEJkFkMlShUEGpDvlm/wG4Y8/XsMB/ojUnB9ozbW1tEFkMZP/LbJm3h3txcfGfcF+6dKlVllGpVDAt8jdI/bcPPJhKS0tnz549Z86cOXPmjB8/nk6nQ0+Vw+FER0dHRESQyeSoqCgKhQJd1tDQUFDew8LCqFRqWFgYh8MBA4yPjw/YacLCwsBIA8VmWFgYBBIAkuh0OoFAgKofik0SiQSaMiQZCASClJS0VGGGgJ+WxE9M4scLBMmpwrRU/ti05BEj+UkMT1zOfKroVJziiLf+sFPnCV/TMbzpuIch38103MN03MN03LPrcgxvzPfWHcVrjnirjvtgR/HoMbz2THBHQajldpzlVpzxakTnrSjDtbCOOxz9VZrpBtN4la78PcR8lWm5GSb/Ncj0B6PjAkt3mmA8E2z8NcB40sdwwlt/zEt3zF132BVaqdayXZ81RLtngHZXf9XOvvIdvXR7eus24wyb+yq2+d5cwkgkD0qIj4qIjmNHxEbGJPJ4UVRCIJ0UTCAQwjhcAoEAr5HgFmUwGHDPeHt7w+4OcJf6+vp6enoGBweDXZJIJIL84uXlZTWVgvXF0dHR19d36NChkOgA5Tw4KWEGCmaXwPYO404wnuro6AgJZaGhoUeOHLF0m3rr/hB9iUddQ0ydFkunubPT3GExd1g6u4aYXoR7zIebV5+RbrmkWHURtVoht1a05zV0NVTBLYNiKkwhB7gvWrB48uTJAPcpU6bAeGFxcTGKolBiw3NVoVD88MMPjo6OM2bMKCoqEolEVVVVDx8+FAgE33//PQQFWyt3iIJZs2bNpEmTwMX46mS/7HVrQKwHqAE3g1Qy+FQgENy6dcvyXNX5i9iGN5wOs8li6bB0Woz6rn22LBa7qKjYSkkEwRAEwzAFhkFOlhRBpDIU+fOCYFa4/8ksBMVe3MSEyhDg9ksX678SQRCka1RKhslUKKJEMTGKtaEoiiJKRKZAEARBRQgqRmRKRKZGZRiKSMHy2E2H6fodXvgNu13edN4E3x7+X97LsYZu3rp16/Llyw8ePHjTEBNIc48ePQIr5OzZs/9b4F5WVjZnzpy5c+fOmjVr3LhxLBYrPDwcrI08Ho/D4YB5hkKhREZGstlskOMDAwNDQ0OpVCqXy42IiAAxAcweYWFhbDbbKssQCATwyNPpdLiSTCZD2U6j0Xx9fX18fIKCgtzd3eH2bDZbKBSmpaWlCtOEfAGfn8QXJKQI+anCNCF/lDB5OD8miu6By51PajvBUx72NRx0NR3z0R310R/z6hLBj3mYjnZd2o94tB/x0h9y1x100x50Ux5wk+93UR320J8MVOUTLFd5litsy7Wwzpvh6ot0w40oxaUwxUW2/ipXc4Gu+51kukDWnA40/EbSnwoy/hpkei7I6I976I+46Q46aw846ffb63PtQJDR7R2o2z1As7Ofemcf+Y5e6p04YyauPbO3KtO1YmM4zxfHT4yJTeRzoxNjYpMiIiLppOAwFpVCoYSyOTCsC9U6BDzAwFdAQABYWUJCQqyTqyCCBQQEgCgPRiOAu7+/PwjoTk5Ofn5+sEYVXPAODg54PN4aHdyvXz9wxMPAKsw0OTk5OTs7g+eSwWDk5uZC5K9Ven6JSn9+avmzcu8O91cr95gPN0Pl3gPc7z94hKBKTCEHt4x1zZ61cpdIJI8fP7aOsyMIArkuq1evDgoKiouLW79+/aFDh/bu3bto0aK4uLjVq1c/e/YMBHpI6H327JlKpVq3bt3EiRMrKyvR5/ON1tMzRNDncYlwm9ra2qqqKvhSUlLS7du332nJ+OtOR2dHe5cL0mIxGo3R0bFFRcVQs1vhDh88D8CSda+CpZhcinWB1Xo9hqBda/YwFMGsm5XkKCpXIOA3l6OovKtO//OFQQZwR5GX4Y4iShRFUUyMYhIUUaGIBkPkGCrDEPS1cH+1Zu+5cu/h/v9Hz/9JuHd/M2jpBvcZM2aMGTMGPKF0Oh2yw1gsFovFio6OJpPJERERbDaby+VC1xTkFx6PFxUVBdG+EFQbHh4OPkgo20FegIoe8A2KPJPJBEcN8B1MfkFBQZGRkUKhMD09PUUgFAqS+YIEgTCxO9wjQ5l0D1zePFLr0XDN4SDjIS/dQW/NIW/dUR/dUbzhCN5wxNN4xNN02NN02NN8yLPjiIfpoKvxgIvpoKsuz1Wd46TOcdLmucv2ObefCTH+GmA6R7JcizZdSUIvpDWfSZFeGIldTNVcjFaeJpvOEbUnvbWnfdvPBptO+ZpO+BiO4/XHvPRH3HSHXbUHnDR5jla467OG6HYP0O7qr93eV7O9t3JHb9U2nDETZ97SR7HZvjU7ge6IS02OT+YLo+OSY2OSuJwIOiWEF86i0Wg0OjMkJMTPzw/GgAHuMOVLJBKhQQoZDzDKBFU89Fe9vLxcXFzAjwS9DdjO4eLi4ufnB7ntUK07OTlBugPAfcCAATY2Nm5uboMGDYIwd5fnB5yUFApl165db0qV+TfhvvWysvsQ07YnZoA7+NwB7qgcq66t2p+Tt3jhEusmpsmTJzc0NEAcCkSNw/wRKOPnz5///vvv586dO3Xq1HHjxo0ePXrMmDE//PDDpUuXmpubW1tboXFaX19fX1+vUCjWrl07adKkp0+fYq87b/P8h4+hQwvXJCYmlpSUWLql4b+pPO/hwF5suG+hl8vj8W7fvi2ToYD1bpX7n7+nFdkoikoxVIr9eb30T7ijCIYiqBzBnlfx3eAOQH8V7igmQV+AuxhFXw93FJWjXXB/YS3fPyHC/KOnO9zv37//fxXuc+bMmTZt2siRI7lcbnR0NFTu4eHhTCYTcA+zqWw2OzIyMiwsDAIjgfhRUVFWRyPEFZDJZCKRCN4+q72dzWaD4ACzS2w2G+ZUwScDMYeBgYFxcXFCoTAjIyNFyBcKkgWCZIEgOUXIFwqFfEG6IDmVTSEy8biD84nNB9nag4T2Az6aPC/1QbzmMF53CK875Kk/6Gk46G446G464G464G4+6GbKczHud24/4G7e72bKcTFkO+lynLG9Dli2vXq/o/lUkPE0V3FacHJe4LGf6de3C65ncsUnE/TnuYbTQZ3nA3S/emlPeRlP+hjzvfXHvHRHPfVH3LSHXLQHnDT77XS5drqcYbqsIbq9g7W7+ut29NNu66PZ2ku5HafZitNn4oxb+ig224r3JxKH4NL4CUJhakKiIDGez+VE0GmkSB6HTmeSyFQSiQLhyfBGB6ylgYGBVCrV09PT1dUVgtgA4mQyGfoWYENydHQkkUjd4Q5zreClgVXaHh4ezs7OoOrA9g+IGPPw8Bg0aBD0bKHdCpU7Ho8nEombN2/uTvC3rNwtlo4e4A6ae3e4L7+rB7gfqxAD3AvvF8sQBYKhAPcli5bCeq9Zs2ZNmjSpsbERRdGampqWlhZr8a5UKqF4b2lpefLkCWznqKurKy8vb2xsrK+vh0aotf8Jwv3q1as/+OADq0W9+xP7bd65WzNjIRUSrJPJyclXrlwBKFs9Nn/vWPtwFouFw+EUF79QuaOoHMMU3S0f3evxLrjLEFSGSFBEgiII0qW3yFAEqA1wl2JyBJUrEIkCkUgxpRRTvgp3BBUjCILIFIhMgaBiBBXBp8/hLkExCYooUUQFt39V4emSX/4Pwv3SpUv3798vKSmpq6v7r4a75cVAotLS0lmzZkFSdkZGRkRERExMDJVK5XA44eHhLBaLw+HweDyr3hIdHQ0aOpPJJJFI4eHhgH4Qi4ODg8PDw63NQKjcAwMDKRQKCPEQSebj4wPfBCpTEArA7Z6QkCAQCNLS0oRCvlDIFwiShUL+c7in8Pl8NjmY44M7Np/cmssy7Cd27PdW57prD3po8zy1eZ7aPHfd84thv6thv6txv6s+x9m4z9m4z7V9n5sp29WY5aLPctbnuqA7B6t3DtHneIp2E0o3h+//ivnHpqkVv/5ccXRu7YFk/dlYbb5f51kf/Wm8+oSH4YS36RjecNRdf8RNf8hVd9BFm+cIcNfugz5qf83OftrtfbXbemu29lJvwem299Jv6aXZ1Fe51bFhTwxxKG6EIDktJTVFmJEuyIjlxTCYlKhoLoPBIpEoFArNz88PVC9wiwK7GQwGvLMhEolQswPcoa0NrQ47Ozsqldod7rDoIyAgAFYyWeEOriSAOzRR4QNrjAHYJWF4ikgkrl27tksC7maItD6KeoD7XzZUt11RdYf79sqOl+AulclfC/eJEydCKiRsUKuvr4fgX4juqq2tbWxsrKurq6qqgkgAiJepq6uDK+EGDQ0NEC8OcH/69Onb0Lz76b5WFEGQ7pX78OHDZ86cuXLlyiVLlixevHj58uW//PLL4nc8S5YtXbJs6c8Lflm8dAlEUXp5ed26dQt7ccce8nxhqZXaMhSB6F0AOnwsQxEJ+idqQZFHEARFxAgilaCYBMXkMrFcJpagCgmqQBGxXCbuUu3BKoNIu+COYAgi7WJ91xsIBEHFCCJFEKxLgkekLwr3f/5u3RX210n8r7mfX3ve9f/rXQ/6/AUe4F5YWPi/APc3tNrf9jx+/HjmzJkzZ86cNm1aamoqwJ1CoXC5XJBlwsPDIyIiYIo3LCwsNja2O9xBmodSHTRikOzpdDqk/lozgblcLuTCBwYGenl5sdlsKOrJZDJU7hBOEB8fn5KSIhQKAe5CoVAgEEAJzxcKBMJEDjWY643L/4kg2sc07gvpyPbS7nPSHnDW7nfT57rpc920+7su+lwXfa6LIddFv8/VkO1iyHIz7HU17nYz7HI17HYxZbvq9zgYdgxVb7Nv2xp4Zxm18ex8i/yWxfTYornQeGyE+tdI44kA3TEX7Wlv7Wlfw3G88aiX4Sj0UV20B5y0efbqXFso27V7BgDZddv76rf21m3ppd2CM2zro9vSW7Gpv3y7S9X2SIotblSKYGR6Rkba8JGpwxOi45ksKi8qnE5nkp7DncPhwFsfCoUCA2IsFsvPz8/Dw4NCoQDcodFKo9H8/PyCg4OtcIepMX9//2HDhtnY2MCLpYODw8CBAyF2xtXVFaLHwBE/aNAgBwcHGHTq06ePnZ0dNFpdXV1hNxaVSl2zZo2V7C/T/C3gbrZ0vAT3hdsuRk/dtPJX8far6lfhfrRcBG6ZV+EOsszs2bMnTJgAlTtEQtbW1tbX18OfTU1NoLcAzeHThoYGIHtbW1tdXR2U8LBBVKFQrFq1asqUKVajC/pizY6i6JvgYoU73BI0d/jrubm5K1asWLp0KfB92bJlq1evXv6OZ9GSxStWrVy+csXylSvgu61du7a1tdX6E7szTiaT/VmSI4hC+gLcFdKe4I4iUjGqeA3cEdFr4N5F85c+RZ5f8+enbw93+V/x/X/3/FfA/e/xHeA+Y8aM6dOnC4VCHo8XGxtLoVAiIiIgVYbL5fJ4PKjlORxOfHw8KCogmkPlboV7SEgIjLNa4U4gEMAbA8OuoBTj8XiYcYWEGYg5BEU+Pj4+LS2Nz+cLUwXCVIFAmCoQpAiS+Xx+El+YKBQkRNCDwz1wJ74PlmYzTHuCOna7a7PtdLl2+hxn/T5X/T5XXY4zXDS5zppcZ12Oqy7HVZftpt/rpt/tatjlrt/pZtzhptribNjhbNllZ9zhoNgT/HAdTXl/tcVw26K+bpEdqT8uVJ/mWM4GGU+4K/N9lfl++mPexiOeXTX7ASdNniNkhGmyh0DZrt7RV7ujj3Zbb4C7fhtOm4nTbh2gyByKbHWr3RNPtcONTU8dN2LE6PTho9JGJMbGMVjU8CgOlcYgk6kUCi0gIADuZOg2Q4OUxWJBwjsMB8A7JDKZDB1XKOcB7jA+Bg3YYcOGgczl6Og4cOBAMEq6u7vDwiyYgYLK3c3NrX///r169bKzs4OKHtJxPT09SSTSqlWrXuX434M7RP4u3HYxasrGvwF3yJaZPXs2VO7Ic7rB0Ar6fIUbjDWJxWIwMsK4CoIgMI4IhTaMsSAIgmHYihUrpk6dCorKS3B/lfXdT3e4Q4fW2lBVqVSwAUOr1YI5pwf5/k3fH8UUMrlCIpNKEZlSrZKhiFyOtrQ0SSQiqVQsgwXYMgmKyjAMARkE6QZ3hbQL7vCxFe7yF+Eul3XBXYwq5IhIjoi6PpZ1wV2CWuEOf8WK75eOFfeIDJVaE4lf4+F5Ee7yv4L7u95v7/0A3O/du/d/A+7db9kd7gKBIDIyMi4ujkqlRkZGcrlcBoMREREBLVYulxseHh4fHx8aGtpdc4d2K4gtISEhYJek0Wig1YB8DB1aoA/EQ7LZbAaDAf536O9BezAuLi4jIyM5Ofk53NMF/DSAe1JKokCYwKUTWK64498Ey/aGGncGdOxw1e8dpt031JDtZMh2MWS7GLKddNkuun1OumwXXbaLeo+jZq+Lfq+rbo+rdqezboerfpuLfpubaaenepOtfvMgxYZByFb3+u301l8/VhYulRcuaTzzcfMBnuoo0XDYw3LCR33Y25AfYDjiCUkD2gNOIMioc201OUM12UM0ewdodvYDsgPcDVt7G7f1UW/AGbb1V20dKt7i1JTHJ9nhxg9PmzRu7NiRo8alj+DHJbDYdG50BJ3BotO7gvKhsWGFe0hICJPJhA1NYC4CuEMUhK+vL5Tz9vb24JGHN0YQBwZWVCcnp4EDB0JLw9PTE9q2Pj4+sAnE3t7e09NzwIABOBzOzs4OoA8Zk8OGDfP391+6dGl3jncfZXoHuHeae4b7inuG7ZWWA42Wo+Wi8bP+deLEiVc1d1izZ5VlZF27Q7vanl07PLulhchkMgA6IN5KCvhA9nwT9KpVq6ZOnWqdP3qVLD087V+t3Lt/86amJhiZ0el01pu9/UExhVSGgq4ulkoQDJVKxUqlHDaiwsvZc6RKpVJxd7hbpRjZK3BHX4a7FEWkElQhQTEUEaOIGCQaFJHKZWIZigDcu/5d7wJ35O3gbq3c/2vPrVu3CgoK3hnukC0Dc3Svvu395073QWrQ3KdNm/bxxx+np6cD3FksFlCbyWSCH4ZMJsfHx4eHh8fGxtLpdDKZDCEEPB4vLi4OlHSQgMPDw9lsNjAd+oEQJAltWBDZAwMDw8LCYIcfRL27u7uDRh8VFZWWlpaaKkxLF6SkCAT8NEFSmpCfwufzE4RJCYJ4XjiL6ITL/TxQsofTviPEtMXRmG2rzhqs3+Og3+Oi3+Oi3+Nk/dOw20W/y1m300m7wxEu+u1Oum2Oui0Ohh3Ohh1O+m126kw7dKOzZCO+NZPUuo3VspXZuCmkbaOXepe3Jc/XctjfctC34yDedNBFd8BBv99ef9DeeNBen2eryRmq3TdYmzVQs7ufemcfzXacdhvOsL2XYSvOsBWn24Tr2NqvfXMvXWZ/+U7n2qwophtuysQRkyZNGD169JQxY5OjollsZmxyIo1Bh7dBRCIRpgSYTCbYSSGsDXoSYC6CqAZ4vQTVy8/Pz9HRkUqlkkgkCISAYEiYZYVQAVj34eLiApI9bEOEYBnQ3Hv16gX7/Nzd3W1sbECocXFxWbFiBUjt4Pro4UH1Ktz/9Ll3y3O3wn3bVeXay7BDVbbinmlrheVgk+VIqXj8rE9Pnjx5/8FDqQyVodKX3DJz586dOHFiVVUV5LpIpVKYTZXL5U1NTTBTaq3KZTIZDCjCCwBMsiAIAuPpUMWvWbMGxlmVSqVYLBaJREi3mh1u89oDbxrg+Y+iKAhB1heDV2//WjdOD0f+/Lx0fXfuvEmD7l4Idwf6C7eB3wrMM6gcwdDuFkm0q9f6Z/PzfbHyNfdMj7bG9/Vze/59Xr0eXpjFYvHNmzdv3Lhx9+7d0tJS6OH/NdyXLFkClTssBPnLNWbv8VjfInR0dEDlPn369OnTp0NDNTIyEpgeFxcXHh4OOjuVSo2JiQkLC4uKimIymZAAw2QyIyMj4+Pjgcvgagc7PNg5AgICrFs+gFZwDaSPsdlsPz8/IL6Xlxek00RERGRkZKSlpaSl8lNTBEJ+miA5VZAs5PP58YLkOH5CTDSX5o7L+iywdVe4aoO3eZuzMdtenTVUu8tOt9Op+8Wwo+ui3+6o2+bw52WLvTbTTrvFRrvVXptpr9pkr1jnIF/rqFjrqlrvLl/jhqx0lC63RVbZoKuHKdbb6Lc6WLLdLUe8Og86m3LtjTl2hn22uqwh2r2Du/qou/pqtvfWbsPp4bIFp8vEGbb0Ua3DmTNx2k29kR1uj7aEJhN7zZ02YcqHH0yYOHnq2HHJ0ZEUGjkiNjo0jM3lcmE1CjiUGAwGk8mEFeRkMhmCwGg0GrwAgB3euvIQxlPJZDIoYBAabGdnB3ltECoAM2WwvQ/WpHh6egLcfX19bW1t+/btO3DgQFj00bdv3969e/fp0wePx2dmZlqeF+w9Pzj/Pbibt1ZYDjZa4Z5//8FDKSLrDvfx4ydCdinsUFUoFG1tbTU1NcXFxQUFBVeuXLl+/fr169cvXrx4/fr1S5cuXbly5eLFi5cuXbp06dLNmzevX79+69atGzduFBYWlpeXNzQ0yOVynU4HQ0ylpaVtbW1VVVWQM1VUVFRUVFRcXFxcXPzgDefhw4cQR/XgwYNHjx7dvXv35s2bDx8+fPT8lLx4it7TefSG867f503/rjed9/X7/9M/9+Ebztvfvvv1ZWVl586dKygouH37dllZ2dtW7la4Q2aFdU3lP472F5+lJSUlM2bMmDFjxqxZs0aOHBkREREeHg6pYUlJSdHR0QwGIzExkU6nx8TEgIUGEmbA8B4VFZWYmAhiOsSExcTEsNlsKCEhbQZq/NDQUEAMSPYw3QrWeBKJBIIDRI9lZGSkpqampgpTUgQCgYDP5/P5SUn8xAS+IDE5ITGGG+qBO/AFQbQrXLkJb9rqot3tjGwdqtnpqN/+ustWB/3WLqB3YT3TTrPZVrVxmHqTjW6TnXqTvWqtg2K1g2K1o3KNk3ylk3yVg3yVvXyVLbJisHRZf8WaofrN9qadjsYddsZd9ua9Dh1Zjsa99rpdw7Q7h2p2DtJu76/e2lu9Bafb0ku3FaffhtNtxel39sc24IxbcKrN/SXbva8to30Uj//XjCkffPDBB1M+njJxQio/kUIjh4ZzwiO4kZHRLBYrMDCQzWZ3X1ELqchgWqfT6QwGA+QvGB2AW8KUL7y+UigUAoEAu7C9vLyIRCLsYLJW6zAVBR4biPx1dXUdMmRI7969Aeg4HA6Hw/Xp06dXr17+/v45OTmW/yDcj5ZJ3gT3iRMngywDa/ZQFC0vLy8pKXn8+HFlZSVMnNbW1lZXV4NtpqqqChqt1dXVYJupra2FnZ/wtxoaGlAUXb58uXXjtkgkgtxH2K5pjRZ4k1sDtHuIPUAQBKr+1tbWtrY2aPaKu50evtU7HdEbzrtWrO/6c/9+bfyf/bmSN5x3/a3gbZxEIrlz586dO3eKioqePHny7Nmzt4W7dRNT92yZf5br1qficwmopKQEBv9mzZo1evRomFQC+SU5OTkuLo5CoSQlJbFYrLi4OCjqu8Odx+MB3AHNINaHhYUBQUgkEpPJ5HA4EB8GobVsNhvyxVgslpeXF+zzg2FLkPLT09NTUlJSUlIEKUK+MDlZkMAXJCTxE+OT+YmJiWkJkTyf3oe+pDXviNBs81NttFNtd5VlOqi3Omi32r900W2xB6BrNttaL+pNNtpNNpqNwzQbbHQb7LXr7dRr7VRr7FWrHFQrHeXL7NAlNhfx7SAAACAASURBVNgyG8UKO/nyYciSgdJF/SWL+qCL+2FL+ipXDTJusuvY7mze4di+3aF9u51xh41++yBdZn/N5t6azTjNZpwuE6fZ2ku1vY9yey9dJk611Ua8g3z484Bvx3G+mPbBh1OmTf1wxqQJE4dnpDCYFBqDyuXyoqNjAetWanM4HAh48PHxGTp0qLOzM51OZ7FY0BEFgR6yIlxdXcEBGRISAu0QFxcXR0dHcE9Clm9wcDBEFICqA93vfv36DRw4cMCAAb169QKmwwe9evXq168fDocLDg4+efKk9ZHZc7bMW8IdrJArfxVvvaJYc0n++cGGL3+VLr/bDnA/Vi4dN/OTEyeOF94v6g73JYuWTp48Zc6cOTNnzpw4cWJTU5NMJoMaHFBeXl7+9OnTqqqqysrKioqKqqqqmpqa8vLy0tLSZ8+eVVVVwVdramqampoqKysfPnwI8QOrV6+GISbgAoqikC1jVXLehANQbOCdO7y1hxeD7iKMvNt5V0i9iUGvijzv8fsj/wUNzH/zyN9w3nT77kCXdjvQvJFKpdevX79y5crNmzcfPXpUWVn5tpr73bt3odH/n89zt/640tLSTz/9dPr06bNmzRo7diyXy6XT6TweLyEhQSgUJicnE4lEcMjEx8fHxsaCT4NEIkVERMCgE0yoQhhkaGgoqMbe3t5BQUFgm+HxeABuiP8F7zxYaGBg1brZA4CVmpqanp4uTMngp6YlpyYlpcYlC2MTk+MSk4RJCcmjBDEpNPsd04Lqt0QqMn1VGxywja7a7d6aTEdtpv1LF/1me/1me90mO+1GW+1GW+sHmg02mvXDNOtstetsNWtt1KttVavs1Cts1SvsNcvtFYuHoQsGowsGKxYMUSwchP0yAJnfD/mpv+z7vrIf+8l/HqBeMli7cqhxrY1po61xs41x82BD5mD95oH6zP66zf10G3trNvfGMnHqnX00W3vLtzg1bON+H9d3wcf8b2ZNnzvj02nTPhk7flz6CCErlEomE9lsDi8ylsPhwjgYrLhisVgxMTEMBsPb23vAgAGOjo40Gg3iOWF3ub+/P4PB4HA4Li4usO8wKCgI6O/l5eXm5gZbWIcOHerm5kYmk728vPB4PB6Pd3Nzw+Pxrq6uvXv37tevX+/evXHPz0uUJ5FIly9ftiZR9xwM2TPcO80dfwn3Q01vC3dYkH3z5s26urqysrI//vjj6tWrFRUVd+/eBQ3k3r17xcXFd+/eLSwsLCoqevbsWWVlZVlZGRglq6uri4uLq6qqlErl+vXrJ0+eXF5ebu3EQj1uNbD3ADsrNaze8ze5YuA27+W8xKae5Ooez7v+3L/9g97y576v7/+mdwBv8/u8dD2CIBKJ5Pr16xAc9uTJk4aGhreF+71796BG6HmH6j9xrM9YiPydNm0aZMtwOBwI3U1KSkpNTU1JSSEQCLGxseHh4dHR0ZAADCVkVFQUh8OBfAIajQbCOnjeQ0NDrRu0YW0TuLPBSGOtQK1dWfBEgmubTqfz+fwRI0cD3PlpSYLU2OdwT0lO5KcnRIzl+fzIdy5eHdW2yU+/w0u60s6wBa/Z5KTZbAcX3aY/L3/SfION1vrn+mGatTbqNcNUq4cqVw1RLR+qXDZEtXSYZukwzRJb7RJbzWIb1cKhql+GKH8eovx5iHr+ENWPQ5TfDkS/6Y992w/7vh/yQx/kx16yn3CKRX1Uy/vr1wwybRxi3jzMnDnEnDnEmDlIt62/emtfw46hskyvGwsZCY64eR+l/vTZp5/O/GLGjM9Hjh2Tkp7Mi2CHsmg0KovOYHM4XJC/aDQaTJxGR0dzOBxYlGpvbw/epLCwMFhhaO1nODs7M5lM8MZAZxtUFzDbwH5tCoUCQ0zDhg3r27dv//79+/fvj8PhQIqxMv2lExoa+ujRI3io/KVm+K5w33JZ3h3uW8o7DzVZjlfIrHCXyKQyVFpV8/S5FXLyzJkzZ8+eDfEDsMC6sbGxuLj48OHDp06dunjx4vLly7/88svp06fPmzfv+++/5/F4QqHwp59+un//flNTE8wZ1dTU1NXVlZSUlJeXS6XSNWvWfPDBB1DFW1kJLID4wB4qPvR5BqHs+ZTsa8/fq0Df6a//7Z/y/995yxdF63nT/WydFINUyDt37pSWllZXV78z3P9XKneLxdLZ2fns2bMFCxZAQ3XcuHEwX5qQkJCcnCwUCvl8PplMjouLi4qKgrQZAoEAijxsa4K2HpfL5XA4DAYDqng6nQ4rtsETCZ1AcMhERETAZm0o82ENCLg+YDaHyWRGR0enpmUIU4bzUzNS0pOFqbF8QWxSUkJiYlpyopAfGz46jjCS0DdvDqFmXYh2Bx5bMUy/xl673k6zoeuiXf/CRbPOFi5a+GCtjWatjWqVjXrFsC6sLxuiXDpYvWSwavEg+c8DVL8MUi8Yql4wVD1/iOLHwdj3A7FvBmm+G6r6n0HKrwcpvx4g/7q/5Etc679wzZ/hRF/hJN/h0J96Kxb01SwZqFs20LBisHH1IPOmQfr1/fWZduItxHWjHcIdcT/OGv/9vz77bNb/zJ79dfrIEVGx3GheaGJMJJMRRqYww8LCeTwemIicnZ0h74HD4QQFBQ0aNAjcMpDGDL4jUG/A+Mhms0FzBzsNTDZB2g+E+sLi7O4KTPdq/aUr4ZrevXsnJCSIRKI3DTG9R7gvu2MCuOc/QcbOmPsmuM+YMQMaqrBm78qVK7Bd7969e48ePaqpqXny5Elra+v+/fsXL16cn59/9OjRTz75hM1mf/fddzU1NWVlZRKJBLT4iooKWJC9du1aCA6Dyr37W3iZTAZWnB6KRLRbwtT/Y++745o+8PfD3iBDZAaSkJAQCJAB2TskEMIQhLBlO3C1dmnr6rCO9tretb277+9713pnr9/Wtrbfa6+9Vu2yLlxVQQRBUZlZ4Oi5yO+PRz7fFKvX4W3er7zkQ4gJrZ88n3ee9/N+nruD+12e5zvrr/azdwKpn1h/6876b10/tHOfUrej/xdffPGDwX3dunV79uxxBfe/pysk8Vr9/f1PPfVUY2NjXV1dWVmZWCzmcDgYY2o0Grlcnp6ertFoVCoVGN6UlBShUKjVagFDbDabwWCoVCqxWJyRkSEUCtGSSySS1NRU0DLoxyHNzs7OxiIllDZCoRBWwLBGIfJaNdocQ25Bbl5BnjEnL09t0KtztDqNxqjRGvR6hVGTkTmTtEgWtP/JlMFnY65umnFjQ+A3m4IIEHe93SJeNgZd3BgEWL+4MejyhiAg+63bEwFjj/uPr/UbX+17ZW3QpdUBF1f6j6/wv7Qi6NKKoPGHgsaW+1+6P2B8iY9tkZe1zdO22MOyyN2yyN262GNwAWlwAWlgPuncAtK5BaSBRaSRZSTrctL1td5/eSLA8kTohZfENWmk3MzoVfe13L9k8bLFjyxY8KAu18BKScpKTzbp1GKRnJcl4fGzYOeANpzQzKSlpYF4ARuWlpaG/9UZGRksFisqKsrX1xfSeCy1kslkIrsjJCSERCJ5e3tDAAPgxuzUy8uLGJ/izimg7+vrO3v27CkBTHc5Re8E7jduXLt58/oUcH/63eG7gPu2bW/cDu5VVTUNDQ0tLS0IyHY4HJ999tng4OCRI0cee+yxl156qb29fdu2ba+++uratWtfe+21X/7yl83NzXK5HBLezs7O/v5+vDn7+/uPHj164sQJm80GcIdzgOsEz2azoW2/EwoQsQ9gVvFXrHeG8h/Sfd6to/xOqP2hT/59Xvdv9xJ/09f9oc9zp0cS/5/Rue/Zs+f48ePf1zjsdnC/t8zM7T5zrs9P6B+GhoZ+/etf19fX19fXG41GcC8Ypebk5MA1LDc3V6VSQbwhl8vxGFAryNuTSqUqlQrseUZGBqQ1mJryeDwWi5WZmYmmHmkeiYmJcCgTCAQg4iHpA6WQkpJizC/IzSvINxUb9Lp8g86Ua9BpcjTaXIUmR6mTK5X8LGaCNJr07oMpgy8kX3nKz7nB+5sNgZc3hV7ZHHZlc9jlTaGXNs64tHHG5U2hl9YH43bxqSDX2/iTweNPBo8/HjS2LnDscX/HOr+xNb5jq3zGH/Mbe9R3fIXf2CN+Yw/5Ox4IGLs/cOw+P8cSn/ElXuNLvMYWezoWednbPG0LPawL3EdaScMtpKFm0kAzabDl1m2omeSYR7Iu9jq3Mubg40JNPKlQza2tLCwpKa6ubK40N8sUcpGQpxJmijM4UolSptQJsoQw3YyKihIIBDKZDB996HR6VFQUdKgpKSm4TEJaCoV7QEAAnHkQtxQSEhIQEODt7Q2+hShPT08PD48pIP6dhAwe7+fn9/DDD7taX92dc79bWMdk5z4wdkstA3CfDOsYeeKray92OLeedb590lbaOO/tt7cdaD80PDoyPDp0qqfrd6/+Hp17a2srLH97e3tHRkb27t2LqOvnn39+69at77333qpVq1pbWxcvXrxly5bt27c/8cQTRUVFOp1OJBIdO3YMyahDQ0MXLlzA0NXhcEAKSSwxTdcPrbtD6r9u2b53WMc/EbhPfDt14eLFi2+++WZzc3NDQ8OtvX+DAbCr1Wo5HI5KpcrLy1OpVOgWNRqNTCYDDwO4h+cMhDRweAefABEkDvAwCLHR/iPpCXuV0NJgLR7TQpOpMEdvNOSacnU5Jn1ugSEvT5erN5iUOoNUp1TqlQqJND3G73/X6Q+tS7q6eeZfVpP+8nTA+NPBl9YH48/LT4dcfjpkKqY/GUjcxh8Pcjwe6Fgb4FgbQCC74zHvsUd9HSv9xh7xczzs63jQz77c33FfgGOZr32J59hiz7HFno5FHreQfZ6HpdXd0upubXa3NLlZGj2sTZ7WJk9rk7e1wctR7zHQFPj14sRfVyQI493plEgGi0qhJ3E4Ql6mlEqjJzMoXBaVk0TNzORl8kWCLCHSDWNjYyFDAoInJyfHx8dnZ2fDGoxCoZAnKywsDMulnp6eRG+OPv121Pbw8AC4u/4IPfvtzAyJRJo1a9bLL79MzFH/au7EvQX3/QcODo+OjFiGAe6QQsKYurq6mgD3CxcudHZ2vvLKK9u3bx8YGOjr6zt//vwHH3zw4osvbtiwYfny5YWFhUql8oEHHjh+/DimqefPnwe4I1pv06ZN1dXV0+D+o2sa3P8B4H7HN+Hk+5PA+k8//XThwoX19fX5+fkmk6moqAgNtVarTU1NNRgMBoNBrVaLRKKsrCytVkvgDpfLBUWOgSrgXq1WwyeSzWYD9CUSCdwIOBwOi8VCFiudTseVAJFM2KqPjY3Fno5cLs8zmoxGU77eWJRXYDIUGHKMhlyTTKPJVstFGrVYlpOdylhqou19Sjjy1KzrTwdceTLoVif+RNDFJ4IvPRmC28UngonbJYxMHw9Cw+5YGzC2xt+x2s+x2s/xmK/jMV/HSp/xFX5jj/g6HvSxP+A9ttzXcb+P/T5f+1If22I322I36yKSbSHJuoBknedmbXazNrvZWjxsjZ7WBi9rg5et0dfW6Gtr8LfW+zvqw87PS3yvnDyX7cZNCE5IjImMnRVLoURGkuPikiIiIqOjIigxEXERofHxCfFkakICBav/YNhjY2OjoqKio6NnzJgRFBQUHR0dHh4eFBTk5+cH/SIAnei+gd24xxW4CTQHsk8BdxKJ9J13kkgkGo22c+dOV3B33lXq/kPB/Rc7HZP2A7fA/fdnnG91Wl05d4D75IZqBTr36urqvr4+SCEHBga++OILqVQ6b968P/7xjw888MADDzzQ2tq6fv36hx9+2Gg0pqSkLF++fNeuXYcOHQKynz9/fmhoqKOjA34yGzdurK6uRljHdP2Imgb3fyJwJ2piYgKfuI8dO/bQQw/V19cXFxfn5+fn5+cj/BrEuk6nk8vlOTk5arVaJpNBJAN2GOQMvGXYbDa4YOjcsTwJjQ0uBgjaBmmTmZmJvScsScGQAIWpIJ/PN5ryTabCglxTYV5Brj4/R5eXo8+VKOQKnU6q1YuUeTlqVVo46aUG5sm1VPtT4WNPhIw/HoSbK6CPTwL6xXWBuI2vDRifhHX7Kt9JWPezr/Ade8TX8bAPkN1xv5fjfh/7fd62ZV62JZ5AdksbkJ002kKyNJEsTSRro5u1wcM619M619s619ta72er97PUzzhfO6trHmc1P5DrT6LNCqAnJ8WQ4xOT6DGxibFxlPCZEREzZ8wKCwwP9g+bERoSEhoYGOjj44PuGweEThGojXJzcwOOA5dJJBI06fgR/gSse0yWK7jfaXx6O7gzmcyzZ89imur8iQHZ3xvcpwxUCXBfs2ptWZm5paWFiNmzWCz79+8fGho6efLkM888895773366adPPfXUL3/5y02bNr3//vvLly9vbGxks9nvvvsuFDLIbxocHBwdHT1x4kRvb69t0s99Gtx/dE2D+z8XuBPvWHiGnDt3bvPmzfX19ZWVlQaDAcLHrKwspVIJfM/MzMTWqEKhQLwqUDsnJwdSa0RMEDkexA4On8+Higa0DNaXaDQaBDZY20FTD78ajFXR3avV6tzc3DyDMS8vX2/Iz9HnGgwGpVKulCsUSq1MbdBoNAJ6lJ5COvaM/sLTrNG14RfXBl9+fMblx2dcXBuM26V1IRfXBl9aG3xxTdDFNUHjqwNxG1sVMLbKz/GYr/1RP8dKP4KHGXvI1/GgDxp2xzJvx32e9mUetqXuQHZ7G8m20M0yn2RpvQ3cG7ws9Z6Wes/Rem9rg89AY2jffNbORn4FzYcVQqLGhlOTKGRyYlRUTExs/KyomNDwsLCI0PCI4Ijw4FnhESFBwf6+fl5eXsBl6BSJNhzfAuKB2sQB8TDiwW7frts79L8K7vg2NTX1m2++Ic4ZBAPdBeJ/Orj/ru+WFHLbtjf27juAgSoRs1deXvGd4I6p5tDQ0MGDB19//fXf/OY3P//5z3/2s5/Nmzdv5cqVFApl5cqV69evX7NmzfPPP//RRx9hMRXLTTAOq6iouD2sY7q+Z02D+z8XuBPvUhyMj49v2bIFM1WDwYCWHBoDk8mE4AiTyWQ0GqVSaUpKilgs1ul0QqEQPHtWVhaoGJDpCLkmBoDEvqVarcaPgObZ2dkQVgL9sW0Pbyxs1YvFwtxcfa4xLyfPqDeZdEajwZCTq1VpRTKVRCGSKVUatUYi5Ed7/75N0rtZObgmemx14PiaoPE1QWOrAx2rAsZWB46tDiQwfWxVwNiqAMdj/o7H/Mce9Xes9Blf6XOrVb8F635jy33HlvuO3efjWOZtX+rlWOphX+JOsDG2hW7WBbeQ3RXcbU3utkZPa5OnpdFjpMlrtNm7f97M9nkpm/VkVXwQKy4yJZkaFxeTTGUkxJBjYmIiIsNnRISHzowIjZwxc1bYrPCwEL8Ab08vdNnQoaNDB84S4A6ABlITiAyUB1EDuL8Lgn9/0OdwOK7yXBDu95CWeXEXkcQ08uSe6wD3N46PlDUvALiPWEatdgvRuVdUVBGcO2gZgPuFCxfsdntHR8d///d/v/zyy2+88cYHH3zw2muvtbW13X///bNmzXrhhReee+65LVu2rFmzZvPmzXv37h0ZGTl69Ojp06fHxsY2btxoNpt7enr+0WDyr1rT4P7PBe4TExOEwx/w/d13362trW1sbIS9jE6ny8vLS09PLygogN+AWq3WaDQI7pDJZBqNhsfjQfIokUi0Wi1sgZlMJpfLFQqFAoEAlu4sFgv9O9zEeDwemno0+EKhECaUiKeAcJtGo1EoFD6fazQZDKZctTFHV1yoyc/V56gLtJoyTW6+TKlUSDQ6dbZAnMPPKKD7/Hd57MATtLHVgfZH/eyP+o2tCgCaOx7zx8H4YwFjjwLTb7Xq4494jz3s5XjI2/GQt+NBn/EH/MaW+4/d5zd2n9/YUl/HUi/7Es+xxe6OxST7IpKtjWSbT7LOc7O0kqzNbpOwTrI2kixNJGuzm7XZfbTZfbjZbbjZY6jF8/TCmS/r/IzRJEaEf2x0DDk+OnpmBCOeSotJiI2JCpsVGh49KzRmVlBkaNis0JkhIUGeXt7ut7gXDw8PLy8vgmZBn+7h4eHt7e3u7k4wNoB+QuB4O9VOQDaxqfSd4H77nTgWCATXr193HcLf/eS8J+D+P8eGy1sWAtxHrRabw9p9+hThLQNwr6qq6uvrs1gsBw4cwMb/wMDAp59++vOf//zw4cMXL17s7+8/f/78F198sXPnzjfeeGPHjh1fffXVu++++84772zcuPH1118fGBg4fvx4d3e3w+F45plnzGZzd3f3PxhL/mVrGtz/icAdL+EK7k6n8/3336+oqJg7d25ZWZlCocjNzS0sLExJScnPz9dqtUhfwnqk0WgEbyMSiZKTk3NyciBXhz4dbgQymYzJZILAgbkY4pYgSoOvL/wGYGkA91rs1pPJZOTDsdksfa5Wl5cj16t1Rflqo0GrURXqtCaZUpcl0msVUrlELFbrpApGICknnNS3UTy0Nm5gZejwykD7Y/6XVgdcXuU7vtLn0qMBlx69tWjqWOk/vsJv/BHf8Ud8xx/0Hn/Qe+wBr7HltwanY/f5OZb5Opb4OJb4jC32dizycCzysLfdmqCCjbE2u1ma3CxNbtZGt1vg3kiyNpGsTaSRZtKFZs++Fr+e+TMOLU5q47qnBpOSE+KotOTYmCg6JZEWk5AQGRs1a2ZoeHBE1KzQWTMDIkJDI8MiZ8yY4ePr6e7h5eUFZgb4DrIFuAxwBx1PMOyuTT1pUjNDctHAuML9ncB9SoNPOIgplUpCLzsxaeb+wzv3iang/tKH0uqfbdg+/OKusU1/nqRl9lz/eYdzS9/E68cGylsWbdu2bd++fRabFeD+6qv/Z/lbX18PcLdarYcOHbJMbg999tlna9asWbFixerVq1esWGE2m00mU2lpKTY2GhoaFi1atGTJkrlz5z733HPnz58/efIktO3PPvtseXn5tFrmR9c0uN9tQ9Vut99b+4G/+lRAdqIpu3nz5p/+9Keqqqqqqqqampra2lpI1PPy8gwGA6asaWlpJpMJYR3YMlUoFHq9XiQSwaeXy+Wq1eqcnBwo37OyskQikVKpxASVCHgiEpqwjUkmkzMyMlQqFewPCX8xuJNLJCKjKd9oyldqNRqdNjc316jPyc8xaBRKYTZ0ODKNSq3M5mqZYQ+JfLueUp5+nN2zMsK2JsixgjR2P+mbB0mXH/S6/LD/xRUh9keCbA/6Ou73urTc++pDfuPLvceW35qaQhLjWObvWOZvX+xrW+RjX+htW+BlX+Blm+9pnecxOo80NI803EIabSRZ6j0t9d7WuZ7WepKtkWSbS7rYTBprIg03kc60BnctTvygctYDPDd+BCkpJjSBHJeQQCGTyeS4+LiY2Jgo5NjNnDkrcuasyPCZETPCQoMCAkG4wxUAbTuhfiH06a4zUuKe21Hb3aVuZ2PuhOwE24NvAwMD161bRyzWXb9+/erVq3/5y1/ucr7dWmK6OeF03nRO7jTdGdwHX9wx9szH9kVbe5dsH1m398bzHc4t/ROvHT9f3rTorbfeOXDggM1msY/ZenpPv/rq79asWWc2mxHjXllZ2d/fb7FYvvzyy9HJ9KVdu3Y999xz+/bt+/TTT3fv3r1o0aLIyEhfX19/f3+VSvXee++9//7777333gsvvPDggw/29/cfO3asp6dnbGxs/fr1VVVVrjF7RP27wtZ0fZ/6VwV317VDvIG/+OIL2IdVVlYWFhYiYA+y95KSEplMJpFINBqNWq3mcrkSiQQJHvn5+UiZEAqFIpFILBZDP8Pn80UiETp9NpvN5/MhtqFSqVC4w14Ge5VMJlOtVnM4HDKZjJEsmUxmsVhcLhdXBaPRWFhYmJubi6XZnJwcnU6nUqlUKhU2oaRSqTabk+lLWqWesXslv39D2vkV/ldWeV5bQbr+iNuVB30vPRQw9nCQY0Xw+IrA8Qd8xpd42NtIjvs87fd5g1u3LfG+dVvkM4ns3rZ5XrZ5XtZWT1uLx2gLabiZNNxMsjS52Rp97Y0B9iY/e6Obo5F0qYlkqyVZG0jD8wKPtcbtmp+6Th1BI5EYUSGIyEhMTExISIiLiyMSSiMjI2fOnBkREREeHh4SEuLn54ee3Xuybgf328v92+VKwf9QcHfdbMKlhUwmf/LJJ8S5hG4A4/cfDu4TExM3Jm44XcD9mW+D+9C6PROu4P72tncPHNhns4/YxxxTwH3u3LkVFRX9/f1Wq3Xfvn14Hw4NDb377rubNm0aGRlBascnn3wyZ84cDw+PtLS0X/3qV1999dWXX3555MiRX//6101NTT09PZBCjo2Nbdq0CQHZt7+9p8H9P7n+VcGdgHXn5KCss7Nz3bp1dXV1VVVVarVar9frdDr4uefm5mZkZKjV6uzsbI1Gw2az5XK50WhEsCowncPh5OfnA6mVSqVAIIAFCqzEFAoFl8uFel0sFmNtFeJIGB9yOBydTieTyZD4AcdghDSJxeKCggKwQ3q9Pj8/H7+bQqEg7MykUqlSIjAKWXkMz2dnR3Y8we29L2hkGenicjf7UpLlPo+h+zwH7vMYWu5lfcDL/oCv434/+1If+1Iv+zIP+xJ3+xJ322IP6yJ36yJ320IP20IP23x36zwPW4u7rcXd2nyLfrE3kWyNJEsDaWSu11C9z1C912g9aXQuyT6XNNZIGmr07pkX+9k8zqPymbJot7TYEGp8dMJkIb4uKioqMjIyKiqKwHcC3AkzL9fmnSgC0IljAPcUHHcdkN4F2W/Hd9d78OQymezSpUuENgY9+50cMv6m4N59uocA95aWFoA7FC+HDh2yWq0wCfjwww8fffTRTz755NixY0ePHj1+/Pi6deskEklzczNidD766KN33nnnySeffPTRR/v6+k6ePNnd3T0+Pr5p06Y7bahOg/t/cv2rgjsKb12A+8jIyCuvvFJVVVVXV6fVak0m0+zZs3k8JFCiigAAIABJREFUXkZGBoQxMplMJpMZDAalUonjrKwsNpudm5ur1WphCwyxo1Qq5fP5DAaDx+MpFAosNGVkZKSmpqpUKrlcjqhPqVQqEokQtE1YEfB4PGhmOBxOXFwclUrF2hQGvAUFBVig1Wq1crlcoVAIhUJYmImEfKUoXZkaoYshPZsX9PVDzKGV5JEHgh0PBNgf8rM+5Gd9yM/ykLdlubflPi/LMh/H/X6OZd4Qw9iXuDsWedjb3G0L3WwL3Wzz3a3z3GwtJGszydbkZmtyszaSLA0kax3JUk+yNJBGmjxGmr1Hm73tLd6OVp+LCwIHmoLPtNE+q09+Uhktm0GK83WjxsVREymJiYlkMjkuLg4J4FFRUUD2WbeomZnIwPP19QWm+/j4+Pj4ANxd8f12isaVgSHg/vYB6ffBdxz4+vqSJvWU3t7eTz75pNPpvHr1Kk4VVx7vHwXuyFCtr6+vqKgA537s2LHR0VGbzTY4OHju3Lnf/va3GLfiM2hFRUVRUVFJSUltbW11dXV5eXlNTc26det27do1NDTU2dnZ19cHWqa8vPxOUshpcP+PrX9JcHcVtzknP2tfvXr1888/b2trq6qqKi4u1ul0OTk5mZmZmZmZubm5BoNBJBLl5uaWlJSUlJSIRKKUlBSVSgUCh8/nozc3Go06nY7NZiNNWyaTIZGDz+enp6fn5ubS6XQqlapWq9VqNcwLFQoFNuzhFw/DSIFAgPRndPGAb71eX1hYCLtKTMkQ5y0Wi4VCoVgkEGQy9aJUZXJ4MdP/UUXYnxewe1cyT7cFjt7nZ7/P03G/j225j/U+39Gl3pZF7qOLSPalXrYlnvYlnmjbLW1u1gXu1gXukMSMtriNttzaQbU0kUYbScP1pNFGkqWVZGklWZpIIw2koQaPC41B3fWRx+cxP56buZTlpwgmpc8I4sRSGHF0SgI1ISEB4I4UJOD7zJkz0bmHhYVhcQlQjr1TgDuB71Na+NvB3ZWlcZuM2vhBBUDHnBZ/PSQkpKenx/ntxaW7hDH9rcH9lVe2rF69trKyEqkylZWVUMucPHlycHAQeoSRkRF4u3/22WcffPDBRx999PHHH//v//7ve++9t3379p07d3766ac7duw4efLk0NAQEvUGBgasVutTTz0Fzn0ax6fLtf61wZ2gZfC+7evr27RpU0lJSU1NDUTugHiZTKbX6xHfkZubq9PpJBKJTCZTqVQ6nQ7pHHq9nsvl5uTkQL2elZUll8shis/KysLqE4Q0yPcQCoVYahWJRFhfgpUNjgl3SQqFkp6enp2djeQKLFLBiFir1cLOTKlUisViYbZAIc4SZ6YaxNnyFIp4ludyZeybcxnHHmSdfyB2ZGnQ6EJfy0Jv2yJf+2Jf22I3SxvJ2uZpnTT/si5wt8x3g1HMLSqm2d3a7G5rcrc2ulkb3SwNpLFWL3uzu6WBNDKXNFxHGmrwGGia0Tsv8evFvLeqMx+RUTL8SAx/b1ZkDCuaxohJSoghx8fHk8lkQDzsBEDL4GDGjBlg28HJ+Pv7o4Wfwr8T+D4Fx6eMWH80uLu7uxP6S+B7cHAwYSNDaNtdqby/G7jbHPYp4N7U1ESAe29v74ULF86cOXP27FnEd/T19fX29kL8jsRq3Hn69OnTp0+fO3duZGTk3Llz3d3dcIQfHR3duHFjbW1tR0fHNAkzXa71rw3uhFQG89WLFy/+5je/KS0tnTt3LvSOSEQSCATolHk8HsHPmEwmHo+XmpqK8SZ6czj65uTkqFQqGPxCYEOn08G2y2QykUhEzGDlcjmVShUIBBixCgQCWAej90cIEZVKxRarXC4vKCjQ6/VGoxHqTL1er9VqcfkRZmUrs4XKbLFUIBVlCOQZGTJapC6G9FIZo/0+Xt8Sum1h9OX5oZdaA8bnedkWulna3KzzvWzzfKytnhiZ2lo8bE3utiZ3e6O7vdHd1uBha/Cw1XvZ6r2scz3tc90vN3iN15EcNST7XHdHU+Boy6y+5qT2Vt5v53AUM0jsCE86OSKJRmZQKek0etyMMHJMbFxcHGHyFRsbi4EqUD48PDw4ONjPzw/duq+vb0BAgJ+fnyu4u7I0rmz77YT79yHZ71QYorpNqipJJBKVSiV2U6csLv2dO/cp4N7U1ARwh3PAwMAACJbe3l5IG7u7u3t7e0+dOnXixAmkqvb29nZ0dBDBqh0dHQD64eFhZC1t3rwZA9VpcJ8u1/pXBXfX5h1aCNzzyiuvVFdXV1VVmc3mwsJCSGLUavWcOXNKS0u5XK5IJDKZTEKhUCwWQxMpEolUKhV+xOVytVotdpRkMhk8DPh8vkQigT+BUqkknCNB6EMSA7I+IyNDqVRmZ2fDfpLD4SCUFW7AGRkZIIiIYW9eXh5Wq5RKpVqpkmSJJVkyAVcmFesEXEkGg55NCS9JCV6fQ36rhHKiMXlkPn20ZdZgk//gfK/RRT6WeZ7WVu/bwd3W4GZrcLPWk6z17tZ6d+tcT+tcT1udh73Wy1rjPTo3aLglqr8lsb2K8j/6mCdFs2pTZ1J8SNTEiDgGOTqJPDMmgkGOZZLjKPFxrpwMUdHR0REREYQFmK+vr5+fn5+fX2BgIMDd09OTAHeil79d/ni7ZoYA6x8H8SQSyd/f383NLS8vj7jw4zwhtiLuckb9HcC9sbGRAHdEaoyOjuIAOhkMV8+fP4/1Efizj42N2Ww29OljY2NIPbXb7cPDwwjrKC0tPX369DS4T5dr/SRwf+KJJ5CharfbL1++fA/B/a/WFHzHZ/Dr169v3769sbGxrKxs7ty5gE4ej1dSUlJUVGQwGAoKClQqlVQqNRqNGJbm5+dnZWWxWCyTyWQwGJhMpkqlkslkCoUCIJ6ZmSkSiTQaDZfLRWRHbm4ug8Egk8kGg0EsFiOgQ6PRICObkNakpqZiZxX+kSDrRSKR0WjMz89XKpUYscpkMp1Op1ar9fpckVguyJJkZor4PEl2llSclS3iMKWMKGmkR1Ek6QlB5K46QfdSYe+i5N62yLMLAy60ug21kkZaSSOTdgKjTaSRRpKtmWRrJlmbSKMg2ZtIlibSUIPHSFPIueboE02JR9oydzaLVvMjcgNIihA3wawgVlx4AnVWDCMmlh5HpsXRyDFJcTGJCfEQycDikaDdwbYHBASgK/fx8fH39w8ICADn7tq2A/q9XMq1c3dlYwiC5fZN1O/ZuQPcQRC98847d0fz7z6pvhXW4ZxwOm9O3A3cX9o5vukj6+LX+ha/M7j2q5svdDpfPXvz9Y4Bc/Pit97cvn//Xrtj1DE+BnBfs2ZddXV1Y2NjfX292Wz++uuvx8fHBwYGXAOsrd8jvchqtTocjqGhoaGhoUuXLl24cGHjxo01NTVYaPoXyhuarr91/VRw/+qrr3BK/aPAfWJi4sZkOZ3OQ4cOrVixoqKiwmw2g3AvKSlJS0tLS0ubM2dOYWGhVCrVarUFBQUmk0mpVKIrh5wGFgUgSWAVKZFIsrKyYP4Of2CJRALppFQqzczMhEc5h8Ph8XjZ2dmpqal8Pj83N1ehUDCZTKgkwdgEBwenpqbK5XKhUIjkbjTsGo3GaDTK5fIcg16mUgrl8kyBkMcXZXKzhFnZIn6GnJemzUyRkiNyY4ObUiIf44b9TOr/v2XhHctop9pmnVk8s68tvKsl6GSDf29rUP/C0HMLQnoa/XubA/tags60Bp+dH9a/ILyvNbSzKaJrMfPDyvhNEt/F6d7VKaHSmd4pAd5Z5Dh2bCyDHJuQGBVPi46nxiZSYmnkWGpcHDkuHm17XFwcDkC1g5BBS04gOzgZQjZDcDKu81XXbSbguGvD/qPJGbDtbm5ugPiCgoL+/v4fc1L9ZHDf0j8BcH9727u3g/ucOXOampoQs/fKK6/09fVdvHjRNplMTbwhibT7O8XFORyO8fHxsbGx0dHRvXv3PvzwwxUVFZ2dndPgPl2udQ/AHU/0d85QxSfuW2+7GzeuX7+O5t3hcGzdurW+vr6srAwNssFggCIF8UzZ2dmFhYWzZ89Gey6RSFQqlV6vhx2YTqdDTIdIJCouLlYqlcBovV4PUh40DgTySqVSLpczmUyRSGQwGNLS0igUCi4AMpkMxjWJiYkajYbP5yclJTGZTKQ/GwwGk8mEaapGo9FqtVKpVJujkarEErU4SyoWSCRcPk+QlSngsoV8No/D5LLpWWyWnE2XxAaLAkjlcaQnZUF/KKV+0sDZv1jSvkx6cInk0FLxgbas3U3pR5aIjywRH1osObhI3L5Ysm+h8Ism/vv13IeFgcUUUpo/iTGDxKbMZNISqOQEeiKDTqYnkRNp8fE0ciwtPj6JTKbHJdDiKYnkBGwwUSgU5JBER0fPnDlzxowZgYGB6MoDAgKCgoICAwMJcPf5dgHl7wLurj37j6bdXW2Bt2zZ4vweBr/fcVL9QHB/ccfY7eD+P52DAPcDB/a5gvvq1WsrKira2trgkNHS0rJhw4bNmzc/++yzmzdv3rRp08aNGzds2LBhw4aNGzduumutX7/+6aefXr9+/aZNm9asWYOAyenOfbqm1D0Ad/CG4+Pjd4+5ubc1pXMHuGOs2tHR8eCDD9bW1prNZuRiFxcX6/X67Oxs5DFlZmZiy0koFOJ+GA+oVCqELsnlcgjYJRIJ8rWhmwTfgqVTpVKZlpYWHx+PND7kYkNag7BWDFfhPiYQCCgUCmTvED5i5RVbr7Co1OjUcq1YphPLNVKRXCgUC3h8DjczlZPO4mbzOHxuKpfLzxKIMjmZCTMFUb4mWpCZEjg3KXAuNaAyzqMq1r2J6rskNez+jJkLmcHzGYFNVN+GRN8Gql8DJaCO7Fsc7yMn+6XG+iTFB9FosxIZ1Fg6I4bGjKcyExOZNHISLZ5Cj0tgxFPpCbSkBDolgUp2qbi4OAxRQ0JCQkJCgiYrODg4KCgIyI7ydSli1gq6ZsqqKlx/3VwEke6TJmKuvfxfRXZiMdXX19fDw+PUqVNOp9PV7Pf7nlQ/CtyX/OHMku1DruBe0bLkO8G9tLR0/vz5c+fOraurM5vNtbW1ZWVlZWVlVVVVlZWVFRUVFRUVlZWVlZWVuKfqDlVbW1tVVVVeXl5dXW02m4uKiqqqqjo6OqbBfbpc66eC++7du/+x4O78dnzaxMTEN9988/TTT+PtUVRUVFBQIBaLxWIx9oby8vI4HI5IJCoqKkJkB7h4SGUw50SgtkKhwEwVQaBSqRTuY1lZWRwORyqVQmrJYrGI7dbExESxWIyM0NmzZ8vl8ujoaFw/EC46a9aspKQkFovFZrMh4AE7ZDQapXKZNi9HrpPrcuQSSaZKlZ2VnZklFqVni9JF4tQsATOdmZbByhJkZHHTeekZMh5fyWaqGVQFlSyKi+SGB6cGeLK8SUxvUpq/J26cIN/MsKDsqJnZMZHcmKh0Oi2ZQU1hJTOZDDKVEkuhxFMZ8VQGmcJIpDAoiQxKIoNKYVCoDDKNEU+jJVIpMB4A846VpeDg4MDAwJCQkNDQ0NDQUOSdAtP9/f1xcDvQE+Duqna/V+DuGt7k7+8/PDxM7C79sJPqh4P75j/bpoD7GyeH7gTuVVVVjY2NjY2NFRUVS5Ys+cMf/tDV1dXR0XH8+PFjx44dO3bs+PHjJybL9fj26ujoOHr06K5du15++WV4CHd1dU2D+3S51k9Vy0wB978bLeP8ttqdAHc0788991xxcXFZWVl5eblGo9FoNLm5udnZ2Vqttry8vKioCAr3srIyg8EAjwGsj0LlUlxcLBaLoWrXarUajQaOkmq1GrxKTk5Obm5uamoqjUbLz88XCoU0Go3L5WZkZIhEory8PDabHRERIZVKZ8+enZmZKRAIYmJioJkhk8nJyclwnBcIBHAjyM3NlckUGq1BoVTn6JQquUCvl0kVQolKxZXKk1LT03g8niAjI5OdxmGx2CnJbD47TcRhc1OT2Wx6cloyK4ORnEZLSqfRuAwGOyEhNTExNZGaSqWlJSVnJKdwmKms5JREOjMmgRoXT6FQaHQaIzmZRWcw4xIpiUn0BFoSlcKgUhg0anICjRGbRItNolGTaFQqFdmBs2bNCg8PB5oD3MPDw8PCwoKDg4Hp/pNFIDtxDCIemI5Zq6vy/XYHAldk/54+BG5ubtDJPPLIIzdv3vzmm29+RJ/xQ8H9F584Nv/ZtvT1s7eD+ztvvfedtExjY2Nra2tVVdW2bdu6u7svXrx43qUuXLgwMFmux1Oqv7//woULIyMjFy5caG9vX7VqVV1d3XTnPl1T6t6Au8ViGR8f/ztz7lMGqlDL4ODDDz+cP38+5I9CoRAfXYVCYXl5eVlZ2ezZs5VKZV5eXl1dXVlZGbaQDAZDXl5eZmYmXMBg0Q7rMZlMlpSUpNPpgP7wk+Hz+Xq9PiMjg81mc7ncoqKijIyMyMhIUPkpKSl5eXkxMTFwlgcLn52djb2n+Ph4ZHqkpKRgvpqTk2PMLdDK83UKk0aVo9WqVVqZXCMVyaQisTQ7S8LnCvhcHo+bwc1M42amZ3Ay2SnpqZl8ZmYGk5PK5KSmpLKYKclMVhKTRUth01PTklNSk5NZDCqDTqEnkZOSoqkJNA6TkcpMYbJYtGRGPJUeR6FRkpKTk+nJ1CR6IoNGZlDI9IQEaiIlnkKNS6TEJ5BhFhYREYEc1MDAwMDAwNDQ0PDw8IiICIA7CHf8yJWfIfCdaNsJFc3tFPztkP39wZ24KpDJ5L17916+fBlOMhN3qHsO7kvfHSbA/c2u4TuBO6SQjY2NZrP51KlTg4ODp06dOnXqFBaXUH3fo7Dc1NfXd+7cucHBQQRkHzlyZBrcp8u17hm4/zMMVAld85UrV15++eU5c+aA0wSTXlpampqaKhAICgoKlEqlSCSCpF2j0cyePRsq9YKCAoPBgOxshUKB/VWksCJmD8p38O8UCkWv18NCgEqlgniBCQGPx6NSqVKpNDo6urS0FD42XC43JiYmOTmZQqFQKJT4+HgYwUNoX5BfbNKVFuTMUcq0Gm0OXySQqaUiiVApV6hlKrlIppTKpGJJZlpqKjM5I5Wdnp7O5HCY3EwmL53OYTNSmclpLAabTmNSKYxEGpNKS6FRkmnk5KREFiMxhZXITo6kxMZSYymJ5BRKUnpSSloSi5lEZzCSmKwkRjKFQYujJ8YlJcRRyfEJCZR4ciKFQpnSts+YMSM0NBT2MjNnzgwLCwsJCQl2qcDAQNfmHUVAuZeXl6vy3bV5d3Vj/xGdO7xlXnzxxStXruAMwerDDwX3yS9TwP12y1+Au33zny23wH3P9Rc6nb8753yza7iydenbb28/cGCf3W51jNu7T5965ZVXQMvU1tbOnz/fbDYfP34cm0q9vb3d3d2nTp3q6uo6efJkV1dXV1cXQL/rDoWH9fT0dHV19fX1PfbYY2az+fTp09PgPl2udY9pmXvFuf+VN+EdCtJmOP+1t7cvXLgwPz9/zpw5UMuYTCY+ny+Xy/Pz83NychBzWl5ejkFoQUFBXl4e1Ir5+fmgZVQqVU5OjkgkgmN7Tk5OWloanU7Py8tDzBMinEDos9lsKpUqkUikUimXyzUYDDQaLSMjIyUlBbxQVlaWVCpFxDaTySSTyUwmMyYmBimAPJ5AKlZIRHK5XCmRSDQ6rUanRrS3Uq5QyhXZgiyZTCaTSHmZXF4mNzU1NZWTxkpLTWanMFNYySwmM4XFYjPRwiezGAwmPZnFZDCT6ckMWjKDzmImMZOpSRQ6nc5mpaSxwL0n02g0JpNBo1HoSVRmMp1Bp9FpSXQ6nUajJScnMxgMEO5hYWFRUVHw+I2JiSHgHjVjxgxiygp89/f3Ry/v7+/vKptxFUdCwggVo6sf5J2WmIgFVNdHuruEOu3duxcX+x/NuU9+mQR358QUcL/gcOXcbZv/PHqLc99z7YVO56v9zv85OVI5f+m2bdsOHDhgH7PZxyzdp09u2fLKmjVrKisrW1tbm5qaqqqqvv7666+//vrIkSMnTpw4evQoOPevv/7a9fhOdeTIERwcPny4q6tr7dq1lZWVHR0dd3qH/10RZbr+aerfCtyJB4CFnzdv3ty5c00mU01NjdFoVCqVpaWlGo1GKpWWlJRUVVVhk6impqa8vDwlJYXD4RQVFeXk5DAYDKFQmJubKxKJsKCUl5cnlUpTU1PhG6xQKKRSKeai2dnZEokEJjNsNlssFufm5qalpfH5fBaLRaFQIJiB00BmZib2m+AxGRcXR6FQ6HR6QkJCeno6MbbNycmBBF4ul8vlcnzOgPkBRPcCgYBwHENmd1paGlQ9KSkpiAZks9lpk4VxMaJfU1JSECQCjzMWi0Wn05OSkhgMBoPBoNFo2KpF2klSUlJMTAwQPCIiYtasWYB4kO/BwcHo5cPCwkDREM17YGAggB5LTFOQnWjbiTQ+Eulb6XpTGnZXTPfy8iJ2oFx/xGQyjxw5QiggMX35YWfd/3256ZwgwP3GxMSNCee1b4P7z74N7iMEuL/eOVwxb9G2bW/sbz9gH7PZx0e7ezsB7mazGbLFsrKygwcPHjx4cN++fQcOHDh06NCRI0eOHDly+PDhQ4cOHT58GAd4zKFv1+HDhw8ePHjkyJGjR48C3J944omampppnft0Tal/SXC/SwHW8cZ+6aWX5syZYzKZqqqqELyn1WrRgJtMJpPJpNVqlUpleXm5Wq2WyWQYpWJ8KhAIFAoFHi8Wi0HFSCQSwGJBQQFcgjFBValUWq0Whu8AWaPRqNfrkbAaHx/PZDKxLaVQKEQiEfp3qVSKawCdTufxePgkoVAo5HI50roh14GtmFQq1Wg08EXAkq1UKuXxeAh3hZGZUCjMzs4GcYRH8ni89PT0lJQUJpNJ/G6Ae/jOozdH6GtycnJaWlpGRgafzxcIBBkZGbg4JSQkzJo1Ky4uDpZhyOgICwtDwx4WFhYeHo7hKvp3MO9QSWKLFWwMMVx1RXai6Xa7qxuBK7gT1I27uzuRyRcfH7927dqRkZGrV68C33/churkl1sxe98D3C2I2QO4v3LW+XrnqLl18ZtvvnngwEGHwzHZuW9ZvXotwjqam5srKysB3+3t7UeOHGlvbwdwt7e3HzhwoL29HQeu1T5ZQHz89X379h0/fnzt2rVVVVXHjx8n9p7w3nZdfJ2u/8D6twJ3VxfAmzdvnjlzZunSpZWVlQjKAKYbjcaMjAytVmswGNCGw6NRpVLx+Xz4rQMu0eynp6fn5eUVFxcT5HhWVhZWTGHajuEq/oTJO/h6sVgMvEazLBaLeTwerhag2rHgymazMzMzk5OTqVQqj8dDl42EECxYQaqPJSy06hKJBAGwQHY09fgRkTHC5/PhdomPCETDDvhGzAidTmcymUwmk0KhwLxeLpfjFTFkhmUCKBq08FBDhk9WRETEzJkziUgmwD2U7yiCk/Hz8wsICCBsI4kVVtc2HIh/++YqgexEj0/07PjrJBKpurq6o6PD6XTifHX+9M79LuD+4p9vZajucLiA+/UXOp2vnHH+4YSlrGnRm2++deDAQbt9zOaw9vR2/+53W1evXlteXj5v3ryWlpY5c+Z8/vnnO3bs+Pjjj2Hku2vXrl27du3cuXPHjh07duzAwc5v167J+uSTT/DgTz75BGqZ6urqkydPTnfu0+Va/1bgfnsgw+7du2fPnl1aWlpaWqpQKEwmE7QrcrncbDZrtVqhUKhQKKqrq9HwArUzMzOR34RFU7A30M+A1YGqEuNZkUiUmpqK2DwoKRMTE2UymUajkclkBQUFaMwxSmWxWAQKA2cTEhLUanVYWFhqaiqFQomNjU1ISKDRaGif8eDs7GwEjICKAa2fkZEBTBeJRHhCLFgR8I0DaH7wiwHKWSwW6JeUlBQiEFytVufn50MahOfhcDjQ9iQnJycnJ8MVcubMmZGRkSEhIejZ8S0RuYc7MWVF/w40h2wGQhqCfMcxgeaE8/sUc7Epg1PQMoSTDGHz+/zzz1+5coX4dyc+vf2ws+7/vnwvcP/ljrFnP7It2Xp26dvDU8B92xtvHdh/2GYdt9lsp0+f/v2WP6xZ9Xh5eQU497Kysn379u3bt2/Pnj0HDhz48ssvd+/ejSA9HKO+mqzdt9WePXvw+KNHj2KgeuzYsX80mEzXP1f9W4G7czJ5hzABvnbtWmlpaUlJyezZs41GI5zZzWazQqEwGAyI9dBoNCUlJeXl5Xl5ecBx+PqCt2EymUKhEJy7VCoFeY3PATAeEIlEMpkMW6bwlQRXw+Vygc6Yu4LCRvsMzzJw9LgTlA6bzWYymVQqFfgLQjw9PR3hUJjH4neDRh5GN1lZWXCszMjIAKefmZnJ4XBSU1PhewOgB+EOOp7JZKalpSkUiqKiorKysurq6tLS0sLCQnxqQcY3OB9chNhsNplMTkxMjI6OjomJQc8eGRlJ5KkSnTs6evgTANxd9e+ErRgcaQDuAGgieXVKmoer3hFojlAOoDwgPi4u7uOPP7527drVq1dx5twpCPuvnHX/9+U2cHcdqN4V3F87bilvWvTWm28f2H/YahmzWq09PT2/3/KH1Y+tq6ysbmlpaWhoqK2tPXv2rNVqxXsHfjJwV3U9di3CWMZqtTocDjzAYrHY7fZnn322rq7uO2P2pnv5/+T6dwN3gmkllM6/+tWviouLi4uLi4qKEGGKvA6pVFpUVJSXlwe6A1COWCXMLWH5AsoFm6tZWVk6nQ7aGI1GA5UL3IC1Wi36azgNSKVSNptdUFAAOQ3c4dVqNYVCwfATqkrkPYWFhanV6oSEBDAtoMWpVCocXVgsVnZ2NtpnkO8IA1Gr1aBrXMEdhf4d4A5Yz8zM5PP5Go1Gp9MZDIbc3NzCwsKamhpQwHPmzEHYLBKmFAqFUqlUq9Xg8aH9BzOTkJAAfCdSmYDsaNgB+rAoIAxnMFx1JWTQtvv7+xNoTugjb09rcg3e8/DwIIL03N3dIZ6Ji4t75JFHLly4MDHMmw6mAAAgAElEQVQxcf36dSD7j/AecP5wcH9p59imj0YXv3Z28Tuu4D5qbl789rZ32vcfto7arKOW0909r726FeDe1NSEmN8zZ84AdkdHR61WKxCceE9+JyITHDp8gHGn3W7fsGFDRUXFiRMnpnF8ulzr3wrcidQ9YqR27dq1oaGh+fPnm0ymoqKi/Px8lUpVXV0Nu0e5XF5VVQWGWqPRmM1miFUgUEG3npaWJpPJcnJyJBIJvNqZTCa07WC3eTweemqJRCIUCuH1iMxVpDLxeDyixQbpgY4YuJ+TkyMQCJDMl5aWxmAwWCxWcnIyTMeoVGpSUhKdTgegJyYmJiYmcrlctNXo0/FsxBCVEOODqAHKw5yysrKyrq6uubm5paWlpaWltbW1vr6+tLQU/3WgrQoLC6G/RGw3vBbi4uISEhIoFAqNRnNNUkVAtiuyQ0hD0O6AdZjPwITAlaUhxO+wKCCM4HG/K7gT01QSieTj40OwNAEBAaWlpZ2dnc7JtEUcEOfADzvrbn29+YPAfdHWM4vfGb41UD3j3HpspKJlydvb3mnff9A6arOMDvd0d7326tbVj60xl5U3Nzc3NDRUV1efPn2agHUCqUdHR2Ha7npwe1knLwlo859++umKigrCfmB6oDpdqHvmLfN3XmL6PkVIJA8ePJiXl1daWoqIVI1GA5swrVZbVlY2Z84ckUhUWFhYX18vl8slEgmE8Aj0yMrKwiQWO0rYSi0oKCgqKsLQks1m8/l8o9GI5DyEZYvF4tjYWKlUSiaTCwsLeTwefoq+GH/iKoKX4/P5eXl5sbGx4LipVKpQKORwODCSjI2NpdPpkE6SyWQwP0B/uDZC64K8JxAybDYbF4nExMSoqKj4+Pi0tLTy8vKGhgZkNOfl5eF6VlNTU1JSMmfOnNra2tmzZxsMBjgi6HQ6zFTxK6WkpKSnpyckJKB5R8OOPyGSAQUPWI+KigoNDSXiswnDGWA9pJBTxO/e3t4AfVfm3c3FXmYKyU6Yha1du5ZYUZ5SP/iEufX1ptN5fQq4O503b1y7fu2m85zNue6XO6RVz2Og+uwntkVbexe/M7xu7/XnO5yv9ju3HL1Q0bL4rTe3te8/YLNYLaODp7pO/P6VV9esWl1Rbm5oaGhoaKipqenu7h4ZGRkbG7NYLMPDwzjAexL73gSII24JHr/Dw8O4GAC17Xb7+Pj4+vXrzWZzT08PoH8Kmk+D+39s/duCOwQzUEbabLbS0lIsNBmNxpKSktzc3JSUlNzc3Pz8fKywFhQUZGdnV1ZWajQaDC1LSkrUajUsf1UqFbacNBoNi8UyGo1YU0K/zOfzoTbB/BPprEajEdPLlJQUCMnBfbPZbCAmg8FgMpkAYqPRiBcFI8/j8RISEoDUSUlJWVlZdDo9Ojoas1Y00QwGAwNPKB0xI4V3TXx8PBzYaTQaMT5lMpn5+fmYN2RlZRUWFqKRh36jpqbGbDYTCVZ6vV4ul4MLAu2DDyJo3pG3B2RHWDaYd2w2QSXp6+sbGBgI8Qz8Z+AsRkTxeXh4uGppiGSP26NWCc6diMD29vYGS5OcnLx9+3b8QxPXcuL4B58zt75OBfebN687nTdvXr9xfcJ53u58/Fc7ZdUvbHx35OVd4z/bYV/82tkl20fW7b3+fJfz9xecf+gYKW9ZuO3N/9m/d5/VMmIZHTzVdXzrq6+sXb3GbDYTnXt/fz/Auqenp729/auvvtqxY8cXX3zxxRdffPzxx5999tnu3bu//PLLzz777Isvvvjyyy8/+eSTP/3pT9DYHDlyBMl8o6OjV65c2bhxo9ls7uzs/EeDyXT9c9W9sfz9+9sP3L2INzlUE1euXPnwww8rKio0Gk1BQYFGo9Hr9eXl5TAPkEqlmCWazWYOh6PX6zF9hdwwIyMjLy+vsrISuIyVpeLi4jlz5mRmZubn51OpVLgEa7XaoqIiPDmFQgFnzefzExMT6XS6QCBA++y6RpSUlJScnBwbGysWixkMRklJCTwPsrOzo6OjMW4FxANYGQwGQDYlJSU8PDwyMjImJgadO5A9Pj4eehsC5Yns07i4OIFAQPjNtrW1tbW11dXVNTQ0LFmypLW1tbq6uq6uzmAwQL+Pzx+YCSOoJDMzk06nY2cV3u4AdwSrgpmZOXMmFJPgatDLA+IJ2xkAvaenZ1BQEFh4YtwK0Id+BihPIDsId1eihs/n//GPf/zmm29+9IRm6mlz6+tUcL9x45rTeXPixs0bTud5m3PdL3ehc//5Dvvmj+0Ltp5te3tk9Z6rz55wbul3vnZi2Nza9uab/7Nv3z6LZWTUMnCq+8Tvtryyds2qioqK+fPnwxWyv7/fbrd3dHS0t7d3dHR0dnYeP34cMaonT57s7u4+efJkZ2cnYUjQ0dHR3d09PDx88uTJ9vZ2LLKePXt2fHx848aNlZWVnZ2drqEf04TMdN1LcL9X77GfXq7gfuPGjStXrlit1qeffrq2tra4uBiyltTUVIPB0NrayuFwQEoUFhYqlUosEEql0rKyMqPRCIk64vHq6urAZVdUVFAolNraWoPBoFKpQMSnpKQgmoPD4cyePZvD4chkspKSEli3p6enK5VKoVCIsFaBQAA5OXSZKSkpMpksLi6Oz+cbDAapVIrMbjKZzGKxoKhJTk7mcDgsFis+Pj45ORkbp9gzAp4CaiMjI2fMmAH6Ozw8HPtHVCqVyWRmZmbW1tY++OCD8+fPr66ubmhoaGtrW7hwYXl5OWxjYV7PZDKx82UymbDeBfqex+NBb+Oa3YH5KoL30KQD2bHIGhYW5uPjExwcDAk8OBlIZcDFg2HHtwB3Qhzp2r8T/u/E7lJoaOgjjzxyb71Ib2IpdRLcbzpvTAH36xPOfotzzUs7xBU/W//28M8/cTy74+KiPwwsede2du/Es53OV885f3dsuHzekrfeemv//v1W66jFOtjd0wFwLy8vX7BgQXNzs9ls7uvrGxoa2r9//9GjRzs7O3t6euAVQ6D58ePHiQOkY3d1dX355Zc9PT14zOHDhxHQ8fTTT1dWVk7RuU8j+3T9JHB/8sknkcRksVjubUD2jyvXV3f9kH7z5s2rV6/abLatW7cieM9sNldUVKhUqpSUlJKSkoyMjNra2vz8fLAoZrO5srISmXlZWVlarba2thacO4JSVSoVYp6MRmNaWhr0jhBEqtVqo9EolUphMqxSqeRyeUFBAYPBUKlUcB/DGBarqsgDSU1NValUMTExHA4Hq6HYYhWLxQaDAd7CYL1ZLFZCQkJcXBxU9lCvU6lUtOowcYyJicFBdHQ0hUIBu8JkMpOTk3U63bx58+bNm1dTU7No0aL777+/trZWrVZjcmAymSorK0FhlZSUwDIBgn1Y0hPbrWCH8LEAw1UQNTAqCA4OjoiICA4OhkVBWFgYBq0Ad5Dv8CeACBKiGlfPdwLTp8xX0b+TSCSz2YyBufMnaKum1E3nBOj17wR30DIAd5H52afeHn7u4/GnP7rY+rv+edtGV355fcPXzv/X6/zt4YHyeUvf3Pb2/v3tVqvVYh0CuK9ZtbqsrKy1tbWxsbGysrK/v394eHjPnj1nzpzp6+vr6upCn37y5MmOjo6TJ0/29fWdOnXq9OnTJ06cOHXqVGdn5wcffLBgwYJDhw51dnZ2d3cfPHjw5MmTY2NjGzduRFjHd05Qp1H+P7buMbj/9DfYT6kpJjPEt9euXYM2bv/+/ZWVlVqtFuHUJpNpwYIFLBZLIBDIZLKWlhYIyYVCYUVFRV1dHWwAxGIxm81GSo5YLIa/mFarBXyXlJSAr09LS+NyuZhzisXiuLi43NzchIQEBLTm5ORAV4PmPSsri8lkwkCYSqVyudyEhARsycKTgMFgYHsWvw82lSCegVCHxWIhtBqNOaie1NRUhIdgBxWXAehbYmNjExMTVSpVU1PTggULIJXBdQWRgfX19Y2NjTU1NZisYsaA3V0MfrOzs6HWh1+xa+peaGho5GShYQ8PDw8KCgoNDSVcxqCZCQwMxNAVEA+qPTAwkDCP9PDwcCVnCP07oZDx9vYOCwtbtmwZsbU0hQ/88d4VruA+ceM7wf28zbn25Z3C8mfWvTH4zJ/G1v1xrO7XvbWvXrj/4yvr9t/4xUnny/v6zfPvf3Pb9r172kdHR0ctg6e6O3736pY1q1ZXVlY2NTXV19dXVVVduHDBYrF8/vnn/f39vb29PT09sIc8c+bM+fPnu7q6jh49unv37p6eHhj8nj59eteuXQaDob29HdDf3t7e2dk5Nja2YcMGbKjePlCdJmf+k+ungvuePXvwRP9U4D6lbYf2+fr16w6H47/+679gBZyXlwedX1FREbC+rq4Oqpiamhr4Pubk5NDpdKlUWlpaimYc6KlQKBgMBlQ0OTk56NCVSiWMWdhsNjx+NRoNl8tVKBQcDgcdvV6vx3wyKysLG6ToykUiEVp7QuZIoVA4HA6Xy4WNFy4/KKRs83i81NRUGAgnJCRQqVTIKMEOJSUlUalUgnCPj49nMBgI8hYIBGw2WyAQmEym6urqRYsWtbW1tba2Ynmyrq4OTmpFRUUlJSXwYMDrgoJPS0uD7D02NhZh2ejWsZiKe4ixakhICOxosLOKLp6I+AD5jnBtQgUPQCcE78SdQHZfX9/w8PANGzbgXxzW7VPQ/Par+5S60/lzC9wnbjgnrjknrgHcrzmvE+AOzn31i59wi9c/8mrvMx9cWvvepepfnql+dWDJR1dW7bn27NHrP/u0t3bxY+9sf3/f/sPDI5ahkcGu7o4tW7asWbOuurq6qampsbGxqqrq7NmzFotl586dfX193d3dvb29Z8+ePXnyZE9PT3d39/bt25988snHH39827Ztx48fB2+zf/9+g8Gwb9++06dPDwwMHDp0qKOjw263r1+/vqam5tSpU9NQPl2u9W8L7oRUBuV0Oq9du3bjxo2enp6HH34Yo1SDwVBYWCiTydLT0zFu1Wq1wF8+n4+9TTStSUlJxcXFZrNZrVZXVFSgrYaAvbi4WK1WQ0iTm5ubkZGh1+uTk5MzMjKSkpIEAkFiYiJmp3K5HE5ePB6Pw+FAa4/PCvCbjI2NZbFYaOqR7EqlUjMyMgQCAYPBiImJQfqrVCrFpBdaHZiFCQQCtNVYrUI/npmZCS97THGhaNRoNGVlZc3NzcuWLYNxJsCdUM5UVVXV1NSUlZWZTCaif1coFDBCEAgEMBpLSEiIiYnB/DY+Pj4qKio6OjoxMRHi9/Dw8OjoaEx9YRUZHByMiSsuAyEhIWjbAe5E2iohdXfNbCKUMx4eHllZWePj41evXoV1O7ZS/+r58H3AHXp2IPsEOvcJ542JmzdvXnc6r9+8ce2G03nO6nzsuQ9Tcx9f8lLX2rcuPfDm5dnPnyn5rwut712+b8eVdZ+Pr37rcOMDG/73/c/aDxwbGbYNDw93dXW9uuX3a9Y+bjabm5qakMTU09ODd93AwMDg4OCZM2f6+/v7+/sHBwdPnDjxi1/8oq6urqSkZOXKlXv37j137tyZM2d27Nih0+kOHjx46tSpgYGBI0eOdHV1QQpZVVV1+0D1HwQp0/XPUj91iWnPnj04pQjO/TvfPP9YOh5WBDdu3MDa6p///OeioiKTyaTX68VicX5+vkwmM5vNc+bM4XK5c+fOLS8v12q1JSUlxcXFkMHAIdJkMkkkEvTvGRkZaMxVKlVhYSGIaYjogbNAVWSA4GqBexCwB1MXNODg1jMyMsCrCAQCgu4HYwNDMcxswXqzWCz05vAnwGIqllRTU1MJB2AIJel0OuafiYmJqamppaWlra2tbW1tCxYsWLBgQU1Nzfz58xcuXIht1ZaWlrq6OkRWlZWVYTkACn382mw2OyYmBqZjFAoFmhzMVJGgDZ07iCBo4eE5g2PwNkRcn2tEHyF7J8Dd19eXMB7APmp0dPSzzz5LBLMQ0Rz3okC1X5twXptwXv+/VKYJp/P6Nafz2o2/XL520zlyybn2hZ106erC+75o+qWt4ldjsid6lM/0zfm9vekdx/J3hxb/1+7mFb/60ydH2vd2jo9ctg7Zenp6f/v7P6xc83i5ubKlpaW5ubmqqgpCxj179gwMDJw5c+bChQtnz57t7+8/e/bszp07Fy5c+MgjjzQ0NJSWlr755pvd3d39/f27d++WyWQnTpw4ffr0+fPnwcU7HA6oZb7TfuA/syw/sP7Rv+/fqv4jwN05ubyKgzNnzvzmN7+pqakBKEOcXlxcXFlZKZPJ8vLy8vPzdTodLgBz5syRyWQcDsdoNPJ4vNraWlA3FRUVCQkJPB6Py+VmZ2fLZDK9Xg+9DaKXYAdP5F9nZ2ebTCZY+MKoCz4H6enpVCoVBgMwMqPT6dnZ2ZjcymQyZIBghRVNPVzg09PTwfCA2IEIEsYAxISTTCZDbYmrAr7V6/UNDQ1o0tva2hYvXozNJgg56uvrW1tbW1paKioqSkpKSktLkU6FfS4IMdPT08G848pBJpPhRkAQ7hDPIJkPaauEksfVMRgsPMTvoGgIHwIPD4/g4GA3NzdIJAlXyMcee2xkZIT4B0Xc0j06R/4P3G84r99wBfebN50T15wTV29OOC9YnU+9uDNVuZqm/kVa3c7UtkNJC/ZlrDia99L5qlfO1b3UPufRrfc/vfXjT48f2H10fNhmHxjuOdX9261bVzy+rsxc3tTUhLCO3t5ei8Wyd+/eoaGh4eHhwcHBs2fPnjlzpqen57e//W1bW9uLL764efPm0tLSRx999Pjx493d3Xv37lUoFMeOHevt7R0YGIA4kgD3aZ07UdPgjvpPAXdiNx0U7eDg4IYNG7RaLaxmFArF7Nmzy8vLs7KysIhfW1tbUVGh1+uNRmN5eTm6cpFIlJOTU1hYqFKpkKwNg0a03iaTSaFQwC8e9ix4gFqthicMj8fLzs4Gcw1TX6hQIHrBFBReu+i+Udg1JWwdQcGjzccOKlFYlULsBnx6YVBDoVCSkpKYTCYsfCUSSWNjI6C8ubl5wYIFbW1tuGfRokVYoWxsbCwvL0cLn5+fD30nFqxAzsA2Mi0tjUajxcXFoXNHb44JKgataNhxsSGQHRrN8PBwTFaJwCYsMRHrrAEBAUSCh4+Pj4eHB5lMnpiYuHTpEv5NL1++TDjE3aO6pYOcmALuE9edN/7idP5lwum8YLnxq9e+mt34ckTGimDhr8P078aVf5zetlu5uj338c+LVr9lXvmrX2x9f+/BYwf2fDk+es4x3NfdffS3W//r0ccfLTPPaW5uJsDdarUC3M+dOzcwMDAyMjI8PHz48OFly5a1tra+/vrrH374IZS7n3/+OXSTcrn80KFDZ86cGRwcBBEPtcw0uE/X7fUfAe54aXR5wIKbN2/u3bt30aJFgG+JRGI0Gqurq2H5KxKJNBpNZWUlSHmtVgvfAqFQOHv2bK1WW1paWlNTIxAIIIQHImdlZbHZbLVaDSFjZmamTqfjcrkSiYRGo2k0GqwgJSUlYSMJOhy8FpJXYSOjUqkyMzMZDIZAIIBVJJ4cO0R0Oh2fFaCYBPedmJgIEIcPASxoQIWjl4+Pj///7F13WFR32s2XZFM2xcRNooldTERUFKwoiqBUadI7KoJgL0ncJGsBFdRkdxONxsSO3cQYjUoRUJE69M7MMLQBpjC9MPXe+/1x5O4EJWuiycY47zPPPMNlmBlm5p773vM77zlYobWwsJg4cWJYWNiKFStWrly5YsWK9evXr1q1aunSpcuXL1+zZg20enFxccuWLcPhCgX/S0SH44wBFA0UO8OGDcMiKqh2jC8NHDgQmE5bjNHO77R5JIoeYcUU64svvvjKK6/AM5IeWXJzczt8+DDVaxlE9TqA/goPmX6+JRRF3HUNIynCSBFGeqyJ0FNGNUVpjaROKNd9l16+66uceSFfDp617+XpBwe7nrSO+mHu2isLNpwJ/OTYx/svZBRVNHKYZYzbKkmrTNzMYZefOPX15qRPQsKCTWkZunMXiUQ8Ho/P5zc3N3/33XcRERGJiYmFhYXNzc2bNm2yt7f/5z//yWazwbkzmUwa3E07dzMtY64+9QSBO0mS4GqRsalWq7OysiIjI7Gy6uTk5Ovru2DBgkWLFqHR9vT0jI6Oxkqpr69vREQEXNpnzJiBZtbNzc3V1RWtuqOj47Rp0+bPn0+bcNGpHXZ2dlgdRY+PsdW5c+fa2NjgqADhvIuLC2zFxo0bB/iG79iECROgsITOHV5g9AIpWnUsomIjCJMJEyZg9IkOWkINHz783XffDQwMBLiDgVm+fPnKlSvj4+NjY2NXrly5evXq6Ohob29vGBcvWLAAcSUuLi7gZ2BggJc6fPhw2lAMmvfBgwcPHDgQY6s0F2/auZvKaXB7wIABtPM7vCRBxGNwCQZhGRkZFEUplUqKoui4JdhAPqJvSW/jTlK94E6QFEVRBEXqKUpLUVq9QS1WqK9k5n+bVpG0PztwzQ9T/A+Pcf10csDn7quPLU06t/PY9St5lQ1t3E5ee3npLaWUKxO1NTGrU08e3Zq4LTQ0FEdNunMvLi4GJ8Pn88VicWNj4/bt29FYrFmzZtOmTdHR0ba2toGBgQwGo6CgwNXVtbKysg+479692wzu5rq3nghwp0z6O/AzOp2OIIju7u4jR454e3t7e3u7urpiLTQkJARds4eHx8KFCxcvXgwvLbiG+fr6WllZRUVFzZkzJyIiArw8DIFhKYPRUygXR48ePWfOnKlTp7q7u48fPx4HBgRiIGcVLPaIESNAxE+cOBGKGmQwWVlZwVIYsvdRo0ZNmDABNI6VlRXNt9CZIZgzsrGxwRIrjg3Q0UOTPmTIkOHDh48dO9bPz2/VqlW0CHLZsmUffPDB+vXrg4KC5s+f7+DgAMcFX19fsFIBAQFBQUHu7u4eHh6gniZOnAg2H+NREEcibARQDucDWgtPF8B9YG/RFsHAdEw2gYKnDcLefPPNDz/8EN9CiqK0Wi3YGK1WS0uhHkH9BNwp43/w3UCQOorSU5RGb1DLFPIraTcyc8uu3G48fpX5r9NVn+zN+mRfxj9P5Z3JrCmo72wXqfkSCV/YyWDkyiU8qYjX1NhwKvX0tq07QkLCQMuEhYU1NzdLJJKSkpLu7u6uri4YhF27di04ONjPz+/jjz/esmVLYmJiYmKim5vbjBkzUlNTCwsLHR0dq6ur7wX38PBwM7ibq089KeBOpzdAOUcQBKChsbFx8+bNcDnH0GlISAj6aAyRIuvD39/f2dk5PDwcFsF2dnYIpZsyZYqzs7OTkxM0lPPmzYO6Bg8ImQ1aXUQ4TZ06derUqfhzxCcheWPy5MnYAsN39PuOjo5z5sxBtCn06ZMnT4YBAJQwtra2SE2iO3SaZMe4E6yDQeKDc8cgq5OTEwQzGzduXL169erVq5csWeLt7Q0xu7u7e0REBEAfFoaQvXt5ebm7u7u4uCBmZMyYMXA2njBhwnvvvTd69Ggo38HGQBkJeQztBkwX8B2iSdpcDO6Sr7zyCsgZIPsLL7wQHx/f0dFBUVRPT49araZ6T8LwmT5KcDdSlNEU3A1GytAL7gaS0JGETqGQpaVn3swrKqxsuFPFqmwVV7dLOd3aLinZKdaLVaREqZMreoRCUXFxsVQsEQnFrIbm06kXE7ekmIJ7S0sLwF0kEgkEAqFQ2NTUlJKSMn/+/H/84x+ZmZn5+fmlpaV37txJTk6eOnXqmjVrrl27NmfOnMbGxvb2dj6fDwsaM7ibq796UsCddiCBNyxJkmje9Xo9l8uNi4uD3AXujLCFQaxdcHAwnGcgpJk0aZKPj8+iRYssLCy8vLzAwru4uPj5+Xl4eAQGBgYEBLi5udGDUa6uroGBgVOmTIEEHjHckyZNeu+995DvMXv2bDc3NxDxs2fPtrKymjFjhoODw7hx42A3hnnU2bNnQ21paWk5ePDg4cOHY8QJOnfI5zFghdhrJF8jcQnBTFAuDho06I033pg5c+aSJUuwWDpt2jR7e3tvb29AOUKc165dGxUVtWzZsoSEhKioqMWLFwPcMRkLHSfOIbA4PHr0aNrz4M033xw2bBh4mNdee42WvfeBeEjgBw4ciDVVWAQPHDjw5Zdfhukj5DEzZswoLS1Fn47PCzewPA6W5tGUCbj30u4GXAjKSFEUaSQoglTI5JmZmbfv5BaXlVYya9ldrSxuq1ih1hsotUpPGCmdllQptaJuWXFRmVii6BbKWMy2U6kXE7ekhIaG96FlGAwGkpg6OjpKSkoSEhLc3d1PnDgBMxkul9vd3c1gMHCkP378uJOTU11dHZfLFQqFTCazqanJDO7m6q8eFtyLioqQ+PUg3jL3nSj5FaD/qA4VaPoIgrhw4QJymsCYu7i4BAUFIbACKXeBgYEhISGI4gsLC4uMjATTAjsaOzs7S0tLqBLRSoMxt7Kysre3nz9//uzZszGAOn36dCzYwhds6tSps2bNGjt2LOJBLCwsZs2aZWtrO3bsWHAso0ePtrCwmDBhAlQ3yAPBUQfkO0SQYL3h5zV69GhYzUAcCSoGd4Dqhh6kwjyth4dHfHw8DAlAvickJKCvX7JkCRQ1kEXOnTsXzsY4I0FNnz7dysoKLwPXGGgaNmzYwIEDR44c+cYbbwDrQcfTmkhI3dGtv/baa7gD8J22gZw0adKPP/5oMBg0Go2pRbvpF+CRfBNIkqQIkqZlfgruRO+yKkURlFQsu5GRdSf3VklpYV1jVUs7m8fnKuUKQ4/eqCEoPaXTGFWqHr6gu5hR2i2VCYQiJqsp9cSZxMTt4eHhS5cuXbJkSWhoaFtbm1wuz8/PF/dK986fP79gwYLly5fn5OS0tbUJBILu7m7Q8WvWrLGxsVm2bJmTk1NNTQ2Xy5VIJDAhUCqVKSkpERERtbW1mGCi5X30j/9LgDHXL6lHK818osGdBgudTqdQKHx8fAB27u7usOoFwnp7e7u7u8M6cQHBs68AACAASURBVObMmUuXLrWwsFi8eLG/vz8iMiD9hnpk5syZlpaWEKSjz4WAfd68eab8DLQ38CEYMWIEKB1w/QBuW1tb2AxATT9z5kzAKOAbU05IYkL0EkgbGxubadOmgXOHkpJWpsN0bPjw4W+99dawYcPmzp0bExMTHx+/du3atWvXYkHVdJUVdM2yZctcXV0nTZpkb2/v5eXl6em5aNEihJlgTXjUqFHDhg0bM2YMHOpHjBgxZMgQdOWvv/76kCFDYEv5dm/RKU5I+Rg8eDCE8DANfuGFF5DI8dxzz73++uunT5/Gx0Qfhu/9AjxKcCd7tY8UvaZ6F9xJiiIJijJScpEyOz0r/3ZuOaOwob66rbVJ2NWplsuMPVpCo6MMRp1Gq1Kp+EJecUlRt0zE6xY2sFknTqYmJiYGBwcjAyskJITD4cjl8pKSErFYjNAlPp9fUlJSXV3N4XDa2tqwW8nlcrVazeFwioqKLl68aG9vz2QyEe7BZDKbm5vlcnlKSkpUVBQthTSD++NbjzG4P6p6hE8E1NBoNHq9Pjk5GXNMUK8D5dEvjx07dtq0aW5ubjAXW7FiBawiw8PDg4KCfHx8oJzx9/dH3LaDg0NkZKS9vb2/v7+Pj4+9vb2bmxvYalilW1lZYbgJ4dczZ84cN26cm5sb+n3E8o0ZM2bcuHEuLi70gurkyZMdHBxmz55taWmJGSXkViOLA4eZyZMn01FNmDCCcGXQoEFDhgyBWxkOPLRIJj4+fuXKlTSso3mHyQx4m7lz5wYFBYWFheHf8fLywjoBxDnI+cMrBx00bNgwCDFx3kB35WjbsYI6YMAAUDGvvfbaiBEj4D8D+7Cnnnpq8ODBX3zxhVgshvCxT7jSbwHuvZZhBG3rTlIU+vmfgHu3Ojs9p+BWXjmjhFnL4jZ3CDsFarnCoOkxatWUQavTKlVqKb+7g1FWIJF188WCxib2sZOntm5LgusDzoTYbLZIJCorKxOJRDKZjMfjqdVqmUwmFAq7urq6urrEYjFAvLOzEzCdm5s7d+5cJpPZ2dnZ3d3d2NjY3Nwsk8l27doVERFRV1d3X4Awg/tjVGZwf8S0DK1812g0HA7H0dERchHYillYWEC/6Onp6eTk5OXlFR0d7efnB9uZkJAQrLjOnTsXXfmMGTM8PDymTZsGVwPEgMycOdPJyQkM9bx58+bNmwejYEdHR7AcULI7ODgAlGfMmAGlPHgenBNgSJXONYX9JL12Cs9e2M1jJApSGXqVFcp3zEBBUL948WK06pA/rl+/HiurwcHBzs7OEydOdHV1Xbx4MbSSMKqF4RrWUWFGb2dnhxFfW1tbiC+trKxADVlYWAwePHjkyJG0JhIDTWjq33jjDbhFgreBDhKLqAMHDty7dy/t1dzT0wP16m8P7nqKMlDUf/p3iiJIynAX3wmKJCipSJ2dfjP/Vl5FcRmzls1t7hR2divlCp1WpdepCEKt1cmVKpFA2F5SWiCRibvFIhabc+zkmc2JSWFhYUuWLFmyZElUVBQULxUVFdjNpFKpUqnk8/mdnZ0KhUKlUmHnRMaZWCxWq9XV1dX+/v4NDQ08Hk8oFLJYrJaWFmSomoK7uR7fMoP7I+7caa00QRByuTwxMTEmJmbGjBnOzs6Ojo6BgYFOTk7u7u5gRWxtbWEHD2sBGxsbX19frKYGBQXNmDHD29t76tSpPj4+FhYW8+bNg7WAjY3NuHHjwMzAkMDV1RXd7oIFC5AH4uPjgzRtBwcHGxub0aNHz5o1y9nZGT7s2I4V1+HDh1tYWMBQzN7eHuwNVCuQxEBDiRVXxH/jt2PGjEEY3ujRo8ePHx8dHb1q1ar3338/JiYGGXuww8SSAETZ69atW7lyZWxsLGzU/Pz8HBwc8IIXLlwIfREoI6wBQBMJ4uWdd94ZOHDg0KFDEcUHhQzIGfwW1vNwfn/66afRsw8dOnTjxo2tra0qlQpeb/QM6u8C7nqKMh1ooijKALcZgqRIgpKIlTcycvJv5ZUzSlg1LG5zO7+Lp1DINHql1qAwkAB3iVDQWVpSLJcqxN0yNqvlROrZzYk7IiOjwbkvXryYy+UKBIKGhgY+n4+ca7lcLpfLZTKZXC4Xi8VyuVwqlWLnUqvVPB4PQN/e3g4IaGlpaW1tFfem0JgXVP8EZQb3RwnumHLEP0mSpF6v1+l0t27d8vDwgK4RLmD29vYgT5BrAQOZmJgYJDSho4+IiFi4cKG7u/vMmTPB2oOttrOzg0MZGvN58+ZhXXTmzJkYesLjAzQnT55sb2+PwwCNyzioAENhCgZVjLW1NWh3EOu4pl1fgO/wLcDcEwwJIJFEpGpgYCBGcGfNmjV//vyoqChkM61YsWLNmjUrVqyIi4sD9Nvb29va2jo7OyNN28fHx8PDA3JPpDUh+hX4Dr4IhLspyQ4uHkKawYMHwwYHw0ro2QcPHrx582baKwKdO9nr2PxbgztJaUlKf9d14D+Lq3qK0pKUFiaRErEiMyPnzu3cckYJq7ae29LK43XKlTK1XtVjUOlIrUanUipkIr6gklGulqhl3XIOu/X4iZNbtibCFXLp0qXQuYvFYi6X29bWxuPxurq6cEMgEHR0dLS0tHR3dwsEAg6Hw+PxOByOQCDgcrlwBm5paWlvb29paens7JRKpXv27EHn3oeNMRMyj12Zwf2RgTuGYkzJGYqi1Gq1UCjctWvX6tWrIUFDyKqzs3N0dLSVlVVcXNyoUaP8/Pxmz56N7h6zpghoxYz+hAkTvLy8xo4du2TJEshvYAoGg/h58+aBe1m4cCFcfDHC6uHhAfeCcePGwdoXA0rI67C2tn733XfhCQylJvQ58G1HajbWMzE9hDK1esfB4L333sP97e3tFy1a5Obm5uXlFRUVtXLlShrZ4RCJvOzw8HBQTJ6enpGRkeHh4dHR0UhrcnFxwSGQTvMAI4SnGz58+OjRo8HMILMb1mbQ8KB/f+WVV2htzJgxYz755JPa2lo6FhWmj7RvxG8K7gRlNFJaI8CdMJVFailKRVEqgtIRlFEskWVmZt25nVvOKGbV1nJbmnm8TqlKpjBolUadliQ1WqNSphF1iquLqjRitbxb3MJuPJF6eEvix8HBgQjIDg0NbWpqwr7X3t6O6NSamhrE7DU1NdXX19fV1TGZTHAvFRUVcJKpq6tramrCRggiaW+ZmpqaPuuoZnB/7MoM7o+yc8cgjCmOUBSl0+kMBkNGRoa3t/fcuXNBjo8fPx66dW9vb1Dwc+fOxXQPAjSQWBQZGYmYPUSh4tiAKA9YogME582bB2IdgnFk+GEeChSHnZ3d9OnTJ02aZGNjgwkmhPPB2gwcNwTsSD2FWRi07fAOA5+DjePGjYMJMGJX0ftPmjQpPDx8/fr169ev37BhAzAdypnAwMAFCxbgpYaGhq5evTohISEhIQEpQuHh4f7+/r6+vr6+vh4eHgsWLMD/jhiQd999d9iwYaNHjx40aBCIoKFDh4KHgWxm6NChMJJ88cUXYdH+17/+9a233tq8ebOpeSc+Go1Gg40YULj3C/BIwV1vpAz369x7KKqHoHQEpRdLJZmZmbm5uaUlxcy62rbW5i5+p1SpUOm1aoNBS1AaLfEfcJcoFSIRp6nxROo3WxL/HhERBnCPiopqa2sDFYPsJKlUKhKJ5HI5j8eTSCTYLpVKMbkqlUqFQqFSqeTxeH12fqlUunv37sjISCaTeV9wpx3ezfXHrz8QuCcnJxcVFUmlUtCCD7+P/UEKXXxbW9vFixdXr14NwTvg283NLTg4OCwsLCIiws/Pb9GiRcHBwcC7wMBANze3kJAQb2/v0NBQNze3xYsXDxs2zM3NDSbsc+fOtbOz8/X1RZtva2traWmJiO1Ro0bBuAarlOBAkOLk7Ow8ZcoUxJZOnjwZinisqdL2Mujo0ZgD8QHl9IIqljfHjBmD5VlEebz99tseHh7o1mNjYyMjI/38/Hx8fMLCwkJCQpydnf38/BISEuAptnr16tjY2ISEhLi4ONzTy8vLy8tr4cKFkEUiaJA+wMCWEjgOfgaeBPB5f+edd1566SXaYGD8+PHffPNNZ2cnLXn8n3QJvVr3uz/0XsMK2EAQBpI0SqXSzMzM27dvl5aWNtTVt7a2dnV1yRRyjU6rM+iNBKXTGZRKtZDfXVJcKpfK5FIZh8M+duzI1q2bw8LugntISAjWTrHvdHd3Y28UCoVCoZDeLbu7uxUKhUAgoHd4iN+lUqlYLMZRQS6X//Of/6R17n0yss39+5NZ+NwfQRITJlTVavXv1rn/DgUewGAwpKenBwUFAY7RxSNGdf78+XCVcXR0hB18eHg4PbKE0dbIyEgnJycYDLi4uMCPjB5EQiEf1cHBAW7AEKrPnDkTVA/sgsG2Y+gJnPuECROsra2B0SDWaYtgU2G7KcrD7xfzq+PGjYNnwIwZM6KiohAmBVtjLB6sXLkSxrOrVq1at24dLapBziqYGZjPIKpp1qxZyA+BITDGrywtLWEJCRUmZDNwKaAt2p955hlra+uzZ8/qdDrk3JIk+b8C958vvCpTcK+vvwvucrlcq9VCsqnVapVKpUAgYDAYMplMJpNxOJxjx45t3bo1PDw8JiZm2bJlISEhsBBQqVRCoRDnvqY5SijYEkgkkq6uLsgiZTIZjMZwPACU79y5Mzw8nM1mm5t0c6EeAbjv2LGjoKAA3zCA+++2W/6mhdN/7PkikSgnJ+cf//iHra0t+ncbG5vZs2ePHz/e399//Pjxvr6+kNbMnj3b09MTBmQWFhbe3t7Tpk0LDQ2FmbCHh8fUqVOdnJxGjRrl7OwMNb2np6e1tfWYMWO8vLzmz58/evRoBwcHV1dXGxsbDKnOmzfPzs4OiU5IboLdLhCcjlS1t7eHezDWaWEiBmcCbMRfwX8GZjXwnBkzZkxISEhkZCQkQIjsgOx97dq1cADGwGp8fPyqVauwvrp8+XJw8f7+/lBeYrXZ3t4e9NE777wDoh/4DsuwwYMHjx49esSIEZA8IjnP398/MzNTLpfjnQc59mcF97CwMOSihIaGIolJIpFwOJzy8vKSkpLi4mIGg8FgMHCjrKysqqqqoKCgtLS0qKgoLy+vpKSkpKSEwWBUVVWx2WwulysWi+Vy+Y4dOyCcv3cnN23kzfXk1CMA9+3btwPcQcuQvcmlv+kO+VsXSZL0Eium3imKqqys3Lx5M60qwRDptGnTfHx8kLnh4uIyf/58V1fX8PBwkBUODg4uLi7W1tZubm5LlixxdXUFvYPQDxjIQCTu6upqb2+PRVSkaU+ePBktv5WVFQ3rU6dOBRVjbW2N8FWcBwDWgebA1qlTp0K7gvEikPVI/sOMK+zDkK8NS/d169atW7du/fr1wHQMN6Fbj42NXbt27YoVK5YtW7Z+/fqY3vLz85s6daqlpeXMmTPd3NzwL4PTt7GxwbTUe++9B59heqIKwhjEoiYkJFRWVmKdA6Yx4NkfL3Dn8XgPCO6hoaHLli2Li4sLCwtrbW0VCoVsNruqqqqmpqa2traut2pra6urq6uqqvCrqqoqFotVXV1dX19fWVlZXV3NYDAqKyurqqo6OjpUKtWuXbvMYR3mMq1HBu405/64d+5kb1Em+ILZd41Gw+VyDx48CDS3traGfAXLnphlhSgwJCRk4cKFQUFBvr6+CQkJ7733HnTodnZ2ISEhvr6+8DCwsbFxdHSEMtLb2xs5HmiEx4wZM2PGDKT0wfkL7gXTpk179913hwwZMnr06ClTpuBIMGfOHLwGW1tbuIPB4R2+CGj5p/cWHAhGjBgBtxm4wGMRdcOGDXSfDkMCEDJr166Nj49ft24d3N4//PDD+Pj4+fPnT5w4cc6cOQEBAWDeIROytraGItPOzm7cuHF4i6ysrKZPn47Ivb/85S/PPPPMM888M23atCNHjjQ3N1M/NWd/HDt3Ho+nUCgeBNyDg4MxDhYaGtrZ2SkQCIqLi2tra2tqahoaGlgsFuQx0MPU19fX19e3t7fX91ZdXV1jYyPu09jYyGAwmEwmPaHa2Nho7tPNhXo0tExhYWGfzv0xBXfSpKheF0ko3+m4Tq1Wm5eX5+TkBE+CuXPnAs48PDzgOIbVUUBbaGgo9IKYgXJzc7O2tvby8vL39w8KCnJzc4MIcv78+fAFg8P7hAkTnJycXFxcMO0J1gVjq+PHj582bRr+ZNq0aaDOwaSPHj2adrmBsB0qGjjxYooVFgVYUJ08efLYsWMhVfTx8Vm7du3GjRvRv2/YsAGDS2BmYmJicAPm70gctLCwcHJywtBTcHCwt7e3vb09XN0dHR2dnJzgf4mhKnhnwjQG4ajPP//80aNHJRIJbdFuMBgQnqfT6QCRjym4Q+TTH7iHhITEx8cvXrw4JCSks7NTKBTm5ua29haHw4EUks1mNzU1cTicpqYmNpuNje3t7UjE5nA4HA6npaWltLSUyWRKpdLk5OSIiAjcNi+omkv8aDl3sVisUqnAyfwJwJ12qkLRiRDoK3k83unTpwGRMAMAHe/m5gamBXoVePzCSzI6OtrLywvh1EhZCgwM9Pf3X7Jkybx580aOHIkcDMwfOTg4LFiwAOulc+fOxULuhAkTRo4caWlpCV4I6hTYuI8aNQpDQ8juQBQfxO9DhgwZOnToiBEjLCwscHKAFh4mvcjWgFUOkH316tWgZVatWrV+/Xps/+CDDwICAhACtXDhQgzQg50PCAjAAoCjoyNc7J2dnbF0PHPmzKioKFdXVwD6s88+C23Mxx9/3Nraii8W3m1ajQp8h6PvYwHuDQ0NvxTc4+LilixZQtMyt2/f7ujoYDKZ9fX1TCazra2tvb0dnTvsw+rr6zkcDpvNrqmp6ezsZLPZdXV1eN7y8nIWiwXjsIiIiPr6enPnbi7UI6Nl8FhKpZK2Sv9Nd8jfosh7Ctvptp1eS4BKUiaTrVixAnwI1i3Hjx8/evRoZ2dnV1dXPz8/RK2Gh4cPHTp0wYIFYWFhwcHBXl5eM2bMcHNzmzt37rvvvuvs7Lxo0aKwsLDo6GiQ1/PmzXNxcZkxYwaIbFdX19mzZ0PjCEsAGAVjWXLs2LGwosTsK84nIKjHYBHNyNOuXnBwHDVqFB5z9uzZb7/99ogRI8LDw9esWbNx48Y1a9aAfEfnvm7duqVLl9rb20+ePHnGjBk+Pj4IXIXXmI+PD45GEID6+/t7eXm5ubk5OztPmzYtOjp64sSJzz33HAaUnn766ZdffjkuLq6mpgbfE9OhJFrJ3ocT+30+9we888ODe2hoaExMTGxsbHR0NIvF4vP5t2/fxrgpWvWWlpaioqJDhw599NFHq1evjouLwwJsdHR0SEhITU1NW1tbc3Mzm83u6OgoKyurr6+XSqUpKSmRkZH19fX33c/NcP8E1qMB9/z8fFqQazpm8jvUvVj8IPd88L/q76EoioK6g8vlrly5EloUa2vradOmzZo1a+jQoW5ubuHh4XPmzImMjISlDJY0w8LCAgICli5dCj8ZT09Pd3d3S0vL2bNn+/r6Llq0CPOfDg4OcG2EOTDE4zhLcHR0nD17NpYrQbMgiwNTTmD2oVqxs7Oj11HHjx8Pp3VMqyKjFScc77333tChQ+3s7KBkR9heTEyMu7s7jA3c3d2jo6M3bdoELj4+Pj48PHzq1Kljx4718PCIjo6OiYmJiooKDQ1Fmkd0dPSGDRusrKyefvppxJ8+++yzr7/+elhYWFFREdWrMQWO0zd+xQfxOxdNOUokkoyMjFu3bpWUlNTX17e1tfH5fKVSqdPpMPvW09MDcXpxcTEYy+bm5hMnTgDckcQUHh4Og4H8/PzOzs7Ozk4wM2VlZV9++eWKFSsSEhIwIRwcHHz+/Pn8/PzAwMCioqKGhgYul9va2tre3l5dXc1kMiUSCcI6zAuq5upTZnD/BWWqBUKb1tTUtHv3bqhZ4Jw1adIkaA3nz58/btw4Pz8/Jycn+P2CWwdLExwcjPVGOLmjVff09PTy8goODoZ0csqUKSB8nJ2d0T5bWVlNnDgR3TrElABxuMeYJmLTQ6pAf3i+T506ddKkSTgwwGQGa6q2trarVq1asWJFSEgIsqKQDx4XF7dx40b4zKxZsyYuLg7JrnPmzAkODk5ISFi/fv3SpUsXL14cERERGhoaERERHx/v6OgIhh3B1s8991xYWFhXVxfVe96DeTeso5o26Y8c5R/hQZ0y6dwzMjJu375dUlLS0NCAVA14nNELqgqFQigUlpSUgARvamo6fvz4tm3bAO4YFDAF946Ojra2to6OjrS0tA0bNuD9xBhBQEDA5cuXy8rKfH19y8rKmpqaWlpa2trauFwu7ArM4G6u/uqJAPeHeeR7nwXMOz10U1VVlZSUFBQUBP8v5BxZW1s7OzsHBQWNGjUKHsI2NjZBQUGzZ8+ePHmyr6/vggULAgICwGXPmjUrODjYzs5u5MiRs2bNQlafi4sLbBehqYcExdnZeeHChc7OztOnT8fQEGAaXTw0lJMmTQLQjxs3DjJEjImOGjXq3XffnTBhwvTp02fNmoWsKMRnjx07NiwszNPT09HR0dXV1cfHZ9myZe+//358fDwsByCEh2WCm5sbvCTj4uLgFgn+HauFo0ePfvrpp5966qmXX355wIABtra2CQkJ6NlpMQxJkljG6EO/PPJP89GCO/7w3gVVdO7YT2hw7+7uLisrk8lkPw/uBQUFXV1dPB6vo6ODz+efPXsWNF1AQICPjw9yH3/88cfa2lpPT8+qqio4QXK53M7OTqyvSiSSXbt2mcHdXPfWYwzu1G8WzdofKOC5enp64CWp0+ngqKPT6VgsVlJSkpOTEzL24MMOoTcGi2bNmrVo0aIZM2Y4OTmBE4crmY+PT3h4eFhYmIeHB8ajQOPAWQwZ2S4uLp6enpDZLFq0yN3dHbaRNjY29Bgq3blDRTN+/Hj6x/feew8b4Uvj6Ojo7OyMRFaQMxMmTFizZg3UkJs2bYLafcWKFcgbQSZUYGAgVllB4EAluXr16o8++mjt2rUBAQFjxox56qmn/u///u/5559//vnnBw4cuHXr1qamJuhhEHaKKFTKJKb88QX3kpKS2tra5ubmzs5OmUym1WpxLtLT0yOXy4VCYWlpKWx7m5qaaM7dFNxFIlFhYSGC9OAH+e233yKN3d3dfeHChVijvnLlSmNjo6enZ3V1NZvN7urq6uzs5PF49fX1mEo1g7u57ltmcP8FRRPEtAW8afybQqE4d+7c1q1bMaaE+f5JkyYNHz4cA6gjR46EOTDc2yEfdHNzCwwMBOD6+vrCXsbZ2TkgIAB6G4Tq2dnZubu7g9d2dnbG4cGpt3ByAKIGM02wOsAIKz3uhABV2CHA8ADejW+//XZ4ePiKFSvABiAwNjQ0FL18UFAQmBno399///2EhAQo3wMDAyMjI6F0/L//+7+XX3752WefHTJkSHBw8IcffggOmnb+InsXS4Hs6N8fo5E3GtzBuTMYDKBtW1ubWCxWqVQ9PT1YTZVKpTwej15QbW5uPn78+ObNmzHEZAruRUVFfD6/q6uLz+fz+fxbt24tW7YMlm04rjs5OaWlpTGZTE9Pz5qamsbGRoFAgPvDP5IGd7Ofu7n61OMN7r9z0QcSg8EA5CJJsqenBxCGFt5gMFy6dCk2NhbrmaBKxo8fP2rUKHi5QMfi7u4+f/78qVOnzps3D27AcBqAyB3uXb6+vvPmzUOsNr1YCn95NOwwkIGxDIzGsKyKpzalaKysrCwtLekkvLFjx0I4D1rG2toaJwezZs2aN2+ej49PRETEkiVL1q1bt2bNmtWrV69YsWLt2rXr1q2LjY19//33t23bFhcX5+XlNWrUqKeeeurFF1986aWXwMYEBAQcOnQI0in6Tevp6SEIQqlU4uuB8x7oTR+jLww+fYlEkp6enp2dXVhYWFFR0djYyOFw+Hw+QjaQmgTvdRim0uC+ZcuWPuAuFouLi4sFvdXV1dXc3HzkyBEokebPn48g8szMzPr6end399raWjabDW8ZgUBAg3tKSooZ3M11b/0hwP3Rnj7/dkW37fg3TZUedC+vVCp7enoaGxtPnjz52WefwZMds/jIn4Ou0cLCYsqUKX5+fo6OjhMnTnRwcPD29gbBgpFXPz8/DEbBPRj27rNmzZo7d66zs7Onp6evry+sbEDRwNt93LhxcPoFD2NtbT116lRQPfPnz0eWE1ZWUVizhY+Yt7e3v79/ZGQkGnN06H//+983bdq0Zs2ajz76aM+ePSEhIdOnT8dAFowEnn/++b/85S/Dhg1bvnz5nj17GAwGlhYpilKpVHiLIGnHG4iFCqrXwvc3/ZQf1ffK9A8lEsn169dv3Lhx586dkpISdNPt7e0IuRaJRIjdaGlpKS4upmkZmnO/F9xhA4noVLFYXF9ff+XKla+++ioxMTEpKcnNzS09Pb2+vt7NzQ1SyP7Anclk/k+RxFx/uDKD+y97PYAtyiR5lez1oiEIgv4t6FeNRnPu3Lm4uDhw4oiTtrS0RB89bNgwLJMiqmnmzJmIvHBwcMDC7MyZMwHHtra2U6ZMQdePBU8/Pz84qi9cuNCtt2AHb6p2R+M/f/58CPDhRw+nSRsbG5qRnzJliqWlZUREBEZVP/jgg3Xr1uFGQkLCpk2bkpOTV6xY4efnN3To0Od7Cxr2AQMGzJ0799SpU21tbaafPt4fkiTpTCXTYyGa9z4f8SP/3B/V9wqfMg3u165dg2AGzXtNTQ2Hw+no6MDSaGtrK5vN5nA4xcXFCoVCIpGwWKxjx45t3779vuDe3VtgZng8HlKW4CQTGRmZnp7e1NS0cOHCyspKLpfL4/FMwV0sFpvB3Vz3rT8EuP/W9YC79KMCF1McUSgUdXV16enpe/fu9ff3R48MhgSzSJMnT541a9bEiRPffPPNiRMnLly40M/PD3NMdnZ2Hh4eiNseN24cun4nJydvUf9D4gAAIABJREFUb28vLy84kWFGCYu3sBwYN24cUvSwrIok1enTp9vZ2bm4uMC+EWIbBN1ZWlrCXGzu3LkwIfjggw9SUlJ27twZHx/v7Oxsa2trb28/fPjwt95668UXX4Rb74ABAxwcHD755JNz586VlpaKxWKyl0M3hcLHq+77mumDN0VRBoNBLpenpaVdvnw5Ozs7Nze3tLS0tra2vr6exWK1trY2NTXB2IvNZjMYDFrnfuzYscTERMTSRkdHR0dHNzc3C4XCyspKgUAgFosRqof2HwEdMHwPDw+/c+cOi8Xy8vJisVgI58MeB3MCoVAIKWQfcDeHdTx8Pe7mDWZw/5X3/PlHMD1OAB1UKlV5efm2bdtmz56NNVKMd8Ir0cLCAvT3u+++O3HiRDs7uwULFoCLh/8XPCaxCgph+9ixY0G10xNMtO07bfM7depUW1tbmmqHWRjIeow+YcRpxIgRMDZISkpKSUnZtWtXQkKCp6fn2LFjX331VTTpzzzzzAsvvPD888+/9NJLI0aMWL16dVFRkVwuV6vVpoOmNNny5wN3nHzI5fL09PRLly798MMPWVlZubm5xcXFlZWVMPYqLS3Nzc0tKytrbm6GFFIsFrNYrKNHjyYlJYWEhCxfvnzp0qXh4eEcDkckEpWXl/N4PHEvXveJUuLxeEuWLLl16xaHw/H09Kyrq8PibWdnJ5/Px1CrVCr99NNPw8LCGhsbTcHocQemP0I97u+hGdzvc+eHfKI+NA6oCbVardVqJRJJVVUVk8k8dOiQj48PwB2NNnJNMUEKY5kxY8ZApQ7k9fb29vX1dXJyAqOCeSWMKYFYd3BwQJgfDgDg021sbKDbGTVqlIWFBaTutCLT2tr6nXfe+etf//r666//7W9/w5HG0tLynXfeAaz/5S9/eeGFF1566aUXXnjBysrqyJEjJSUlFRUVfD4f/zLthoiF5fsK2B+X6g/cTW/I5fKMjIzLly+fPXv2+++/v379em5ubn5+fk5OztWrV69cuZKWlgZ9ZFlZmUQi6e7uBi2TlJQEV8jY2NjQ0FAOhyORSMrKyhCuZFq04ZdCofD398/Ly2OxWA4ODvX19ZBdIqkDzmIIyA4NDWWxWDTvj337sQamP0KZwT2f/iL+OcD9Vz9+nzJVhlAUpdVqe3p6sF2j0Wg0GhaL9c0333h4eGC8CGBNDyVZWFjAdR2IP3jw4LfeemvkyJETJ06cNm0apHLu7u4uLi6IaYXhO8gZxCEhqWP27NlQQ2KcdcqUKTCZGTRo0IABA15++eWXX375lVdeef7551955ZXnnntuwIABr776KuiXV199FbfHjRt36NAhNpsNGQxJkpB1418zNd75E4M7SiaT5eTk5ObmpqWlffPNN0ePHj1z5sz58+dPnjx58uTJjIyM2tpapVIpEokYDAbQlsPhpKamwjgsNjYWYR3IUC0rKxOJRFKTMt0zu7u7ExIS8vLyampqoqKiMMTE5/PB9gDcZTIZFrqZTCaInccaj/5QZQb3/4D7Hzap438C7mSvuyTUI/QLgNgGq6+QVCoUCjabfe3atYULF9rY2AwbNmzkyJEA+hEjRowcORK2MAggffvtt0eOHAnTx2HDhg0ZMgS4/6ZJAZQHDBjw2muvoSV/8803Bw0a9Le//W3QoEFvvfXWa6+99uqrr7722msDBgx46aWX3nrrrZdffvnNN9/ESumzzz47dOhQZ2fnr7/+msvldnR0CIVCqncxmfbpxT+u1+tpQ/Y/Ky1jancqkUhyc3MbGxsbGxuzs7MvXLhw8ODBAwcOHD9+PC0tjc1m4zMVi8UMBgOdOMB9y5YtdMxeWFgYl8sViUQVFRUAd4gmac9elEKhqKysbGlpkclkDAYDmatqtRrnymw2u7m5WS6Xf/rppyEhIfX19WZwf7T1RIM7LH/xFkDF/MfcpfvDmkf1avsDdyhGqF5Ah2UgraSk31aoA3EHBoORlJTk7u4OotzKyoq2GYC1LwAdGdOot99+e/DgwUBtuhBI/dZbb73xxht/6y1g+oABA15//XUg++uvv/7mm2/S94eJ2LZt23Jzc0mTKS2KohQKBW4YjUadTgdbR/qghbzZx3o1lfpZcKd6R9W6u7tv3rzZ3t4O1SOTyaysrKyrq0NPLZfLdTodXCFLS0tlMplQKGSxWDAOi4iIiImJWbp0aVhYWHt7u0AgqK2t7erqApRL7ymxWCyXy0HK4wafz8ft7u7u5ubm1tZWsViMBdXGxkYzLfNoywzujze4/9YvGBDfh7fFFhr66V+Zjm5iI5fLzcnJSUlJWbx4MVL3sO46bNiwYcOG9cF3un9/4403gOkDBw4cOHAgDeWDBg164403Bg0ahJODSZMmBQUFbd68+caNGx0dHXhGmKqjwMDA54uiKFrATuM+abJiTD0YrfFHrp//kuB/7O7uvnHjRmtrq0wmU6lUIpEIhr3Nzc0IU9Xr9QqFgs/nl5WVwUGMyWSeOHFi27ZtYWFhcPENDw9va2vr7u5ua2uDdJ3fW+i+sUUikfB4PIlEwufzwbPz+Xy07VDT83g8kUiUnJwcFRXFYrHMC6ooUT/16x7n93/eR1WPANzFvX7ujym4/9aMTZ8faUynM0Aok3N/ysRXCxsBqSqVqrW1NScn58CBAxs3bkTutpubm6urq4uLC7xiMNPo7Oy8YMECR0dHeAxA575gwQKo3YOCgjZs2HDgwIGsrKyWlhaVSoXXA/oILTn98uiXjT7d9KXiNr3xZ+i4P+ZX4r7V35cEbwXWGKRSaVZWVmtrK3Bco9HIZLKuri6QV5AP6fV6uEJi8ZPNZp88eXLbtm3wVoPOva2tTSaTiUSi1tbWhoaGuro60yRVxKhChIPbuE9tbS1i+eA2LJPJFArFrl27oqKi6urqTHdsGlaeQCmkGdxRDwXuycnJBQUFIBYVCsXP7Mb9ERcPg63/9XH+67M84KvCjz+PX4/w/zJ9xvvWzzxLn1894CM8ktf8W7wPv3OZvm/3feUEQUgkEhwX1Wq1RqNRKBQqlaqrqwtOvAqFAiPKAoGgrKwMuwaTyTx58uTWrVvDw8OR1BEVFYUhpnv3fFPO/Wd2WqFQqFAocHv37t1hYWF0EtMTiOb/q/rV2P37gD7W5MW94F5cXPzLOvf8/HzMXGBBtb89+Rft5L8IFH4GRP4rxPQHQ/2B5oO8hocBtf4eh0acBwToh/mTX/qaf4v34X9Y/b1ystf1jAZ3lUolFotramrS0tKuXLly7dq1srKyzs5OnU5nCu4ikYgG98DAwDVr1iBDFVJIPp8Pf+A+IkiUpJ8Si8Xd3d3oy0QiEXTubDb7twYLc/WpJwLc0bn/jFrmwXfyXwcK973/r4aYB7/zowXK+wKx6RM9SA/+4Gh+37v90tf856t73wr6R5IkQcs0NzcrFIqmpqbPP//cw8PDyclp4cKFx44da2trg+b1vuAeEBCwatWq2NjY4ODgH3/8sa2tTS6Xi8ViWT/VH7hLpVKlUqlUKru7uxsbGxMTEwMDA5lMZp/Dw2+NHeb6k4N7YWGhpDcg+2fQ4cGB4+GB5lFB7a94iod8Rnp8vz9wJ00Yg5+p/4raD3g3c6Hod4bsBXcOhyOXy1Uq1eXLl5cuXerj47Nq1ari4mKtVqtWq/sDdyyoQgq5cePGY8eOXb169cIvr9OnT58/fx7i+r1798bFxQUHBzOZTDOy/8715wd3yLbUavXPoMMDouGvxpdH9bAP+Ce/0T/y4PwJ/TLu+9r+K15juxncH7BM31KZTJadnc3hcGQymcFg4PF4+/bti4+PP3nyZEtLi1AoBLgLhcJ7wR0TqsuWLVu8eHFgYGBERERAQEBgYGBYPxXRf+G34eHhgYGBgYGBixcvNtMyv3/9mcE9KSmpoKCABncaLO67e/xM3bdXfcC97sHrVz/Or37eB/9HHu3DPszr/6Wv+c9Ufd4B07fFFNxzcnIwPQRLCQaDcfr06bq6OggWwbnfF9wjIyPj4+MXL14cFBQUFxf35ZdfXr58OSMj43o/da2fSktLu379+tWrV1NTU5OSkpYtWxYREVFRUWFeUP2d64kAd5lMBnDvz4HgAWHrASHmlz7azzxmnx2YPsz0Ya77+6ufb7R/Ibb0+8L6bDG9z33/8Gce6te9S3+yepA3oc/nS1/L5fKbN2+2tLRgqgs+kY2NjW1tbZ2dnUql0rRzxz7MZDJPnToFzj0mJmb58uVRUVGpqan19fUKhQLpqfctQT8F2aVYLG5vb8/Ly9uyZUtERIQ5rOP3rz85uBcWFsrlcrlcjiii+0LhfXcngiIJiiRIirj7S+NPtlMkQfWLNNgBcfmv64fUPR3ZfV/VvWuV/YH7vX/VP0gQJkhMUSYPQ95z+cnv+rnGQ9573fe3v+SvKIr6yfb+n/1/f93njTJ5w3rfQzQWxP3eVpP791P3fpRErw09/WUAuLe2tiqVSpVKpdPptFptZ2dnZ2dnV1cXLAT6gDuLxQK4h4WFJSQkREdHBwUF1dbWItOjtbW1zaRaTaqln+JyubAXxo3du3cHBgbSQ0xm2v13qz8zuKfsTC7Iy1fI5BKRWCKR0HsOcJm+ECQFEL+741EESVFGijJSlIGijBRFUgRFGXAvI0XpKUpPkXqKNFAUQfZCM2mkeh8D0HT3QlAEQRAGI2G863yCOU+8EtMpGxqmTbGeMHG8ono9AIxGI7aYIjjuf693Cj202QcaCMpooAwGijAaSYqkKIKiDHfhhuz93w3/eR9II2m4D+T/uS/EL7sm735bKLy5eBC9gTBQpJGijBRBUgaKNFKkgTIYKb2BIu9zukN/7j09Pfjg+nx89DeE/sKYDpRJpdJr164BSXt6emDm3NXV1d7ejplShUKh1WphPwCSpKmpCUNMgYGB8fHxsbGxYWFhtbW1jY2NMIJHsR+4mpqaGhsbGxoaGhoaWlpa4BRP+7mbwd1cqIdbUE3aXlRQqJQrelRq3O+uTQrdlZMUQVJGgjISFEmSRoPu7kVvMBhJHUFpjZTeQBCEgSR0JKEjCIOeJPQkpScJA0XpScpIIAfHSOFC9O5+fTszgqIIvV5vOldJ/XTMkt6HTYkj0/lM2vWFNJkR7a/pwzwn2St/vk+DTxF6SmegjAaDwainKD1FGWiQIgyU0UBRBrIXrfDIRuKJvFD3XqMdoO5+8gRppHBSoTVSegNFGClCTxn1FEFQxF1kp3DwNxr1lNFAEQaKMFC9p4OmHw19yKeP63R73qepp/9Eq9XS3xaFQpGbm9vR0aFWq/GFFwqFaLS7urqkUilydAUCQUlJCbwEGhsbU1NTt2/fDj/32NjY8PDw6upqAHRjY2PNT6u6t2r6r9ra2oaGBhaLxeVyd+zYERISUlNTY+bczWVaDwXu27ZsLWWUdAuEAh4fk+v3BcS7/RHabCA90duR3W1pDZTeQOkNlNFI9/no1Hofi+htfRFeShrpRwL6EwaSMNAuLtjBaHA3BX3TZhx2V31eJ/Zk8qeUC31IwP9o+lA0uN9bvS+boiiK7P2XCZ2WInpIUkWQPUZCSxhISk9RepIyGEmSNFDGJ+9C3nttpAg04yZbKCNBkcR/DuyEwUgSOooykKSRoEgcLHUEpSNIPaUjKQNB3AXuPp+jaUQi/T2hP8o+lsWmrb3BYBAKhZmZmXV1dWq1WiKRINW6paWlo6Ojs7NTIBCoVCq5XN7R0VFZWQmoZTKZx48fh+UvYvZCQ0NLSkoqKysrKyvLy8urqqqqqqoq76ny/qusrKykpKS4uLiurg6ET0NDA6QNZnw3F+rhOPdtieWlZVKxRCISy+VygUCgVCrlcjntX2paMolUIRKpRWKlWKwQSeRiiVwkk4tkSrFUIZKoukWqbpFCJFKKpQqJVCGWyyRymUwhleOhxDJpt0zaLZOKpVKxQqGQK1RyhUqmAOEvVcjFCrlYoZApFAq9Xi+Xy3t6eiA61mg0WONSq9UqlQq3NRoN7qDVahUKBaLr8bcqlQq/VavVuDPyKGjzXtCsOp1Oo9GoVCqlUonteLr/PIW6RyWRqKVyg4FQaYxCGSlRUio1pddRWh2p1Rl69IRaT6k0lLqH0vRQag0l01JivflCifWUxHD3Qm+R6SlZD9Wjp1QaSqak5CpKraPUWkLdo+/p0apVuh61QaOhenSkSmeU6XqkWmWPVkMXPmv6c0fTjY0kSWo0GvrzvbfwmSKTRCAQZGdnX7169caNG9euXbt69SryOsrKyioqKpDEAgeYiooKBHHAWyYxMTE8PDwuLi4+Pj4yMpLBYOBPSkpKSnurpLcYDAbucN8qKSmhUZ7NZicnJ0dHR7NYLBrTzeS7ucQPCe7bt28vKCgALGbfyNr8yT92p+zakbR9d8quXckpKck7UpJ37ErZiUtK8o6UnckpO5NRO3fu3LlzZ8rO5F3JKT+5pOzclZyyK3l3cvKu5JTdybtSUlJSUlJ27krZvid5+66U7SkpO5OTd+xI3pmUvHP7zh07diTt2Llt545tO3ds27z5k8TExGPHjh09evT48eNHjx795ptvjhw5gttHjhw5evQofnv48OFDhw4dO3bsxIkTR44cOXny5OnTp7/44oszZ85cvXo1MzMzKysrOzs7Ozv75s2bd+7cKSoqQgJRfX19TU1NSUlJUVFRXl5eTk4OdvW0tLT09HQo2NLT0zMyMm6kXS+8cePWtYyMjNs/ZDBOXqk5eLb6y6NVB45WHDiaf+D4nS9P5u09XfDFqfIvTlV8mVqx/1TFv06V/fN0yRN0OVXW3+Vfp8txoX/892nGF6dyD5zN35da/PmJ0oNnqw9fqEr9lnHhUn56Wn7G9ZtZ17JvXM/KTM/OyMy5lpn9Y0ZGemZGeno6Po6MjIz09HSICKEjvH79Oj7ogoKC27dvFxcX5+fnFxQUFBUVFRYWFhQU5OXlYQsAt7CwEHeDQZhIJIKTDLoZpVKpUCjkcrlSqcSPuAMsf1NTUzdv3hwSEhITExMXFxcWFoYnwpMWFhbiGR+w8MLy8/Pz8vKqqqq2bNkSGhpKG4eZMd1cqIcC9z179uTn50MeUFRQ+O35C2qliiIp0kgY9QaDXmvQa40GHWHUGw06g0FnMBh0hFFLkhqC0Bj0OoPWYNAZSYOBMOoIo4EwGgwGkPIGg0GnN+KCjaReR+o1RoPGYNSQpJG4ewpPEv9ZmzRcu/ZjZmZmd3e3VCoViURCoRCz2iKRqK2tDb56DQ0NHA6Hx+PhVAPeCTKZjMvlHjp06PLly6BBmUwmi8XCjaamJqgaEILM4XDYbHZLS0ttbW1OTs7ly5e//fbbK1eupKenAyxu3rx58+bNW1k3CtNvFOUUXE4v2Xe2KC7x+pRFX4yySxw9ffOEeVutF2ye4LFlgtc2K58dVj7J1t4pk32SJy9KsV6U8sRd++6+77XNoj2mW2z8UmwXbZ3ss9nSdduY+dvfXZAywW13wPJju/bfvHi5NDuzpOh2cdHNvDvZt2/dys25XZB9K//mrdybJpWdnX3jxo3MzMzMzMyLFy9+//33aWlpd+7cQaQRIkk5HE5zczO9BRvpLSUlJTk5ORKJRKlUisVioVBIG69LpVKAO8zWkZ4qFou7urpYLNbp06fRucfGxi5dunTRokV4MfCl6U/n/mM/dfXqVQjer1+/XlhYuGnTptDQ0Kampj5sjJmCf8LrocB9586dRUVF+H7n5d754ftLWNOiSIIijJRBTxn0JKGjSD1F6gnCoDHo1SShIiklQar0Wo2uR2/oMRBaHUVpKEpHUUaSIEgdQeqMJGEkKL2BMhgpo5EkDEbQsyShI0gdSRqNJKEnCT1JGEmQ1gaKMqSlXUtLSxOLxVKpFMgO1M7Pz//xxx9TU1MPHz585MiRs2fP5uTk1NXVCYVC2sdDIBB88cUXaWlpoHR6enpUKpWit6RSKQ4D2FVgtcpkMtPT07/99luMoty6devOnTsFBQUMBqO0tLSsmFFbXFZW3LjrYJb7iuODF/zzWduUqVFXY3dzPj7E/8cJ3j8u8D/+nvf3y11/v9z1j0sdW37o3Ppd59bvOhO/fdKuefe9TvqOv+1iF70l6buubRc6tlzgfXBKtGx/h+O6or85HHjVdttk990fbr908nROaUFlQ3lFDaOkoqS0rLS2tLS2rKwCPAYYj+Li4sLCQvS8P/744+XLly9dupSWltbR0QEWEU03dgypVIo2XKlU4uuk0Wi6u7vz8/Ox2ygUCqA8enZcw8wL3yic0UokEjabjc49MDAQnHt0dDRyNvAs9JdQ/tNS9FP0r9C77NmzB/Kbe9HcDO5Pcj0UuCcmJgLcFQpFQV7+uTNnCaP+rljGoCd0WoO+hzBqSUJHGLUGo0ZHGDUU1UNRaorSGPR6Qw9h1JCUXkMQaoLSGCm90UDqNZRBazQaDUZKqyP1OsqgI416gtQbKIOeMOqNRj1FUQRF6kkC/b6RNEBUARoU/w/AvaOjIzc39/Tp06mpqWfPnv3hhx8uXrx46tSpc+fOXbt2DeE12HWlUun+/fuzsrIUCgX4dHDuYGxlMhmafZ1Op9Pp1Go1l8vNyso6efLkhQsXsrOz8/LyiouLAevV1dV1dXV1NfWNNcyrGWVuyw685pAywO3EkLC0gE+7PjxHbLtI7rhC7Mwkt98ktt3WbL2t3n5TnZKj2Z2t25Ol25NleDKuf+7yabYRF9MfP8sid2VS/7hGbfyBijqqtVnFGLjgyOA5n05w+mTj5hOZWcXMuvrGusramoqa2saqWmZt3U880LFEWVpaWlRUlJOTk5OTc/bs2a+//rqkpAS2AYg8BKdBL9v09PQQBIGIYKFQmJOTAzgGsNIHAxwesEeBk0H/LpVK2Wy2aVjH4sWLw8LCAO4gT0wpFNoaDGec9y3gtaTXrXvXrl3h4eFMJpOGcjPnbi7xwy6o7theWFyEpqMwv+D82XPo2Y1aNanXkIROLhMdPvTVwa/3yRUirU7FYrE+++cXaVm5EnmP0aCjSD1lVKuk3WfPXfh830FuB7+T2/H1v//15Z5dX+/b/93Zi4ziqmNHz1y6eEUkFFMkxW6o53V1aDRqnU5HUpTWSGgMRoOR1BnuKs0xsS0Wi8HM8Hi8qqqq1NTUzz77bEdvHThw4Pr165cuXTp58uSNGzdEIhGPx8Muunfv3szMTB6PB0xXKpXQSLS1tWVlZe3bt4/D4UCH09nZWVNTc+bMmSNHjly/fj0/P7+4uLisrAzpChwOp6WlhdPcymzuOJdRM8o9eYD7kb/6XhoSd2faR6UR33SuOCpYc1yw5pRwzQXBuotd67/v/OBbwaYL3RvPCTeeE248J+pz/f558fvnu/901/1eNp4TbTwn6rPxw3PiTefE688Il57oCvimfd6nTe+ty38z8OIbbodGLUj2Tzh49WYNp72T3cpsbK5lcVsbWluaW1uaewva8JqamqqqKnDod+7cuXLlyldffXX+/Pn29naJRILwjaKiogMHDty5c0cgEGCdHMutUqm0paXl9u3bUKSIxWKc0snlcqAqbBohe8/JyREIBBqNRiqVtrW1HT58OCkpKTQ0dPny5UuWLEFYB1Lx5HI5n8/HqaFcLsfoKXI8uru78ZjYAhYRp5sCgQAvo7u7e/fu3REREQ0NDf9DHDHXH7AebkF1544iRvFPwJ0wUkYDRehJQifq5p1IPfzRx+9v2fqRQinmdrQkJydv3bbj+OlvlT0GQqc1qCRGheD7sye2bN2+dceelnYes4G14+O//zNp29q4hGXRsYcOnohZuuKz3Z9XV9Z08/iXvv2umcNWqRQURWm0eq2R0hGUwfgf6eWNGzeuXr0qFovRQ4lEovT09OPHj2/YsOHQoUP79+//7LPP4uLiEhMTL1++fPbs2XPnzmFoG8373r17b9y4AaNtrVZLEIRIJCosLDx48ODy5cvd3NwqKipw8s7lcsvLyw8ePHjhwoXc3FwGg1FRUYF8HMwNdnV1tXV2tUrkh69XDF/4r7dDf3wzJn/4+orxfy9w3Fke8K/G8M+bog62xxztWJbaEnuCk3C0Nf5I2/Lj3LjUtrgTT8b1z16Wp3aYXuJOcOOOtccdalnyDWfR/nqHzyonJ5WO2nDnnSUZw8O/H+Hxb9eYfdfym7pkcm53ayufyVcIO7sFvP+k1/ExZ8ThcFgsVkVFBWQqt27dSk1NPXToEJPJRPy0Uqk8ffr0woULN27ceOHChbq6OqVSaTAYtFptV1dXY2PjrVu3wIrArRffNNAyYrGYoqj6+vr09PTs7GzgMgKyT548uWXLlrCwsGXLli1dujQiIqKlpQV9PZ/Px3mAQCBAl00fPBDkxOPx4FGDlgUNOwam8Oy7du2KjIw0G4eZq089HLjvSC4qLrkL7gV5586eBrj3qOUkoWttYSWnJHI7mklKK1UIbt/J2fvlvh4DJdGQSj2lUikoo5LXUvvlv3dX1TPFWqNYrSUpitKo9HJRUd6dL/d+dfzY6TOnvz1/9rurV64V5xeUFRfJZRKCMFAUpVJr9CSlJzGHSGEsCeAukUjQDclksqNHj545cyY0NBQjJ6WlpatWrfrggw/27Nnz7bffHjt2rKSkhKbU9+3bd/PmTTab3dbWxuVyORzOuXPn1q1b5+fn5+jo6OLiUlBQ0NHRAWlzWVnZ559/fuXKlby8PEQkY5W1s7NTJBJJpVKBVMrr0R24WmoZeGBc3M1319dMSmp1+rzd/wg/+qg47qRy9QX9hivG969pPrze8/E13cfXNB9cU7yfJnn/uuyJuO7/svGaFDc+SJPjxw1XJRt+FG/4XrzhkmzJOb7noWb7f7MnJdaMXc8YH3/D0v+g05J/ZzCau9UqoaxDIG5RqKRC0V2sRFsNQGxvb0cXX1dXV1ZWlpeXd+7cua+//prFYrW3t0Or/tVXXzk6Onp4eHh6eq5fvz47O7urq6uzs7NyZbI2AAAgAElEQVSpqamhoeHOnTu0uhf0C02GyGSyhoaG69evZ2dno4VXq9VSqbSpqQkOX2FhYUuXLoXPV1NTE9CfzWbX1NRUVFSAMqqsrKyoqGAwGNC/FxcXl5eXV1ZW4rywrKysqKiorq6usbGRy+WKxWK5XI4kJrO3jLn61KME9/PnzlCEsZdh78nOSffydQ2N8E9YG8vhMg+fPOTo6uoTEpm8/zBPrdVTBopUFNy6Ghsb7hYQEL3+gzJ2s9Jo0GtkEgH30qWLXbzui99d8fcL/vuHH33/3cWczIy0H3/44P11S5cubmtrU/doDRSlIyidniQpymgkKYqCxgA7HpKF0VwvWrRIo9HI5fKioqJdu3adP38+NjY2JSXlq6++KisrQ/sDcC8oKOByuR0dHVwut7m5OT8///z585999ll0dLSjo+OdO3fa2tra29tbW1urq6u/+eab77777vbt2zU1NUAHBNUjaE2p0YoN5NnchvmrTk1bnTn5w3KHPZ1+RyTLvtOuu0JuSqO25FDb8qht+eT2AsOuQmNKMbGzWL+doTVfkoo1ScUa0x8Ti3qSCjRJtzVJudTGTG3kBYnvMdGCL7h2n1RNWZk+PepQ8LqDRXWdCq1Wq5NrNGKjVq1UyExnGjBbhEa4vb2dzWZXVlZmZ2enpqaeOXOGw+F0dHSw2WyhUHjkyJEFCxYsX758//79ly5dYjAYbDa7tbWVy+VyudyysjJ84bH6igUnDDSJxeKLFy/evHnTaDQqFAp8A5GCfeTIka1bt4aGhi5btgx+7jANZrFYNTU1UKxXV1cDwSsqKkpLS7G9rKysvr6+vLy8pKSkqqoKiA9Vbm1tLZfLVSgUe/bsCQkJqa+v/18Cibn+ePVwnPv2nYVFDHzF74I7qScJndGg0elV2Tnpuz/bfvbiyQNHv/j0wK69R7/818GvTv94/dNjZy7lFog1UlUP//bNH/61d8ehixd3HDmxee8+GWVUa6VXr17IYxRIVCoeX3T9enpBXv7NG+nVFYzvzp86e+bE5i1/v3b9slKt0BGk1khojQRGX0mSunbtWkZGhkQiEQqFOI09ffr0iRMnYmJiMK6Sk5Pj4+OzaNEiS0vLKVOmfPLJJ7W1tTh3FgqF+/fvLy8vFwgEPB5PKBRyuVzcaGpqysrK2r9/P4PB4PF4SKZvbm6+evXqyZMns7Kyampqmpqaurq6IG3GjIzeQPQYqLyarpUpl1zXXnD+JD/4QGfMafn6q4bEO1RKEfmvKvKLeuKLRu3njfIvGiV7G+V7G7R76w33Xr6o0z+Bl731hn0Nxn0NRrwJ+2qN+2upfdXUjgJqQ5ox7rw29CDffQtj3qpvHaL2bNp1itXWrVH3UISOMmgpjZbSGw06PWwkQJ339PRAnw5Prrq6umvXrh0+fPj27dswD8DEaUZGxrFjxxgMBpfLbWtrw7kan88XCoWdnZ0VFRVisVgqlSJmj8fjgaJpamo6e/ZscXGxRqNhMplXrlzB2qxAIGhpaTlx4gTt5x4TExMSEtLW1gbSr76+nslkNjY2stnsu6s1HE59fT0WbyDJbWhowNEFvB+TyWQymeXl5UwmUyaT7dmzBwuq/1soMdcfrR5OLZO0o6CwGJ3yXXCnDBSpJ0it3qCuqC4+dOKrVj67kVv3cfLfMwuyDqQeZwulpzNyv/7uh3NXLnz3/fGq8uyTZ7/Oqa6qFIjXpuzma9U8YdupM4dEComOovRGA0EQwi5uYd7NJmb1t+eONTaWf3/p7JmzJ+RKiUqr0REkyBmSpIxGY0ZGRmZmJtZIsTaVlZX1zTffJCUlQf3S3Nz8/fffnzt37vDhw+7u7uvWrcNcHzjNgwcPYlWKz+erVCpaI48du6mpiV56xck4i8WCwr3y/9l77/cmjr3h+/94f3qv63me9zlJKDamhJRz55zc9zk5SUgA00wJBmNbkk0JxUAA0wKEQEJCSegd3Hu3qQaMbYyNG8bYKpbVtX3K7kqy9/1hbCFs7AMnQFAyn2suXavVNs1qPzuanfnOgwddXV0Oh4NlWQCAqqokMo3fp5l6hCOXrsxPOfH52vQFPzSsSvN8V639VO/7pQWf7VbSbGqGQ0134jSnmOYEaTY1rbcvw9r3J39N7wkMn59h1S6b+853aocbtT3XA+uzhdifW6el5H6i+zlmxd7zuddYFvmQqqkBTVb8EtBIX4lAIBAIBJs/Ebm73W6j0VhXV5eXl5eXlxesvya3+d7eXrPZ7HK5yFmGEJL/dizLOhyO1tbWYC9/Uh3PsqzVas3Pz6+urkYI9fT0pKen37p1S1VV8neho6PjwoULO3funDNnDpF7TExMb2+v1+sloeHNZvOtW7fOnz9/6dKls2fPXrx48fLly5cuXfr111+PHj16+PDh3bt3b9iwYcWKFatWrdq+fXtHR0d3dzcp1AuCQMZQpQ9UKUN4mSX39LRLAw0U+xVN8wnAs//gdxHvj31nyluP7G2PHY+T1q75vxFTvlq58bFbOHbil5/2b1N40/mzh6f+61//77sfVN5v5ny+s2d/6Wyvl6BIokWKEtvecv9e7c0+P19VkfOvf334v/7P/1NXX40UUcSSX+uX/T6/NhAzpLKysrS0lJTcSTXr48ePs7Ozf/31156eHp7n3W63xWIhV3VCQsK5c+dIG2fSFPKXX37p7OyEEEIIMcak8yEAQJZl0o6C/N0mdfQk2EB9fX1lZSUJ8WG1Wsl2SKM6vxrQFI33iDX3GvceP79007F536Qt21e98WLH0RrXqQbL5RZzToc9v5MveCzkd3H5XUxBN1vQzRZ2DX0tNvJFJv7P81rUzRUaudAcKOrmCo1soYXP7GBO3vXsKzGvPX43ZtO5Lw27YpI3Hb+Y0/HYrGKtT9YCWPOr/ViWfH1YVeVQuZOSO6mZaW1tJb2LHz58SMIPKIpCgkkETzdpw05+CSQoBalARwiRxu+k+YrFYjl//nxDQwPLsjab7dChQ93d3Zqmkb+Poih2dnaeOXOG9FANVstYLBaGYa5fv261Ws1mc01NTUlJidvtDrawdDqdpJhis9mcTqfL5TIajTk5OXq9vqamhpTcOzo6gtUywR6qFArht9a5D5F7f5+/L6CoPhToUyTEAUXscZvMbhPSIOiDPXZHj4Pp8UJB7Xe5HIhzaP0ACM4eL9Ph8PJ9GguAxLv6VaBpfRAjn0/RND/HuiBk+v0SAG6322yzGxUVBPpViEFA64MYkViA/f2BsrKy/Px80oyBVH+LolhXV5eenn7mzJmampoHDx7U1dVdu3bt5MmTeXl5vb295JkbicR94MCB9vZ2cpFDCAOBAKmrlWVZkiTS4J3juEAgQNpK+nw+j8fz8OFD8kzVZDI5HA7SoA0hhCFSJZVzebyMo66l6Vha4drvzsVtOvPVplNfJm37cvn6GclrZi1fO9uwabZh66ykLTOTN0UnrZ+RvC46ad2Q11nJKTOXp/x5Xues2BC9Yv2s5JTQfJi5fO305V9/pv/6s4RN03U7Zhl2zE/etmH3gdPpGfWN9yVJwoJPFvsk3qeofVAFAuJ4kSNPNUn4IKJjq9Xa1tZWX19fU1Pz+PFj0pid4zhSO0+EHgwuJMuy3+8nd+u+vj6O40jVNim5QwidTmdOTk5NTQ35X3jq1Cmz2QwhtNlspHDA87zRaDxz5gx5oLpkyZKEhIQFCxY8fvyYXHUWi6Wrq+vmzZtFRUXBQJX9/f3B4HfaYCBrTdNqa2ujo6Nv3rzZ3d1N4kqKovjdd9/Nnz+fbJBCCfLbokJu21ZXV0c6gt66dSstLc3v9/sHIg2ofr/q7/P5+3yBfj9Jqt/n8/cpAU0J9Pn9/oBf7vfJfh/2a5rar6l9/f6+QF/A1xfwkbB8pL60r8/f1+cP+GXVh3x+3Nfn7+8P9PX5A4GAv+9JyPVAIFBcXJyXl8ey7JD+321tbRUVFadPnz58+PCxY8eysrIaGhpIPTtpBEnanP3yyy/t7e2hnT6e2Rkk2Mck2C4t2AbDYrGQAhf57y8JIs8xTlev0dzd2Prwxt2mkqu1ueXVGYUVl/IKzmXlnMvIPpeefyGz8EJm4bnMvPMZeeeycs5n5gx5PZeRfTYz+8/zOjwHyOvZzKwzGVmn03LPpBeczyjILqq4VXuvo6vb7fV4vV7Wy7FegfEKDMN5WQ/DeUlDcnI6PB4PKQVbrVZSrdHb2xsaoII0MA89795BSDv0YGU9wzBE3EajMTc3t7q6muM4s9l87Ngxk8mkqmpDQ8PRo0cRQuQ309XVReS+cOHCuLi4+Pj4mJgYq9UqCML169fJGB1NTU35+fmNjY1Hjhz56aeffv7554MHD27dutXhcKSnp//666/ffffdgQMH6uvr582bV19fT+Te0dFB6txjYmI6OjqGBw57HQp59bz53+XNPMLfJPetW7fevXsXY8zzfENDQ1VVFYmx5x+BkaLukVCLJNoiCbioqmrwI7Iu+WdNnlUGF1BD8Pl8d+/era6uJrXkwXbBLMuSS5f8TSbzgy3YSG8R8iQtMzPz9u3bpEXakCh9hLpB6gepq6sjcaZIp/aampq6ujoS1a+uru727eo7d27V1Ny+e/dObW1NbW0NCRE12A/+7p07d+/erautra+trb97t652BO7+yRgpH2pqau4McvPmzWvXrt28efPu3bsk50MhGyFnjZzH0JNFAm/dvXuXnMpgXMb6EELPOwnQSLbz8OFDUkfvdruvX79eXl6uqqrFYklPT+/s7FQUxWKxHDlyhDyKVxSFYZiOjo709HQS3ovIff78+aSe8ObNm3a7vaen5/bt21lZWT6fjzTFcTgcJBY8xvjs2bN79+5NSUn56aefqqurZ8+eXVdX193d3dra2tnZKYpiUO7Bq5rK/TXzZh7hb5L7d999d+PGDZZlSUNgh8MBACD1hkOCWoz+5YeUOIIzSdGYVEEGO1uTMhQb0n45+JZ0VCEPzYJNj0mVerCAFgxOYLfbgzslDdpIo4ghHbi9IQQHsSRFQo/HQ1rOkLtFcGvB5RnGE0xsSM/ykAUYjhNIYhgaA+TfEHywSU5rcGaweB6aseywkxh8S05x8AySuz7LssGTS85vcBWyX5fLZbfbSbUb6XxEqu/JYfT29iqKQi4bURRJlR2Zttvtx48f37Jly9y5c+Pi4oJ17hzH3b592+12syxbV1d38eLFpqamAwcO7N27d//+/bt37966davb7f7hhx9SUlJSUlK2bNlSVFQUGxtbW1tLWtR0dXUF5R7azv3NdM1/zJv/dd7MI/xtde47d965cwchxA520iNtVEaS+/AwRqGRNEYhNHBHMKxHsGIkdCPBa55l2eClznEcaa9GDoP0MOR5nlSpsyxLrkPSyZAddMfwkPRDDoksQHYd7LUYekMSRV4QOJ4EvA9xzdMbkQRB4nmR4wRuBIQ/GSPlA/mxhla2kMwZ8mMYzHwxdH4ww0MDdf3bH17or4usQk40eSrD87yiKKQNFXlUS7o18TxvtVolSSL27+joyMzM3LFjx9y5c0kP1ZiYGBJbpqamxuPx9PT0VFdXnzp1imGYR48etbW1kVbtdXV1CKF9+/atWLFiwYIFmzdvvnHjRnR0dH19vdlsfvToUXd3tyAI3333Xegwe3883kx1hvJmHuFvrXOvrq622+0kLGowNC4Zxtc0jOHzh4z8O2QmCbVK5pDpIW9Dt0ne9vb2kp6iVquVDDdsNpuDLYiDuyBhex8/fkw+7e7uDo5Q/MzjDIXsKPRt6OEFPzWbzUZjl9HYFdxgcCjkZ23cYjSOuEcKgZzN4ODRxmGExukNLjB8O8FAvqE/nuAvJPTsBOeTc2c2m0kz88ePHxuNRovF0tnZabFYyCXw8OFD0gOOdIkyGo3kdLe3t1++fDklJWXevHnx8fGxsbHz5s0jcq+trSX/FW7dunX06NH79+/v379/3759+/fv37Bhw8aNG41G465du1asWBEXF7dmzZrKysovvvji/v37VquVBKPmeX7Pnj0xMTHBAbJ/Z6O8At787/VmHuFvLbmTDn7nz59PT0/PyMjIysq6dOlS2tOkh5A2jGfODH50+fLly5cvk7fBaTL/0qVLwbdpaWmXLl26dOlSenr6+fPnL168GLqdrKwsskpwO+np6eRQs7KyyBYyMzPPnTt36dKlIesOJ7idIBkZGcEDCP00Pf1yevrljEFCv+nlEMg20tMzR9/vn4f0Ebh48SLJ4dCsI5kf/HUFfxKhuT3k7eWn+bfHQ35s5IdNNpWRkZGZmXn+/PnCwsLLly+fOXMmIyMjPz//zJkzJFDohQsX0kJ+Kt9//z0pXycmJi5evDgmJoZ0YqqtrSW1PaWlpQcOHCDjtZKHT6SRjNPpJMPI/Pzzz6dPn87IyFi0aFFTUxORe1dXF5X7m8CbeYS/Se5btmzZuXPnjh07tm7dunnz5s2bN2/dunXbINuHMXz+SEsSduzYQZbZsWMHmQ7OfCY7d+4kr2SV4PzU1NStW7eSdckBB/e+c+dO8lFwR3v27Ak9ttAjHLLrIYc0ZOFt27aR/RK2jUxwI6MvQNm1a9e3335LMopkKflhhOZz6iDB0xpKMD/JROip2f6sM0749ttvyU9r+/btwZ/i1q1bN23a9O23327evHn37t3BgyFLbt26ddeuXeSK2LFjx969ezds2DBv3jydThcM+evxeIjcWZYtKSnZs2ePy+W6efNmdXV1dXV1YWFhVVVVYWFhZmZmbm4u6dmUn58/bdq0xsbGnp4e0qlVEAQSW+bx48ehz37+SLyZ6gzlzTzC31py37hxY6giU1NTR5HUMx03ivjIRUIWINcemQ6aOnRm6PVGFghuObh86HWbmpoa/JQIYteuXd98880QEWwbdjcackihBxBcJiiCIZsKHue2kHtAUEwjSW2k/PmzEXqnDJ7QLVu2kE9Hyash99etITzPflNTU4O7C11l165dW7ZsIYWb1NTUnTt3kpsKOapdu3Zt3bp1y5Yt27dvJ8WgOXPm6PV6EvLXYrG4XK66ujrSE6q8vPybb765cePG9u3bv/7669WrV69evdpgMJBOTwsXLpwzZ86KFStOnz69aNGihoYGi8VC6tzJA9X58+d3dnaGyn34863w5c1UZyhv5hH+1jr30EslWGh68cuWQvmjMfwWQnqoxsbGkqiQTqeTjMjKMExZWdnGjRvLysqWL19OYr4vWrRozpw58+bNmzVr1vTp02fNmrV48eL09PTo6Oimpqbe3t7Hjx+HPlB99OjRkFZbwVZkv6NfKL8jwRaGRO61tbX/udyDfv/dricK5Y1huNznzp2bkJBASu5k2ID6+nqPx+NyuQoKCr7++uvu7m5SFZOTk5OZmUnC3h0/fvzo0aNnz549f/78hQsXvvjii8bGxtAHqmQkpq6uLip3SigvQe5DfsfP+Vf3z8GObdtGrKR6mtRt2+hN8Y/G8JK7TqeLi4sjcgcA1NbWkta6VVVVq1evJrGmOzo6WlpaGhoa7t+/X19ff+fOHTKO4+3btw8dOjR//vzm5ube3l7SOI3UuZN4BqGVA29mRQHldfJy5L7txesx/xxQuf/ZCb0uYmJignLv7u6WJIkMt40xLigomDRp0rRp0z7//PNp06ZFR0d/8sknn3322UcfffTJJ598+umnH3/88UcfffTee+8tWLCgvb2dNPm1WCxksI4FCxZ0dHRQm1NCeWlyD/01v97L501mR0gaidSQRPkDEpQ7GSCbDLNnNBp5nq+rqyP9/txu9+3bt2/cuFFeXp6fn19aWlpYWFheXp6dnV1YWFhQUFBcXFxaWlpQUFBWVkba0Xd2dppMJo7j9u7du2jRIhrylzKEly93SghU7pSn5E56qC5atIiEH2hraxMGoxsxDGOxWMhQfw6Ho7e312q1khFguru7u7q67HY7x3Fms5k8gzWZTD09PRzHkTFUQwOHhUKL839aqNxfKTuGpVBShyXKH5BgW4OYmJj4+PilS5cuWLDAarVyHGcymRwOB3mmSsJjkABHJHAYz/NE96IoQgjJGGF2u91ut3s8HqvVStYiJfeHDx8GwyIFr232d5U7MwK/1/H82aByf6VQuVOeknvoMHssy5Kq887OzqampgcPHjx8+JCMr9Ta2trS0tLa2tre3k6er96/f7+5ubm1tfXRo0dk5C+j0eh2uwEAe/fu/eqrr9rb20NtHmznTuX+p4XKnUJ5yTyzz1Rqaur8+fMTExNJyF+j0SiKIjdCCNLh7V6GQEYs8Hq9CKE9e/YE5c4NC+lOZfqn5SV0YqJQKKGE9pUd0lomNjb2q6++io2NffTokSRJ7NMW9j5NaDjM0IuWYRgSm5qEq9yzZ8/ChQsfPHjADYvDSuX+Z4bKnUJ5yQyPVEFmLly40GAwLFmyJCYmpqCgwG63MwzjdrtDoxCPEvo49LoNjjX26NGjbdu2xcbGdnd3Bz+lTqewVO4UyitiiNm3b98+e/Zsg8GwdOnSmTNnbty4MTMzkzRwLC4uLno+CgsLCwsLS0pKiouLS0pKcnNzjxw5snTp0rlz5wYH66AFdgqByp1CeckM78oXbAoZFxcXFxe3cOHCuXPnLly4cPbs2fPnz1+4cOGCF2H+/Plz586NiYlZtGjRggUL5s2bt3DhQip3yhCo3CmUV0tqauqWLVs2b94cGxsbGxsbHx9POqkSxcfExCwcJKhv8nb+08QMQpYMmn3x4sVLliz5Aw+zR/nPoHKnUF4yoZGHQwPqrVixIj4+Pj4+ft68eXPnzl2wYMFXX3013N1BQovqocybN2/+/PkkANns2bPnzZu3YMGCR48e0QeqlFCo3CmUV0JoqCUSDn7NmjVLliwxGAwGg2H16tVJSUmrVq1avXr1ykFWhLBy5crlI7By5UqdTkeezZLye0xMDG0KSRkClTuF8prYvHnzmjVrSMn9yy+//Pzzz7/44ovp06dP+3d88cUXX3zxxZeDkFUWLly4bNmyhIQEUvxvb29/WVJ45v2A3iTCDtqJiUJ5TZBBuL755puUlJQ1a9asXr16zZo1a/8dawZZPciqVatI+T0+Pp6M/kFCRb4sKVC5/zGgcqdQXhPBQfiGDME40vCKQ8ZZDFbfk9XJE9qlS5eSSGShD1R/I1Tufwyo3CmU18TwaNhE1ltHIDjS9/D5O3fu3LJly/z585cuXUra3nR2dr4sKVC5/zGgcqdQfjeep8AeHGw9yNbBId1jYmISEhLi4uLmzp1L5U4ZApU7hfKaCJbEg3OGd3d6HoJVOiTMJOmh2tXV9bKkQOX+x4DKnUJ5fQwvm7+Q3MnNYPv27ampqTt27Jg7dy55pjp//vzHjx+/LClQuf8xoHKnUF4fQyrTn3/FIbeE1NTUXbt2zZ07Ny4uLj4+noyh+rKkQOX+x4DKnUIJS1JTUxcuXEiC1ZAeqr+3TF4Vz4xoT282/xYqdwolLKFy/72P602Hyp1CCUv+PHKn/GdQuVMoYQmVO2V0qNwplLCEyp0yOlTuFEpYQuVOGR0qdwolLKFyp4wOlTuFEpZQuVNGh8qdQglLhsudNhCkhEIH66BQwhIqd8roULlTKGEJlTtldKjcKZSwhMqdMjpU7hRKWELlThkdKncKJSyhcqeMDpU7hRKWhK/caSCw1wOVO4USllC5U0aHyp1CCUtoJybK6FC5UyhhCZU7ZXSo3CmUsITKnTI6VO4USlhC5U4ZHSp3CiUsoXKnjA6VO4USllC5U0aHyp1CCUuo3CmjQ+VOoYQlVO6U0aFyp1DCEir3N403rSsWlTuFEpZQub9pULlTKJSXAJX7mwaVO4VCeQlQub9pULlTKJSXAJX7mwaVO4VCeQlQub9pULlTKJSXAJX7mwaVO4VCeQlQub9pULlTKJSXQPgO1kF51ZBfAsdx5PdA5F5bW0vlTqGEAVTulJGgcqdQwhgqd8pIULlTKGEMlTtlJKjcKZQwhsqdMhJU7hRKGEPlThkJKncKJYyhcg8XmBF41XukcqdQwhIq93CByp1CobwAVO6UkaByp1DCGCp3ykhQuVMoYQyVO2UkqNwplDCGyp0yElTuFEoYQ+VOGQkqdwoljKFyp4wElTuFEsZQuVNGgsqdQgljqNwpI0HlTqGEMW/+YB3PvNPQ289rgw7WQaGEJVTulNGhcqdQwhIqd8roULlTKGEJlTtldKjcKZSwhMqdMjpU7hRKWELlThkdKncKJSyhcqeMDpU7hRKWULlTRofKnUIJS958uYc74d4pjMqdQglLqNxfNVTuFArld4DK/VVD5U6hUH4HqNxfNVTuFArld4DK/VVD5U6hUH4HqNxfNVTuFArld4DK/VVD5U6hUH4HqNxfNVTuFArld4DKnTISwcE6qNwplPCDyp0yElTuFEoYQ+VOGQkqdwoljKFyp4wElTuFEsZQuVNGgsqdQgljqNwpI0HlTqGEMVTulJGgcqdQwhgqd8pIULlTKGEMlTtldKjcKZSwhMqdMjpU7hRKWELlThkdKncKJSyhcqeMDpU7hRKWULlTRofKnUIJS6jcKaND5U6hhCW/Xe7MCLx8zfw2XvQ4X9b3etX586q3T+VOoYQlVO4va/lXvZ3fa/tU7hRKWEKrZcKX13MT5TiO7IXIvba2lsqdQgkDqNzDFyp3CoUyIlTu4QuVO4VCGREq9/CFyp1CoYwIlXv4QuVOoVBGhMo9fKFyp1AoI0LlHr5QuVMolBGhcg9fqNwpFMqIDJf761EGJVygnZgolLCEyp0yOlTuFEpYQuVOGR0qdwolLKFyp4wOlTuFEpZQuVNGh8qdQglLqNwpo0PlTqGEJVTulNGhcqdQwpIwlLt3WBoFnmX5wbWCE6Ov8mIw3ND0B4PKnUIJS16d3BmG4XmeYRhiB57nvV4v0cSLbWdAmt7B5B6Wgh+FGtbLsiznlTivxLFelnOzjMiwPMO7WEBniaYAACAASURBVM7FsizH8BzDcgzLsV6O9Q5MM/xgIjsffgshdwueGUwejvdw7JPEe0OOx8twz3MHCuJlnxzJ0DQ8e70s42Vfzm2YnKbgyWIH+y4F57O0ExOFEl680pJ7UOhE9GTOSAtzI8DywTSgU5b3sMJwuQ9qnedYnuE4huM4nkE8A3jOw/Eehh2Uu+DkOI5nBZEReJYbQe48x3Ecx3Acw/EesjWOE0ITywksJ3h5wctzHoHz8pyX57wC4xWYEPkzAxt5LhiOY3iWe2Z6kiFBI3Msw42YbyPmZ0iGD5E7x3GCIAiCQD4iJ47KnUIJS16d3HmeJ5ogJUGv1+t2u4kvXghibobhBmd4GMbDsK6BCcYzOJ9jBorKjJcdmM96RNYrMKyLYV0DBWnO6eWcA0VSUkJ/ckQcQ9z8ZHfP2AW5F7DegWVI8dnNDkyQFLKih/UyIenJ6k/dSEJL6E8tz7AjZ9jgvl4wP58+Bd4QPB6Px+NhGCY4IYoilTuFEpa8Orm7XC6GYYjfSf0M+5+V3DmBfVJeDi3khiJwnMCzA8sEy8s8K/GsxPEejveQ7bCCmxXcZBVSHA7ejFiWZxmRZUQy/axjEThOGCJlwrBq9yf1OU/XrvAjpCfLjFJmH8LoJfcXOlnkTPE87/F4JEkit2SPx8PS2DIUSpjyquvcBUFwOBwdHR2tra1tbW0tLS1tL8zDttZHbW0Pn05t7a0Ph6SOlkftrQ/b2tra2loG08O2todt7Q/a2h+0tj1sbXvY2v6gtf1Ba3tba9vD4A4GPhpMw/b1VGpvfdjR8rCjta29ta29dbTjbm9raW9raW99xqG2tz4kHw5P7YNbHn3jbW1tre1tre0vnp3Dt9Pa2tra2tzc3NLS0tTU5HK5greHgbsIlTuFEna8OrmTch8pDLa3t1utVpZlg//9h+MeEe8zk8f1JDHOJ8njIms53W6n2+11u91uj93tsbvcXpfb6/I4XR6ny+MeTM6B+cHkGXGPJHndDOtiWLfHO5hGwutxDS7DhCTPsNenksflDqbRcXncbu+I+TZ6Pg/Pc4Zh7HZ7W1sbwzDE7GQZKncKJSx5dXIPrRxobGz0er2qqoqiiH8DCCvBhEOSjLCMsIqwijCZxhhiDJGMkQyRLCEZDi6MMcYQyRAjiBHEACI55C2CGJCJwX0+WYsgo6fSiwOHvT7fd0cIof9kf6NvBw0iy7LX621ubibqDz4Gp3KnUMKSVyp38ryO47j6+nqe5wOBAMdxv0lMIXIP8Tt+ltwxcTgx+4DckS94P0BYATKWnjidaB1ALEIsQgwG9xmUOxy4YfzngCcJi0+9DeE5s0IeZMS8ehEghBBCj8fT2trKcRx5NBLaJpLKnUIJM17dYB1E6+S1rq4OAAAAGEU6cASAJPhUWRA4jKEgiQBB7POzoiQiLAHkC/hZnpMkCSGAEcAI+GUFSkBVVUHgkCzxkJOgCDGCEAMRKygARAwkWRABUhVOEiUIJAiQDLECJMACyMmKBJEAgAghBABBiBVFkWUkK0AQGUHiJQh4UZBVBWIkQQAxEoEkAgkgSL6IIAgIIQAAhJATeNXvQzLkBNbf5xMBxwlerEpIlgSJVf1Ygrwg8RIUybcj25RVRYKAE3hfwC9IogTBSNk1Uga+kNzJ0bIs++DBA5ZlBUEItoMkZ5NhmOrq6hs3bty9e7etrY3KnUJ503lz5D6SczACEPCKjHw+RZZlQRIhkpHqExHmJAAQlFWlr8/PMJ6AX0ZQQgIEnIQARjLmIaf2KyKQZFlVsCpLSgBrfqTxrKRpGseLSMaKT0UyBkCUAOcPYEF0qz6IsIgx9PkCoghEEUAIGcYjKxJSRKgiIGOoyCKCxMWCJMqq4u8LCJJIytR+vz8oWcWnyqoiSCJWEC9ysgqRLEFZECGLVQkrQJDYQL9fVjFAECsykTuSMfE7kjFAEMlD8+1VyF0QhHv37hFxO51OUuFO5U6hhCWvTe4QQgCGFj//LRgBLeBHAhvA2IcRAhAA4PMFBBFh2S8BhGQsAglCSZaRjCWW8fixD4uyJCB/X4CVGKgCLKuigGQJB1AAuBS/oPmAXxIAhBgiGQAEAIJAxEgUeA+EDII8BDyEEEKMkU/G/kAgIEkCgJzsAyzggYo4KIkyQqrCCDxWZICgJEkIIZEXMEQBn9/lcAZ8faIIEFZISZwXOV9AFSRWViHEogg4rAARCJzAKj6V5TlRghDJEgQikMgfAjKNFZm8hSGGf+lyJ1u4ffv2rVu3WlparFar2+0ONl2lcqdQwoxXJ3dmsC/7c8r9mXUyCEBVEL091luVVRVFJS0NjZybBSJuuNfMeEUZ+0mdCRAlnyoDSfBhJAuyyAAkqRJAkizwmOcFiJEfcJC3c87HjOwJ9Hbaek02kYcQKFBUVDnQp/oUGUHA+VQoiQyCEoYyx0oY+QUeYeRTVVUCHMC8W3BX3rpWXFlefqWq09gtq4ov4GcYBkPkV30ygIAXfFiWOB6LSMEq4xUkCba0tMmyLEmSJAmiyHO8ByEgirwsI5/PJwiSKAKtX2NYXvGppB6GFNgHantk/G/lPuSj/0DusixfvXo1LS3t2rVrXV1dTqeTltwplHDlVcudNIj8j+UuA4jc3pM//PTpX/8++9PpX0UvuFVRzdqFxTFxzffaMQhIPJaRT4WKyHJYEmUR+GHADwMY+ADERO4SkAN+rQ/33bt+L2XZZtEsV5feLsgsgDySod8H+7HgEz0iloCKJM7j9MsYiBIUlT6fhkA/kHwcC2RZlVX8oL0ppyjvH19++tmMaZ/PmLbj250NDQ0cw2r9mgKRyHIqQLIINKUvAJTqimu8i1eh32517975vcfFYqhiKPcH+hQZ+RQVAYgABiL0KX0K9gNBZhkRy6qIoIQRKwoikJCMBUkk1TXBNLrc/zPI2SkrKzt8+HBubm5bW5vNZgs+Wqdyp1DCjNcj9/r6ejT4gPGFjKNApCn9mb+eunzwhGDxnNz/a1lWmeiAX82JM7bb+rFmfWw/9cvp3LTcni5zAOD2hua667W3qmpOHjv/uMvoFdySLNjsnqNHTp8+fOp6wY3VX220t7LGJktbfSvnFu7XNt2/01aSU3np9GWv3a0CgESh+1Hn2RPnLl/Irq9pu139QMEaEAOSKIsSPHD4p9Rvt5lsFkkGvMilp6evX5ciA9jR3Fpzo/p6acXFY6dulV/helwP6x7M+2zmxhUptyvveKzsjfJbsqAABpo6TMcO/XriyLH627V+pEIWXiu73t1uzEsrPH7wjAr6OF7kgXTrbs2pc2ezcrK7TUZeFIIl91cnd7K18vLyH3/8MSMjo6WlxW63h55NKncKJZx4dXJnWfa3y10FCFldGQdPJs9a8uvOA7/uONR9z6h4/IumL+lsMLFWKe1k9urEdVvWbL5SWOk22Q7t/XlVwtff7/hhuWHN0WMnjNYuEfMnTp5bvDBx+/pth3Yd1s/+mnkEc0/lHdrzM2TR9k27Nq3avjf1wDcrt5w/cd7da+dcnm+37oyPTdyRun/b5h82b9zPuH1A7Oc53GN1rFj9dWPbA1EGAhJ9AfXevbqtqZtbGhrL8wqTYpcd+Pa7lUv1W1dvvH/tTnvN/Y8nvr909lclGWUdDd3zv1yMvWpXc/f32/auS1q7YUXKjg3b6m/UuUzO5XErvtuyb9Oq1LX6jWV5V3gOmKw9m7dtjUtM2PvD/ntNjeSB7auWO0JIkqTKysoDBw4QuTscDip3CiVceXPk/sxqGUWCmqDm/HJ2eXTs3q+3HtzyY0fNI8mOY6PjTc29XY2WTz/8YuvaHSvjV32duKr3ofmX7w/rl6xoqe/kHGDLhtTa+js9DsvMuQt6eryAlStzri2bniw+wtmHM4/uPiy4xdQNO75Zvt3TJVjb7EmLk7w97vamVkN8MuOWPA50+OeLKWu+4xkNQ03G/SaTZdee3R3GTg4K2C9LktDd1Xn+9KkHd+tLs/I2JK/q7ejSUODC4RPFl7Kdj8yxM+bdv1Hv5zRLq33x9DjRhq6WVB/YcxA4AXCKGeczMy9k8T3cV9MXf7/5B+RUBLO0bF4C6xUaHzStWLXycnqa3ekACEoQCJKI0LPr3F+W3yVJYlmWyD09Pb2pqam3tzcYopnKnUIJM15pyF8id9KJCQ3W6o7CM+vcAzxOO3Qy/ccTbHtv4dncnHN5PZ2uJTG6rgZza3X73E8XHPru6MHvf82+mOfssJ3+6czBH085zCLsgXEzFjXVNzZ3dMR9vdqF/IzU31jftXLBevWxWvJzzonUg1hUNm/amXY0p8+h8d3CFx9Os3faG6rvbd+0R4Gax6nkZt9M3fwz4+1DQEPQ19PTk7Rc19LZ4hE9UAWqD91vqN24bnXng+bK/IJ9W3dKvS4/D64WlFzNL3N1Wed/Obv+Wq2P1x7dM8bNjPdahIKCqhMnLkAPUnnfles1WVlF9jZb0pzEm/nV/V7Nfs8268MZnI1lWb68vPLYsRNHjvxaW1vPcQJCMoYyeYUSghLCUJaRgsCLNi0dDUEQqqqq9u7dm5mZ2dzc3NvbS34JRPE3b968du0a6cRkNBqp3CmUN5o3Su7DXS8DKDNC5rFzlw8cwxbman5lzqV8c7dzwbw444OejrrH86d9xTuhgjSJwYpH/nXfsR++P9FrFqQufvVC/Y3Ka49MpumxsR1urxv0FRfdWfCvONQmlv+UlbbnJOMWtm/fm/FrjmxWoQnM+e9Z1raexw+6EmKTXQ7AeP0/HTiXnLSF8fox1FhG9Kno+327tn+3vcfVIyCe5dzpaRd2bPlGcnsK0tI3r1rb097p58HhvT/knE9nel2b12xovNuksH3dzdalM5Z5LUL5lTsr1mz09jCck//xl2NZ+aW9rZaV8wzXc29ovCa0eL6c/Blwiv0BzetmeszWAz/89OuRo1BCCGDWyylY9asBBLBP8WMo86wQ8PVRuVMolGfw5sj9mf2bMESqAM4ePvrplA+/+PB/lsUsqSy54nQw0TPn9zy0QRe+fCJj+qezpn0+a9XytcbmrpMHTx36+bTLJkGrYJizpPb2HQHDH08d/zg6+pMZ81PW7khetBp1Cnn7L57eeVjgQOrWnVmncpEZ+lzK9I8+627u7O3u3bltzxefz50VvWTF8i2bN+3jOJ+qaBgrQOIsPV0ZuenR86M/mfbP6TM+P3P6ZHtTk4bl3IuXls6Zv+XrdZ//1z+2rN7w8H4L52KuV1ydOS362M+nm+seLp4RK3lQ+2PLryfPzvp05rR/TNu0c1d9UwtvZZLmxNeU3+GMrO2eZf7Hs10mR/WNW4sXxX7+6bSlsXFVFVcETjz08+Gb16utlt7Vq9a0NrdZTD3r1qRYLb2S8MJdB0YCQjhc7sFY/FTuFEqY8ebI/ZlgiHwY9T7uaq6+01hd03bvgdPuEUTU0vqIdfGiRxIZUHOrvurKzfa2TtbBWrusnR1WDPr9XtR9v43zuO1epxdLpdU3bty519lhfdxg7HequNPrbe8RBOHh466e9h6N7fN5UGtNk0/EioRtVmdZ6ZU7d5oOHz57+PBZl0viOSjLssNu0TTF4bVXXCu/UX214X6t02FTEcSCUFlQuHXthpa79+qv3+lufSR4OAXIrIupuV3X1W5mnaK51QwYaPewnaaee9V3b1293trZKSmKhvpN9zsEG6dhTWMDzdfvqZLKermb16tvXq9ubW7zuLwCJ/aYraZus4yU5qYW1sshgBvq73vdzEssuQ+R+4MHD6jcKZQw5g2U+9O17hIEfECG/RgihkWiJEnQw/HY1+dT+oCIVaVPAgj7/CKQNH/Aj32SKKu4T+WghjCCAvYjh+BigejzawIL+8Q+TQxorKIygOG8ckDxCYrm07BX1NQAYFnG5dy08Zu33xr3zpjIBQviHj2y9msaz4uSJPj9AECG5T1+LQAxkCQBQyQwrMRwpTn5P+76HjGiKiAsQB9SFaySIDYY+Pxqf0DyCV7er2kSRogXVQB4BLBPBS4mwEp+pKqSylsZzachHkgCgBKSkaJgtT+gkep1BasyUlTZB0QIRCjyEuNhfYqfyp1CoTyDN0fuz2wtA6EkY0kSGcZpQyLn9ylYkaGiMoIoy6qi+AQRiAhDRWZFAUJJ4HgMVQzVfsXHuR2qD/k0hQNsoN/vdnq0Pk108jIDNUntRwpUAVAkyAn9QNX8ASSwUGD7+1S322kymcwWm8vNyUqfICIIIZYlvx+wnEPxIQ7wql9xu51aXz8CMKCokBM8NhfnYvxI1Xz9CGBRBH0BDQIFy36vl1WAjACEPuzhvbIoYkFQ+lQP79VUn8oLAsdDCfXJftHFyhJWsIoAVmUfhrLIS0TlPCuQynfyHFWVfX3+fiC+zHbugiBUVlYG5W61WqncKZRw5c2R+wiilyAS/D7kU5EiA1HkeZHDPhXIWBCBBJAEASsKQMY8kAAQfYqKAFawKiPcF1CQLPGQlQAHgSgDqAJZU/u0Pk30shCIIhawH6myIjEcEoX+PhUj0eN1SJKAFRlADKAiiCjQp/E8zwteBHmfH/Eih2QsCILP54MSgBIQeUlkhIDsxyLyIRWIEENV4KHfpwkiUgJ9nMAjADGGLs6j9KkBGWKRkyAvAg6wbJ8sQyipfh+UgIJVjuG1Pk1GChChglUMZZ/i96sBvxogcsdQBiIkEzJSqNwpFMozeDPlHgIQREYUGEUGkiSoqqz4ZBfj9fX3uT1Mv6ZJGMl+H+naAwCQJIkoT5IkQeIhFrECVAVKHAtYvl/xSazIs4LP5xOBgP2Ih5wsIygBGUOO90AkqD6k+GSsyKIERQmqvn5RgoqiKArmOTeAvKrKJPojQkiVFSiBgK9PEgDRsSr7JAnK2I+wjxeg7A/0OJ1KwI8xliQB+2Ve5PwIIYEFSECypCKIJZETWEZk/X0BCKEsq6TihWyTqJzYXOvTRF4iMzmG9yl+KL0st1O5Uyh/LF5/+IEXBZF23VAKziFjaiCskJDuAGKEZGJbAIAkAIRkWVWAAkUg8CIHgejDSAVIAQOtxSWMRBlIMpDk4CFJJAEkSVCUIIBIBhADSSa3JIwhhBIAIvEguZFI0kDAd4RkhGQIMRwc8oOsLiIsKYpE4juKIieJEhRVAHwQIgQgBjKACECAoIChhGUJy2CQpzJh5F5LL5yfT68rSRK56WKMeZ6vqqrav39/RkZGY2Oj1Wolp4/KnUIJP16/3J9zpKGB8YYGx1d6eqaCsQKRPCB3gDCUMZQhhBIEGMoYK0hVgCpDjBACMsI+LKtQUaEiIwVhRVKwpGAgYyRj9GQsIzIs30AUFyyrCCsIqgjJsqySMY8QQsEJhBBxOsaKLKuyrOLQUaJkFcgKkBWoqEB+KniAirAPo4GBlBDGGAMZSwoGqgoVNdgNdUhWjCTrF8rP0O2QtwNfQ5YxxjzPX7lyZf/+/aTkHgwcRuVOoYQfr1/u4EWAEsASwCICABGPQwlhEUEJBeWOAFaArAAZQiwBBCUEAOIg5CAEACEAoYSACAf/ACAAEI8Qj8gGARmJiSRSFSNJUJIghFganCbFcwCQJEmknh2IEhClAUK3AJ56ywOJB5AHUAIomIAIgSiROPIkCfBJEoEU5KmsGIEXyk9SSA8twgc3jhDiOI7KnUL5gxAGJffB4jaQFYwVFSo+qKhQQViRsAyRjKHsg4oPKgjJEMmkBC3KsoRlBas+pJJiPhoYSlvBA/eCgbdIxkB+xtDbsqxiTCp8gm8VhOTho2MPFP8VGclPpoNvya5JWR7L6sCgrFAOFvZxSGEfy+pIWTFSXfmLltxDgYNxmBVFIXKvqqrat29fRkZGaGwZKncKJfx4/XI3vQhmo6mn22I2WrrMpi6zyWQy9RhN1m5Tj9FkNJsem4zdJqOp22jtNlm7TSaTqdtkNJlMRrOpy2wxmiw93RZrt8VosnSZLV095m6L2WIyW0zmbguZ7rGYeoxmU5fZZDRZjCaLyWg1Ga1mo8VstJiNJrOp22w0mY0mk8lkNpuNJovJZCFzzEaTxWQ2m81kd0azyWQxkwmj2WQehHyL4PxBLCaThez9qS8bssrzYDQajUbjC+WnyWTq6uoyGo1kX2R1m83m8XgwxkTupM69qamJ1rlTKGHM65e77QWx99psNpvFYbM4bL12m7PX5rLanL02u9NhdTnsTofT7vDYHG67w+509LpsVltPr91qddh7bQ5nj93ZY++1Ocwuu8lpszisdpvV2Wvttdt67Tan1eG0Onrtth67rdfm6LU5bL0um81h73XYe212mzWYbDarzWbrtQ8cTzARyNZsDjuZ6LXb7IRem73X5rDZyWJWW29vL1nHYbc7yV6C3zF0g8/E8TT2QV40P202m91uD92I1+sVRVGWZUEQrly58sMPP2RmZtKSO4US3rx+uSsviCorioIlP5b8WFaxquAAxn4ZAwUCFWEFyTLyI6QiSB5/DtRt+FRFUfqRrx/5kKqIAUXow1IA+mUYkKGiYEVR/Njnxz5ZVZCqyIpPVnyK4vMp/oDsDyiqX8Z+GaoKVBWoqFBRsKwOHI9fxqqCVQUrClYGa1MUn6z4ZDLHp8o+VQ4osqpgnzowUxlcRVYVxaeqqupTVNLIUlWwX8YBRfap8kj5ID9NsGrlRfOTbCq0qgdjrKoqpg9UKZQ/Ei9D7t7BxLIsz7JPhlQeaOfOeu/V1yAEBCgLSBERBggOJinYBnGwJWLwo8FGHRBBDEQZ8AoQZRLTHJB2hJIMMMYYIhUABYoIASRDjEQEBQQFBCWfKKkAiQhyMuRUJMoAI1FBAsQixEABqiqpEGIRDbRfREjGEJGEoISggJEAEQ8RD5AAoYQQwggoUBxsnSlBKJGDIQkMbhxigBCAiByJgJE4mMizYRjSkFFCUJKBpEJRgSJGT3oDDG8V82+bq/9bFBlhBBCUEAKyLGNFBrKCZIyRKDDuK1UV+/btHaiW6bV7vCyVO4USlvxmuXtZzs1yLo51c6yXYUWGFTmG55gB0XMcwzPOtvt3EBScoo/v01hZETAUsCRgScQCwDyxJ5QFiEUJI9LcWxocckhRFFEUBcTzSGRlzCiKGwqiDBCSFaCqkk8RFSzxGDBY4mUgKZLkkwS/xPqAF0EeIgEgSUQYYR/CCpZFSeFYxSMqoiIFEBtQsSYBxctLSqAPYiRBgGQsYYRkjGSIsIAwBzALMA9IbyLAy1iURBYjUeBZRcGCyKg+JAKJB5KAOB5znAx5BfE+SVJFjAQFCQoSZMjLkJeBEGyzP9AiHkIEJQUIPolXAI+gMOSG9+/SC4Cg5EOiCjkZ8ggKCAEgK6ys8gjJgssvOm9dKd33/e709PR7DY1Wh9vLSwzLU7lTKOHHy5C7i+VcAusalLtE5O71soIIRJFnPfb7t6swEr1+7bGo2RXNIWsOWXMomlPW3LLmljUP1lxYcyHNgTU71uxYc2LNjTUP0jxI88iaV9HsUOtBWq+qWVXNJmtupLFA46DGAo1BGoM1Bg685YAmAk2AmgdrbpKQxgDNLWoOSbPj/l6fZlM0D9QEpLkFjVM0r6zZocb6NDfWHFhzq5pT1txY85CkaB5Z82KNRZoXax6sOSXNDTUv1rxY41TNBTRW0RhVc6uay6c5VM2uaFZFsykD345BT5IHax6kubHmDH5NrDFIY5HGopBjfgXJgzQWauzgYbiQZsdar6J5FE1FUOacZYW5e3Z/m5ub2/7wkc3l7XW6WCp3CiUceUkld7fAhJbcWY5hnS6Py+11OGw853nUXKeqcu1jV1zqyTkpl6JTcqNTcmeuz41OyY5OyY5enxW9PmvWusyZ67LIfJKiU3KjU7Jnb8yZvTEnOiV/9obyWesrZqwtnb2hcs435TPW5c1IyZm5PousHp2SOyulJDql9Mv1xdPX589Zlz13XdbslOzolPzodSXR60rmrC2MScmfm5I3a33OzM3ZX27M+nJN3ow1+THri+am5M1amzPj68w5KXmzU7Knr02fuylvxrqMmeuyZq3NmbU2Z/a6/DkpBXPXFcxJKYheXzRnc2V0SumMtcUz1xbMSSn6asvVmV8XzEkpCi4zJ6Vg1vq8WevzojfkTd9Y8OU3BdM3FszYkBe9ISck5c3YkDdjQ8GMDXnko1nrBz6asTFnxoa853p9kgqe77Vg+vrCGRuKZm4snLEhb0ZK1oz16dEb0xd+c7rHo4oCunGj+scff0xLu1RfX2uzW3iBPlClUMKTl1PnPlzurBdixAPJ6XaxjKux7g7CyoMe8Inux78mXHw3oWBKYtHkxKLJiUUTdUUTdQUTdQVT9IVT9PlT9IVT9IWTgsmQHxmXHhWfOT4ub0pixdSEikmLC6bGlU1aVjxBVxiRlBeRnDkhOXuirmCirniiviLSUDE2uWJcctkkfcm7iSVTdCWTdGWTdFVTEquiluR9qCt9T1cSFZ8boc+NSs6boMudsCzro5UlUYsvRyy+9EFSUdTSzCm6nPFLLk9MyJqsy5msy5ucWDQ5sXhyYunk+JLJ8SWTEkoiE0qjDFci4ysmG65OiC+elFASEVs8eVnFpGXFk5cVTllW9m586dTEknd1xe/pSqYayiYkVY5fXhmZXD4huXRSUslkQ9EkQ/4kQ/5kQ9FkQ9FkQ8mkpIE02VAy2VAy0VD4gqn4BZK+ZIK+YoK+KiqpfFJSySRD/mR95hT9xb/rjpg4jRH85Vdv7v3hx8zM9KbGervNzHidLOulcqdQwo+X1FrGKzBejmEZlmdYnuje3Gu1uZwOj1sU+YbaOwJQOtzaPxJ/ejfh4oSEvPGJBeN0hWN1xe/oi982FL9tKByTVDjOkB+RlBeRlDc+OW9scsHY5KKxyQVj9NkTlheMTyoan1gwKTF7qi77PV1RxLKcMUn5f1mZ85dVmW+vyh2TXDrGUDYmufit5cX/e0XJ/1le9lZS2RhD2TuDaZy+JCK+Bn5zTwAAIABJREFUYKKhOMJQ9I4h7y/JOWNXZk9YmT5peXqkLn2CPnNiUtak5OzIpMyJq/LGG7Lf0WWNTyogxzDGUDROXzJOXzZWV/6OrnxsUulfdIVv6UrGJVdMWFURubz0fy3Ki0q6FmEojtQXR+oqI3WVkfri8frCCF3ROH3ZO4aKt5Iq3jGUjTGUjNcXRujzI/S5E3Qk5U/QFUYMpKLx+qLx+qLIV5kiDMXj9CVjDCXjDEURSQWRhpwJ+owJ+vPvxf9klzWPqOaVVX77/fc5ebltbS1Oh9XpsNGSO4USlrysppBPyZ1zs5yLh4JH4OxuF8tzDffqBNjX7tX+FvfT1IS0qMTCCYlF43UlQfe9lVQxJrl0bFJxRFJBpCEvIqlgfFLR2OVlY5eXRK3IH69Pn5CcPUF3+d3EMx8knp669Px7+pxx+qy3lme/tTLrrRUFYw1VY/RX3kkqeSu58O3lxW8vL347ufTt5PK3kyvfTi4fk1wcYSh6N7lsQkLB2BWF49aU/mV54f9NTJuQeGJS4smxseemrsifsjzj7bjjUSsujzNcnrSqeMKK0nGGojGGoneS899Jzh1nyB9nKBqjrxyjrxifVDQ+OSciufAvyzLH6LMnf10WlVwxLrE0Mqk4Mqk40lA13lA5Pql4fFLReEPp2KRycncZYygbpy8ZZygary+M0BVG6PMn6Aon6AonJBZF6IoidCXjdSXjdWXjdSURuqJXl8briyL0peN1JeN0hZGGgomG/ElJWRN1F99fdtAiaQzwl167ueeHHy5nZjQ03rPbexmGdmKiUMKT3y53huEYhuO9DOtlvAznZTiGdTGs08m43Dzr5lkPx9fX13tEf6Nd+2jZL+8nZL0bXzoloXRyQnlUYlWE7up43fWx+usRuqooXfnkxOIpiQVTEosmJpZG6iqjdKVR8Rc/Xp0Z+2P14r1VS78tSNhd8sXKS/+tuzx16cXJ8RmTEnMnJpZOWnYjatmNyPjySQlF78cXvB+fN1lXEKkvitCXRuhLo/R5U3Q5f12WMzE2bVxS7tsrC9/Rl/59bVXcjvJlW4u/2ln3t6Sid5eeXrD36r82F4xbenJSfN67iRUTl5VPiC8er8+ISEqL0qdNSsyNiq+MSqiYsOTS1IRz7+kuLNh75934y1N12R8kFYz76vLEhJyJCXlRCSUTEksi9UWRhoIIQ/EEQ8kEXWFUYmFUYtGExKIoXXGkvjRKR1L5k5RYSVKkrnJCYtkLppLnT1EJJVMSSqcklE6OL3k3oei9hIL3ddnv6zL+O+GXXkljBLWk8tquffvSs7OamhttDjvtoUqhhCsvQe5e4Sm5swzDOhnW6WKdHoFx87zTy9y/3yTK2gO39rHu5NT43MnxZVOWlUyOL5kUXzEhoXJ84rVxiTfGJ16Liq+csqxk6rLCqcuKpiwri4q/Mim+7IPErNRLpuperahFK7gfuGnU9mUY56/P+/viYx8vOfO3pZf+uizn/WWl78aXvpdQ8NdlWf8Te+F/Yi99EJc7OSF/UmLu5MSMqYkXPow///GStL/GZUatKPxLUt67q6s2XnRVNmpXGrScWm32+mvTVlyssmjfXG79+6qL7y3N/HBp0Ydxpe8l5E0xXJiSdOJ9/YkPEy6+F1/8/rKivydc/NvSI/9MOlHercXtufVf8RffX3rqI8PlD+LTpiZkTE3InJKQOTkxY5IuY5Iuc3Ji5nsJaR8sI/NzJ+qKonSlkbrySF1lRGJFRGLFhISKCQkVUQkVUQmD04mVUYmVE5/zNfQO8RxpYmL55PiyKfGVU+Irpywrm7qsaGp87gf67E/0p82s5uWV0qrru/fvT8vKvN/UYHPYaQ9VCiVceQmDdTAiy/ICww5Uy3Asy7lYzuHh3W7e6+I4Ly803HvAQa3Jqf014fgUff67y69GLs2dnFgUuTQ3MqE4Munq2wlXIvQ3xsWXT44veT+hZOqyoslxpZMSr72ruzo1Nue7DOZoPvPV2px/Ljn59U91t2za7ktt0fGHUg9Urfi2ZP2RuzE7Sv9r+Zk52wq/Odmw8+idNbuvfZl85d1FOfpD9xMPXl15onrd8bsJW2/+97K8SEPBW4bsv28pOXobncg3LtKfWrPv3vK9tZ8n/lLr0H4sfrTuTN3qw61z1139r9i06SnFX5++u+Lk1fWnbs5IufDXZee/XFe88oebO07XrPwhr8GjxW0r/yTx7NwNlzadbUg51px08P6nqy/P2JQzf3fZ31edm7e7XH/ozj8ST/5TdzrpwL2PkrPe1edG6YvG6kojll8da6iKWn490lA1Lr4sKrFyclJVlK58/LLiKF15pK78+V8jdeWR+tLnTBH68ghdVYTueoTuemTi1YmJlZMTiycl5v414XiPpDk5peJa9a6932flZDc2NtisvYyHyp1CCU9elty5Z8uddXGcl5ca7jWzUGtyah8mHI9KLvr/luRMMuR/sDz/vaTcqUmFY+ILxydfHZt0bWxiVVRC2VRd6ZRlJZPjyybEX4uMK//IULovkz1VxMxfefGvC458tuLywTLv5bvSPN3+u82oujlwssz69anbs3fl/HrNmXaXy75lz7zOJe9u/iK5JKdRLe9SD1UYT1xxX2nRYrdcH7c0K2Jl8Ucb8/eUWosa0L7TdbMMFz6OOTgv6ZdGu5bXIpypdqXX+I7keWYmpy3akvtjWcfx2905Da69aXWfLT++9VxzXr164YqttJlrYbRFKbnz12RfuGm/eMdx9ppwolJIPVP/S4X53G3PrPWnLt5lm4G2KOXM6u/LS9q1z1bnTIpPe//rinH6kncMFWP0lWP0leN1FRP0FRMSy95enDdmSd67y6sig8p+vhShL48g1n6O1/GG8jFJlWOSqsYYro41XI3UVUbpiifocj9MOG4GmpPDFddu7tr7XXZ2ZlNjg8Pay7lZjqFyp1DCkN8ud4YdkDvLDsidY10c62I4t4cbKvcPEo+P0eWOX1k2QZf+XtKlSUtPfJiUNkGX+46++C1D5VuJleN1FVG60qiEskm6qgmGm+Piy8d/dTH1wuOLVx0xq4//LeHQu8sO7So2FT/WFq840vxIK7+jRief/1B/fN2l1jN34JerT36W9PMvJT0nypR5q3OqO5XjxU3Tlp+evvJSZbPv+8vtkxKy3llWMMmQH72jfFv6vSvGwIVrbn1qzswl+xstWlEzWLD5zMo9RdWPtGWb0mauOLL+ZNm+vDvXO6XTpS2LU09UdGobD9/6NP7gyv2ZD1ht1a7bWw+3FjRycdtPzUg6eSTbcq7KcjinIfuObfnui9Xdco0xsPvolYOXms5UeD5JuvC+LuPtxZci9KVj9BXj9VUTkq+NTygfu7Rwor7i/RVXpxiqIhNKB9rbvFgqf87X8YbSt5cXvbWi6O3lxeQ5c6QhL8qQ+aH+FzPUnLxUcf36ru93Z2dnNt1vdPTYOTfPMbQTE4UShrwMufNMqNxZnmPdHOtiOK+HY90skftAtcwHicfH6DOnfnPl8y0lh696dd+Xfbjk5w8MlyINOWOSS99OroxIqojUl0YmFE/UV0Ql3YjUlf/XqqJvzj88W2mMWXvwHysOTk748XAte7qWm5d0qLZV23W46a8Lfv3n2pydJa5dud3/TP7l7/qftl58cPlWX8Lm3OoW955jBf+99OiMVRkljez+zMZJ8WlRuvLIpbl/W53z4YofEw9nFbWqFytsS1eebOnVfspt+0fi9yk/lN7r0ZZvv7z9xJWcZu/B4vul9xwn8+vWH8rKqHUu2ZI9/f9n772jozqzRF9mpnvufTPvzsy6a+bNfWvCXfPmTk932yAyGLsd2nYHd7Y7B9ttQKUA2GAcwYlgkABnwOQoIYmgLCERjCM52uSgHKrqnPOFvfcXTlXpvD+OJNMOPe42dIP7/Na3zipXlYo65bV+9dU+O0xY9r0JhW+3BBNmvTV7xfnSdzq/ft9Td9z30pwVh0tfa3922dbGQ/HVNQe37m2r39NaXHeyao87r+S9m8a9OmLsqusmVWTFKodMrBsUqxmYXT0sp2b0xIYReXVfvmfjNfduGTlxR99m/LKsrPyaaydWXjuxfOCE6qz86iF5lcPyNg/PK7kxd1ELBl1MNLy2Y05Bv9y7IrlHRFytXHK5uy7jTpy73a7bK3fXkwdDuXcHX4ktHjap7MvjVz1VfHRx5bFZi2unzi29/leFo2Mrhk0oHzSxZuikumETqgdnbxkSqxycW5cVqxo+vmRGafPK7c135My6OXdO/pLGTReCR9bt+/o98452BE+/+t63Jm6+Pr906oZzK/fIu6atun3yokWvJV+uiv/6kZIj53lR3b6v/vqFX8+o39MczFz11pic4pF5dd99ct+k5ae++/Sar04pWPZaS9U+de/kVfvOBc9uOPLNCS/dP69qd1Pw8PzKdbuaX956/PsPPr+2/sTqysMPzF+/9SROKmz4Rmxh7NmioyzIeeb1B+cfaDyVHvfMqjvzli4sayp9rTs2bXnJttPH48HG7afmrdy+vz045AS/nrNl5H0vXj9p3bD84kE5GwbllQ7J3zhqUvnw/E1DckqH5lcMm1QzeELtwPya3jTKT7wGTvgdVlZ+9ZDcmmE5dcNijcOyG0aOrx8Vqx4d23xL9tI2GcQ92bhzx5yCWZs2lxw+dCDauUdEXMVcGrl77sVdIbkT5048fCjucteTB/cf4hgc6QpujC0clrdu8Niljy3e8VjBun/7wpjCl0onzSr9as7iEblFA3M2DZlQNWxS1bDc8iGxzUNyqwfnVI3Jr3hmY9drF4KtJ/yNR6n4XX/q+mPffKj42xNW1L0XTFl0bEx2Uda4km9M3/rya07FmWDT6WDZbhMreOf2X7702uHug02w6bDd/G5QtU/dNWXNmAkbB44vv+n+bU+UJTc3BeuO8ZJj6amL3vnp/UVvnQ+mrz9++wMrpr7y5mtng9isinmbjlefD8pPpg62B9sOqdw5pS/VnN55IdiwW206zHa1BWNnvHnn5KqXaptqT6YrDwel7/Q8vmjP9/NfXVx5Yn9HULBm933T1r3TFdScCW5/YNndz+2cWZf84bw3HyhufbzCufPZXQ9taJ1a3PaNaY2Dxm4YOrF62OTtX8ypCuU+OK/6Ex5Dv3/C4+C8mmE5dcNjW0eMbxg5rnHUuIbR2TWjY+W3xpa1ySDhflDuTsKN5B4RcVVyCeTuuX1yT/bJPdkv96TDPVce3neIY3CkO7g5++XReUVZv1w4Y+GO51/e9LkBf/tv/zrspVWvj5tZ+ZWJGwfFtgyMVQydUDs8r2pIXuWQ/Nph+XUD7yv5zmON987cds9TVb94qvKeuTvHxEpuyC27OW/996dV3fbQ5pETNg2ftHV4Xs0dj1X+Ys7Wsc+9+e2Hq26NVd55f+UbpzKzVtbf93zFPfO2/uTBqpvuLRo+seo/szePnthw+9Stv5zdcG9h40+fff22B8pvvm/tvTPfvO3hyqHZq2+dsOlXT++6PafkWw9W/GjO9h/Pqhv79NapC97+Wt7K7z5c9oun6389Z+v4BZXjntt6S3bZbXmV336o9Bez6381+40fP7Hrq7mbrh+75s7Ht9w7d9vXJhZ/Nbby17Prf/pk+W33r//mw+U/K3z7lsnlX5ta9aNndn7noaqfPLHtrse2fjWvfOT4zUPH1wzKaRyUs31IztZhOXXDY3Wf8Pi7Zdfk1g3JrRmSWzM0Vj8su35EuHPP3fLVnCWtEMQ90fjatjmFMyO5R0Rc9VwyuXtx1006nuu6Lnd6C1Zd13Ucz/P4gQOHXOqV+9Bxq76St+7xF6ufnr3kf3z+f35uwF//4z+NXLr5+I8f33LDhLIh2WVDcquH5dRkxaqy8muGTqgdMr7i+ryKr4zb8JWxa2/J3TB67IbR48pHZ1cOG1t0/cSyoXlFWXmbBuc3DI7Vj8nfPGr8mpHj1t6SXz3k52W35VWX7cs8uGjnNx9fN/i+hV+5Z8NN4+sG5VUPfmDrwPFVI8aXXx8rvi62Lmtcyci86pH3lo0au2n4/dVZE8pHZm+5bnzFyHHlI7O3DM/deMP9W66/b93ou1d9JW/zqFjpdbGir+StG5O3bFT20uvzKoaP3Xj9xE1jJpSOzt009L6y6ydsHZVbNTy7aFRu8ejcjSOzS27IKRoTWzs6p3h4dtGwcRtGxspunFh53biS0b9ed1N26U3ZG68bu3HU+KoROQ1Zse1ZuWEGy9bhsa2f8Ph+GdQnOA7J2ZqVX5OVXzMotz4rp2FwrH54TvXo3I1fzVnchEEnlw2vbZtTOHPzpg1HD4Zyj8IyERFXJ5ei/QBzPNfx4o4XT7Ck4yU9h4kki7d1iGSSs6TH3XcOHW2D4GB3cEvOyyPyN1xz98JpqxqefmnlgAGf/9v//nd/MeB//o+/+XJpw5m7Hlh+U2z90Ps2Dc/ZNnD81qz8ymtjG4fFqkdkV4/MrhqZXTEyu2JEdtXI8dUjx1ePilWPzKkclls+JK8yK6d2cE7tsFjFiNiW0bm1o3Jqh9xXOWJ85dcerPva1KqRE8qGxkrH5NSOyqnPyqkdlFs7JGfrsJyaoTkVQ2Kbs/IqsnKrhmXXD81uuCa/9pr86sE5VUNj1QNz6gbl1g+NVQ+LVQzL2TI0p2JwrH5wrH5YTs2w3MqwBnVIXnlYiTo4ryYrr2JwfuXg3LohefVD8yuG5m8Zlls+LLd8eF5F39Oqs3KrsnKrh+TWDMmt7qtc7e1AEDZjGJRbPyi3dlBubfg+P8mxb9V/kuO1ebVfyq/94oT6L03Y8eX8HQPztg3JrRmVW3JL7JUzELSDqdu+dd78WZvLio4c2N/Z0pXsjuQeEXF1cknk7rrM8eIJ1p1g8VDuPMl6yCjPceLt8WT320fe67TBkWRwe94rw7PXjMpb9eCrVdNeWjrgzz//uQF//pcD/ttfDvibP/+rf9hxNP6DKatuzi0dkV07Kn/nl8eWjHqgemisemisfnBO7eCc2lCvYRn90PF1Q7JrsmJVWbnVWTm1YVeWIbk1195TMTzWOCKvcViselisevC48qzx5SPz64fH6obGarNy6gfn9maIZ+XUDsytuiavcmBu1ZDx27LG7/hi3tb/zK8ZlFM1KFbzpbzGa3K3D81uGJZdm5VbdW1e9bW526/N2Tkot2FQbsOgnO3X5jYMyqu4Nr9iUG7DtbmNA3Mrr82vGpTb0NdbpjL82gh71ITtugbm1F2TWxd+bQzMqRuYUzcoFh5rBubUDMqpGpjb20zt8h2vya35cu7WL+ds+3LOtoGxhiGxytHZa28e/2KLDToxU91QW1g4Y8vG4ncPH+puiye7WdTPPSLiquTTy91zmOu6jpfs27m7rst4ksWb2xIdrczpclninSPHOk2wt8XeOrZwxD3LRty96KmVjU88v2TAn33u7//mb/5ywID/+79/fsBfDhjw139VcaD1e1NXj7lvw+js6utyK4eO2zgkt2Zw7tasvLqsvLqsvK1ZeWE9Tm9hTlZ+zcD8moH5dYMm1A+eUDskr37wuPqRudtH5vbKfcj4isHjK0fm1w8dXzM01tvwdmhuQ1jYmZUbXmmsGZ69bVhsx7X5jV+eUBfuxK/NbxyYt214bsOI3NrheTVD8msH5W8flL9zcG7j4NzGwTnbsvIaey9s5jZm5TUOzqvJyq8ekrdtSN62Ifm1vX3E8muH5NeGbywrr7eM6OLcxDDxcUhu3eDeCtK6wbl1WXmX6zgkt254rG5krG54rHF4rHFUdt1147fcPG7118e90KqCLszUNjTOK5y9ZWPxsUP7O9u7kolI7hERVyeXRO6e47pu0vGSvXJ3hOcwH5USHne7uxMdbx08wIPgQAveMW727eOW3nj388+u3PrYnJcGDPj8XwwY8H/92YDP/dmAf//y/xp0U9b/O2TEaR386OHSr+eV3TR+3Q3j143MLh6RXfLhNTJWOjJWOiJnw7DcDSNyNgyPFQ+PFY+IFd+Qu/n68ZtH3Vc8auz6MTnF1+duuC5WNGpc0ahxRaPHl4yObRwd2zgqu2xkdsnI7JKROUUjc9aNihV9ZeymG8ZuGZZTNiy39LpY0ZjsDSNjZSNjZWPGl94wvmhM9rrrYkUjY5tGZm+5Lrvsuuyy68Zvui677LpY0XWxot57YkXXxYrGZG8eHds8OqdkdE7x6JyS0Tklfc/ZMCZWMiZWdl126cVrzPj+44bweF126ajY5TqOyd5w49gNN4/dcOPY0hvHlt44ruiWcSu/Pvblb98357wTdHG7bfvO5xYUbCwrPnhgX1tbR1h+HMk9IuLq41LI3X1f7p6b8JjjCtcRyc5EsquTu92MJ/YePsj8nmOt7JF56x6aVzH2kVdfWV8zf9Gqz/23v/niF675l3/8p78YMOCt3TVn24+e7Gw64+mdx2n8kxvy51blz6uZWFgzqaBmUkHNpMKqSYVVE/vW/fNrJs2rnjSvesL86knzqvPnVYUrr6B2QkHtpHm1k+ZV5xVW5BaU58+rzJ9XOXFBzaTn6sOVP782b37VhPnVExdU3z+vYvK8iofm1D84p2HC/NoJ86sfLKh6aG7VA3NrJhXUPFBQNbmgfHLB5skF5Q/MrXlgbt3kuTWT51ZNnlszeW7N5LmVk+dWTp5TN3lO3ZSCqikFVVPmNkwuaJhcWD25sGpyYfXkwurwOb2PFlRPKagO/3ZKQe2UgtoH5/Yfq8PjlILayYWX6ziloHry3KopBdW9762wakrhlocKNzxWuLLNtUmO27dvf27BvI1lJQcOHGht6wrLjyO5R0RcfXxKuXtOmBvjem7S8VzHZQlPhPOYmMvdeLfw4oIn39r7dhKIgqCVZ1pZ0JRItzr07IKX//l/f3H1ytLCWc/9r7//h3nzn6ysW7tu48pNdfW7Dp5vYsEFGXT4QZcK4hQkMEhgkKAgTr2jR3sHkFIQD8eB6qBbB106aMegHYO4CRI2aKegTQVdpndkazi1tVMFHXTRpFYM4hgkZdCNQQcFnRS4ImAicLB30mmnCjpV0E1BEoKkDBz84HJl4ECQhN4nxGXQjUE39r03GSRk36N96/17ZN+xb8UhiOPlPGLQjUEnBR2q92OJ68BRgVC+kNjQ0FBYMGfjxo2HDh9t74h3O1FYJiLi6uRSyL1vDFOf3EO/CyYT8a54dzvz4ocOHeBI3KSE6fFAt3YlOuLd1fVbl64obtj6zol3279zx11/NmDA6dOH3zux//TZE65UrUmZtGnPZoRKI/YQBAQ9hGnEtKCAqYCptFBpxIAoIMoQZaQKpApIB1L2EPRoHUjyUaeN7QFICZXmmAHIoMwIzAhMIViQBsEKTLkqcFTgqMCjgGRGiwxBj6Q0075rbcK3rrWI6fANIPlIPmIasQcxIAgQe5B8SelwMLdHGabSngqYCjj4EjSg7f8rgamLVqbvePFKXc5jipP1lPWM9Yz2jGZGC03KaABoqN9aMGduWdmmw0eOtXd0dSUdN+oKGRFxNXIJ5e66zHFFn9xZIpHgzGVewkl27T+wG0BwKVARgGhrvdAdb3O85BtvH6itf+vI4ab5hQv/5Z/++bGH7+/uuOAmOpLJpEmnPORcSSAkUEYYXyhfSCMlghFkpAZUYMBa6RuJGhBRIRiLvuLoo0qRloIhsAySkZKIENFIlQbjK+0rSoGwglkAIvKM9oyV5BP6BqwBq1ATkVDS0zJhpWMlImpAlAAgABmCQKlRGCUIJSgCIkIwgEYQCk1C+VKnJAISJyVICSIgAiAJJFHRBxdpJP0R91/SRaSJNCoSSgrFwwXEhWCSix0Njc8VzttYWnbw4MHW9raEE7X8jYi4OvmURUwflnvfYo7jeJ6TTHR7bnz/vncUCUBGyEnwZFdnW+uF3XvfOnz8+MlzzW/sPtjV7Vw3evjn/3yA09XW1dokXQECicimDJdCoVZMZ6SPSceS4kKBSXvIOQmNKeVZ9KRBUuQLqRT5mowWID2GCrRVRkpfkSD0pLBojFRGaa0QmZPWyFwvHQTdSiVIS2aUZ7XqYVJLZQWhMpoRtBNzUopjr5jTPSkBHqJ0kqAw0GQQpZRcay2kAm2EBk9LV9u4QGkUJyGUdKUnNdgeX2oAgxxB+VYqYiDRWKm0K8IbdDmXJkz3/gYii6SBEAgRkQAFkzsbdsyfW7CxtOzIkUNt7U1JJxqQHRFxdfKpK1STnpv0wsYyzkVm91zHSfTJPbl/3x5FAsHTwH1UPOG0tzWdOXeyLd7RyZz3zpw6/O6x1WuWr1m5BFy3q6VNMeVTinuMMSYEvPXG7jfqdkEnD4B6jA+QSkrjAtNpg54xng1SQYq0Il+btATinKe00Qq5kpTS3V0d1ihXATPEPZY2lgmPS/fM6fdmznhy/Pjxmyoq4yCTTL4y60XZIpJx1D1BFxOClK80SvCMdq12uEBUnsdJKwluIt61/NVir1tlTNpXlNJKCiYlams6k+3CCEz3OKiVnyJfCSVNxnrAOIn2eIdKaaEkGi0RPClIK6m0BEKjUZFUdJmOSJqgP8blE1pEhagQkUAJxnvlXlZy9MiB9rYLSaczkntExFXJp5f7+11lHBFmzoX3O2635znhEM79e/cpAgWeBq6Y0tJwj0lkHrguOgkRP3jswLbt9a/v2vn2rrdazrV6cW7ADzKBb1KSw8pXl699aRW2etjeRUlH8hTHTLcbD4IMJihggU0I6wovzhCM0pZLEQQZLl3mS9fwTI9FJRKadymmFHLmSiuTMrFq7ZLnni8oLtlQtnHzhQsXus61jrv1x917zlsRJLkSyhKR70kV58QVofV9HyX02IySwoDbeu7cPT8c33XGy0hjmWc813jMcmFRICasL5W2rgcARIAguesktMKUb9IpLYWrlVQESgoEYRA0KUtKkzJIisAgXJYjEvVG/y2SJdLYi0REzr3tjdsKC+b0yb3JSUbtR7kPAAAgAElEQVQ794iIq5NLMInpI+SedL14n9wd12X79x5QSKHcwUOrMpqU8TWTySSPqxQ2dzSdPX9m9+69Rw+/JzziLjoJZpT1HKalWrVw5fqX1tIFr3TR0jfrtz3y4Iw7vv2zI++96zhOx6n4vEfn163dPO5Hv1zw7HPJhFQ61dTU9OjUB2+99ZZFa5a0uh0AorR0Q+1br90zKXfPnj0p3yRl8nzXhQcfnrho8Ysu89rbO0XSTXXxHw669UT1/rE/zb1v3AMdnQnuiYYtNeN+ePd3bvnWY1MeP/7uCaP02dMX7vrunT/83rc2r99wzw/yoC3jNsd3VFb++s4ffeeWW4uWLefdnY31W/bte6O7O7Fzx5uLFy0jUCePn3rx+Re4x9ykEwboLaEGaZAsKQ1okCwaA9ogXb6lkIgAVe8iAkSJKJE4EufC2ba9vrBg9say4qNHDnS2tjjJuBvF3CMirkYuReOw3sIl15GeIzynb1iH2+V5TiLuuY7ct/cwkUZghFwppZSRUgIIRElKKENcCtdlXZ1JKTTzwNqUJmWNUkhuQhQtLVlRuDpxrPvx7Mk/ueOHlVverKnfN2POPKPTZw+2f2P49xY8WvBO3ZvlG+rKNzd2tCa3VjdsXLth/9t7X1j0yrunT/KEN/X+Bx+YPv3Nw4c72rotaDSakSjfUvaD7393dkHh6TMX0sokz7R+65qbZ2Q/8U7jkY0lDaXF5SBUe2vXnjf37ah6Y8YjsyvKaxnHhx56qmRD+baGxuI1JdcP/n7yfM/Rt4/OeGTati21+3e989TD06o3b66p2dS4rTbpiDt/dPeXrh3R3JY4cPjEjNmFDkOyaWMzQipCS2iNThudJjAotQKfpFV4GRcRoXbQxEk7pB1FnJAhMSQGijGZbNxRV1A4q2xj8ZEjh9pb25yEG8k9IuKq5FPK3fHcBEsmPNdx++Xuem6353W6bkef3HHf3qOEFkEgcWUICAEIEX1jjdIgpEKSEq3JSNCOyyQKQIbEQci07tmwdOOymSvwlHgqNrV8RanbkWltM7d9/duJLq/1SOK+b8Za914InMyrC1a+ULCkoymefU/2l/75P/7zX//97/7+H9YUrXfb4wUz5+zat98zlrjSggRIoWR3V9uJY4ezY7k/+/kvz504ITsTd934ncPbj9hk8Hrd7vvHTgRXnLjQPOnhx4Zfe/3/94//UVK88UJT20OPzDx9rkMCnTvbduc38lpP2u1VO5Y8/4J2JDliR0195eayXbvq5j03+8SZ8088U1j44pKD753bXLP99T2Hklw5glypTDrgqJEsKZ+UT2gRTJiXGUr/cq1euSdIO6S4IkEoCSWi7JN7zdx5s0o3Fh85cqStrcOJ2g9ERFylfHq5x1kyzt6XO3dc7nZ6XrvrdngskYgzx1F7976L5AMIIC6UFKRI+b7JWDRagJFoEIzSpJUrPZPRQjFQzPpkkHxuil5es37mSnuczR4/pXZFmY4HHc3qK9ffnGztovN6/G1jvYPNQcKWLdk4Z/r8c8fPrVq05M2ahu6m5gRLqpR22jrnPDPzZEtzp+QGyUe0KUU+eF6nVayjvXn+vDlFq5e2nD5x+023Nh1vpna1r/adqb+KtZ85u7Bk7fx1K44eOTXj4ae3lJSdPX3mqafmtLQnuWTnzrb84s7Jiaagpqx63ZLFgTaYdHZtravYXNzUfGzu/Cc3VZSvWFtctW3X0nUlCxYtO3TqjIPaBoFM+Y6ULgBHcgV3OCNlSBkAUspc/lRIIAKFWoFvZJpkhmQKwQAhE87WHXXPzpu1YVPx4aNH2lqj3jIREVctl3TnHsZkkjzcuTu9YRnHwb17jyJZAACSZI0gJaTyTUYJUlz2+CnkDCRHBVILMFIoRloCCIWkPShZtLZk/lo4kXg27+G61ZvSLDh3vOvWG7+abO1qOdCUfcev2butQReue3HNgmcWJJq7n3zo0eUvvNR25uyZprMdic4eYwqfnX3s/GnmK0WAnifAO3b80BuvbT1+ZF9nR8uri1+u2FjU1d50+623nTt5XnXCgbo3H7o7+8yRw8+tWvxy2dqDR997cNLU6qqKc+fO/OKXv27Ysas70bVz566BX7wx2Zba+9ru6VOnHD+4v+tC0zPTHystXgPQtWL1wrE54/YePrzv2PE77vzRzHnPeaCEsmeam9H3XcFdwRnIeDIRTyZIK2MMAGgd5rnDZVtERERaga8graCHREAyg2ARFRNe4/b6Z+fNLt1YEsk9IuLq5tP3lkm6TtJ1wsa/4T1eXwqN53mJhON5fN++A0QaAIh+o5RGIfWvkPc1hBIAQEgSsmLDpk2ry0SHmPXorDe3vuN0YqJL/vynv2IJr+Vk08O5U7yWbpOU5es2L39pmfaAdcaffuTxYVmD/+M/v7Cluryzs33ZiqXvnj4uNHDuScEyaR+Y01C55cc/+O4X/s9/zJw5O9Edj3d03vPzu5vPXEgLu6t6+8yHn+AJZ82GoiHXj/nat7/98PTpzxTOOXD82Nt794y54fprrvnShAkTHpk6rbvVQQY1Wypuv+mWf/uXf50/t0BwT0h3a0PNt77z7f0HDiUd77vfu2v+gheN8Wtr62fOnH3+fNOLz7+0fOmK1ua2J6c/1bh1m0LNmDDG55z3fg4XQb8X+DH0Pa6JdBirQTCIiog4542NW+cWzikrK+sNy4RDtiK5R0RcdXx6uf+Wnb7neYlEwvO8ffv2EVEo9/8SpZRSqv8/DYL0mOcIklZBD/AUdw1wC0Jxj6WNBuYpLi1oKy15FKhUijRLOgTIOfc489O2I9HpSk9bJSUnlCQ4uG6gyQJYm5KgFfkEhieZj8bpTGR0SgsyoBkTZP0E546iTsk9S+QrQIYolULmemk/FW/vVoKQQZAJCBQITCQSAOC6ru/7iYSjtdVkUFKQDuLt3Voqi0a6gjhqqQxoJ+EGmUBKTKd7PmznyyP3Dz6zT+6NBQUFfXJvC//PRnKPiLj6uALlHvq9/3bGGiXBJ8uT0lCgoCdlA9eR1qYAwLe6J5PyEkmfrE8pJbRIMoPU46cE48aY7kScNBpfowKJgghSvkkbrYVQnBsEIu24jAvQ2qZsusdmjFQpskYqnyxjAkkzQPR9V5HpSSecuJBuOu0TgeRCIRnQPlnwJDJIdCd9k0qlUgDQ09PDOTfGR1SaDAgUTFrtWzTEMaV8iwYEajIECiX5ftpxvI9U8O+h+EjuERF/0lyBcu/XEACgBF+RQVKCtDSSGY0ZowNresJ8G0TJmauQrDahK0FITUqTYoyFPwK4ZBKFAM4lIwLGXClYxhoNEoQkrdJBICQKiZ2d3Qp1v6wVaslBKSOBlLYMUBAao7QBIZjjJAjQapPWKfBkxqSJo29SIFAIEZ4LY0wpQ6SNsihJcvBNCjypBElX9NgMgZIcetKBJqO1tTZ1qeT+yYnkHhHxGeTKlzswTwvwyRqwvu6RTHFGILWfygiQXDIpeU9PWghBoJQyvu97nsOYqxQCCCk5Y8xaG16xTKVSSimF5BsrGEcJXIqw7Qxp1RME4fsMvy1QgmBcIfWHwgHAcRLGIoAgAk0KhAx336G7w705ETHGhBCpVAqAtLZpP2O1Hz5NoVaoURL3RE86UKjdpEegGBNa20juERERl4ArUO79KKU0qR7fEmMpbXyyzJWENpMOGJeO56Z7MtoqiUJbpTUBAJeCNEoUqYwfVmBqTWGQRGvteR5jzHEcwbjVhgCVUhLBFVxbo4x2med4ru/7UkonkQwyPb6xkgvf2PDLQCtMp30kLgTzfcNcjwCt9sOQi29SYYAFAIwxUkpjjNYWgNykF+7QmcslBwJllCVQ3BNhiwVNxvfTUv62+MllIpJ7RMRnkCtN7hd7LZQ7cuYrUhIMaAKVSmUQFaBCRRxBKKlSusvp9rib7kmhAjDIkEsNXDKttRBCk+IeAyGtNkFP4Jve3bGUyKVAlDZlpOTGKES01nqcaWsymYwQwnVdIQQBogRLymiSkivdW16rtdZaMyYQFZFmTBDpsA+X7/uu62qthQCljLUpRCU5SA5pP4OSCJTVfridB6Dwz43xPzI+fvFFiEtOJPeIiM8gV6bcAaBfcIoAOUtpo0lZazmXpIzS1pMCtJKKpAaV0q70SKMHTCip0ibsshuGYsIYS1gKKxgnwPDNIGltjRBMK2mNQpRCCGutlBIIhRDGGN/vtW0YxyeUgIyU8H0DIABAKYWotLah34m0UgYAwhCQEAKA+jovKk1GoeaeCC+iajLhnt0YH4B8P913IeE3/P6B9KFI7hEREf81l6Jx2MdK3/O8ZDL5CeX+YYWF96R8k0x0G01SMN83xhggNL4FbdBoqYgjaKsEcNLSA+ZKD6wWhMq3QggACC97alJhgEVyoZQSQgiQ1lqjCblrUCCIMFATmk4CASrSirTyeHhtFo1RXDjGYtjAPXyHodZDxWtthQCtNSKmUinG2OWT8qUikntExGeQK1/unptM+cZoymRSXV0dAAIVeZxJpaXSgpTHGWmlDBmLypBJp0Ar0AoVhT8CQq2HQXaUECbSaK2ttZx7SrKMVchdX0HaT7lJx2qDiJ7HtfGRtACZ7skAIWMuogRkmR7LuUcEYShfCJASEVUYltHaaq0dxwmDPJfVy5eESO4REZ9Brii5f+SdqVSKMZcxl7T001oiI42kFaASUqXSgTG+UkoIJrijNUmEpONJIGNTYbQkTEYUQoT7bSIKegI36UgujCZrkKSbNiS9JDCeNrbHZjyH+SYDQJxLAAqj8Ma3qKB/YB6iVEYDoZ/KKG1T6Z4wY7K/xj/8EXBx/W2vTH+j08tFJ/uhZ/5hiOQeEfEZ5MqR+8fBOTe+VYa6Ex0SWSpjWtqaldESyHWEIl9yMspmrJ82mjNXqd6EcSLtOJ7vp30/LQQgojFGKaW1DrNcMql0yjdJpwuJ+SklBQsyPV4iKRxuQFv0u1q7g57AKIuoAIBzbq3WmgCZMUpKDoRcCsalkOi4jHFp/bTSloiMMdSXVRnJPSIi4g/NlS93JA1aHX7vyA9/dtf/80//8Nd/91c5ebETp076tkerNAqT1j0WjXQ8H9FHFA4XDBVaztC3PYTW9bg2PhBKBK2JMbcnk1JSIGcIIh2kXHTWFK/+whf/42//9m+/+IUvNZ9tsdK+se3NWU/McjoccEVap0CgUZpzT2vyWEIp9H0jEVKZtCdBkPJ7AjQ2LIYiIqVUmAr5m51zPq5TI1Ek94iIiEvIlSP3j8zsBkJPwrbXdj78+GP12+vASDCivHLLxPsnnT513qrM8cOn0SXyyOvodtraMekseHbB84Uvnjh6UnJCMCdOnm1uaXNchoqAsKuro6uzPdHZAa5rAQh5q9O+eP2y+x+f2tzZyrg8d+b8uHvGiy72ev2uxyc9inHRg+mOCx3tF1ovnD7vJJJS8q7uNkTpukkmeFtHu1Tak3CuuSWUO+MSsffCbFgwFck9IiLiD80VJfcP+B0RgdBDXLhsyctLFrcn2zvdTjCCCe/nv/zFqZPnDu0/Nu7unJYzrZiQm9eWzHp82qG33v7VXb/4wv/+z5yxecePnX7n7X033XzbNdcOWr56jcPZ+aYLs2fPfP65+ffn5xw7uC/wjeDO+e7mWQvnHTx33NEiHQScS5mUGUjvqtn5zNQnvZZk87vnZj769JisESOuHbJs8avtbS3Lli8+cuRQW1vL49OnTXtiuitkUWnZiwsXtXfH/VTG+mkiklKGCZGR3CMiIv4IXPlyb+nqWF60tmhLaZJcFRjwQSi5evXqt157+9zx89+59bsXjp2DTl5VtOXZx5+Ebu/luS+sWrgy2e50NHc98tDjmzdV7ti5K5Y/4b1TJ0+ePvX49MdWr14JzNGSaeYyL7H7vf1TZj729nsHXYOeBBRGM984ZnfDnifuny5avKJX165+ebnXFidHTJk0cfeeN1euWlJRuam5+cItt9zyk5/+/Hxrx+aq2rLyKkGGCwIg36TCbPqQSO4RERF/aC6f3F3X7Zf73r17w6zE36kYBxGBZHu8Y3nxyhUlqztF3PVFHD2V0gVz5r6z/a3md8/95PYfuKc7bBdsWr7hmYeewm75/Iz5SxcsZm1u0/EL37rtW1+77Zvf/Oa3fvbzX54+e+bd4+8tXb7k7NnTpIQ1qIGTEu8c25P/6KQde94Aa0EaFqe9Ow/bRGZPw6FZDz7bdryzdFnJ63U7DUPF+YbitXUNFUfe3ffUk4+9e/jAksWvlpZtaXzj7bLahqNnWjywIH2f0mlKgye11kAY5rz3f7H1VmZdzqKk34mLq6UYY9u2bSssLCwpKTly5Eh7e3uo9UjuERFXH1es3Hs7BKBgwlm2dunMBbOPnH+vjcc9CyfOnL77l7868vb+zhPNP7v9B53HLnjnEgvnvDJ9yhNeOytZVlSxbnPH6bZkS+KhSQ+dOHrSal8IkAgtba2LXl3Y1HKBlJDggfRIy+ZEy0/G/mx18drWzi4F/tG9J7731R/KNvNO/YGHsqfFzzqb12wuL9qsBXS1tS5e9OKON+vPtZ54Yvojq5cvqaqorN+6/ck58xetK21KcGEC18GUyhhPpchqbT3OQq2HjQoorIz9A/aN+S+J5B4R8dnkypG76qNfOgAAILSBto7mxSsXz5g/a94rz8975fkXF76ydvUa5crkhY5502a/PHPB8ueXPDzhoYcnP+p2swNv7C98cu7mtWVtp1temvdS4ex5hXPnPffcC82tLWfOnV28ZFFLWzOAEIIpAmMRfLm5fsv0GU8+Pn1aYcFzTz4643u3/VC0q7e37pvz+Hzootfr35jzxOyXFzw/d9bM6dMePvjuXp2BeYWz7/red5svNG3f8fot3/z2SyvWeDq9bdc7e3YfFg40lNefPX7adVlxyYbu7m7OeXheYRSeLnOvmN+JSO4REZ9Nrhy5f6R0AMAahcAuNJ9dX7puyqNTpzw6ddtrOwFAcUwLnTjf+fys+a8+t2hnw2t1tdsEJ7fTW7VwxcY1pW3n2lrOta5Ytvrpp2fMnj3nQnNTPJl46503XeYgSgBhNCFKMJLStPfQvgXPPzd92tPTHn3qlfmLZUI3vdfeWL4D4miE3V7X+My0Jwpmzzp0cC+TSYHunt1vLiiYq5DOnrvwyvKVbx06kiS9/fW3X9/1TtuF9rryuhNH3rtwoXn12jWdnZ2h3PtLqMIt/BVCJPeIiM8mV47cP3xBlYgI0CAYBGsUl8xkLBiUCFJKS0p7IiU1MeBJZm2qvTuZzgRamhRZxTFj0mk/w7lMJl1jUwKkn05xKSQCEYVtCYiAtBTgGV8nk0kpEaWWTKVURnnW8BQ4CB76ZDUgd5IIwvg64cSNJg0omNTaMiJufG580L7k5JNFT/pkNRnGhBAibHUQnmP46+T3S/m/HERyj4j4bHKlyf0DfldIPqIWwiAYoxwvCQZJK621kmBJpcgGfg+EzQYymbjrgUCfrHSF5CAEGOOTMoAqrCbV1jDBw26RBGiUFoJZnxBlKmW11lJiKpURTBIYo1JpP6NQk5AGiQT3jQ1Lkwgw7adQkpQoSHGFSSEAlW9SFo2PRktltW+MT0Ra63Dnjoj9t//Lz+EDXDqff+zHHsk9IuKzw5Um9w/cqZA0oOJSA6ZSKY8zIARCKaVCklykjeUe45w7nFHKijDgAZhJpYlIKcWlUEYLkMroUO5AGI7vQAkoIeUbKZjgniIgAqWU4zjWWqWU53nGGM45gvCtJkAQUmurlBFMCiaN0ohoUz4nIQiNbxWS57gZkzaghSNBYN/FA+i/lPrbW/hGco+IiLgEXDly/0jpEKCSkLE+SnBdNxP0SAQuhU35UsqU9bnHdGhLowWhIAw7ohOREEIZTVoBIWmFisLbXPZ2ELPaKCQCVATWKJBcKVQKBXDSGE50CpsJ+76RgqEEoyxnqFWK0Brjc8611kx4ypAyBCCUUgSopfLJWvQVak2KLqq/DRUfyT0iIuLy8umHdXwcYRFTIpFwXbe/iOn3kJRCstYiokQwvhWETHBtDYUbbQJFQCgRJdCHF75fKKSVxN43EOpMoUYJGhAYT/sphRRm0fhpzYmBkVILVAKIYzg5CcPxp5bQEtow1AOEAAJAIHEk3vuukBSSlopA/VHqkj45kdwjIj6bXPly7x24oZUAGe7Nww04okSUhFL1KT6MqxABqv71fhUolwLV+/nmSilNRpOxpHylUQIBGqM49wRwobjUIpQ7KnGRsnvljmSRdF99afgFwwl75U7UK3ctI7lHRET8Mbjy5U7KcAHa+IAqvDRqreWc9+2+SSH1ZtQQWsIwtEIaL1Y8EFJfDmLY9UVKKYRACeHVVwL0TdiqV6ECZQhI9r9Cv7KJSKGmXm9rqQgVKQKDoEES9v8JEZEG1ICR3CMiIv4IXPlyV8pwLpUyiMraFACFY6/7i54U9urVAmiQ6oObd7i4f4uUEhF93w/7rRtjFGrBZCaVRgmMMWttOIEPEYEkEfWZHUIVEiBib4YMVwiEKEFJoQFDuUsNMpJ7JPeIiD8uV77cBZMKtdU+CFSoQSCBAiClDCkTWrs3xg2ooVe+v3kdstfOAAJRGqOs1YiSc09K6TheyqZ9k/IchpKMskZZrS1KCuPy73tQAaJEEACCEXgaPY2CkAA1oJGKAFGR0CQ0oSIdej6Se0RExB+eK1zuYeTagvbRWNDEQEtl0SjsC7sQhiGX0O8KCWVv0uEH5K4UAojefBjBhGDhkGsi0tp6DrPaV2g9RwiG3AMtTRjJ7/d77+8AEACCK+lpyQxJo5QyFo2RikBJpUO5S0WEkdwjIiL+SFz5ck8r/9Th907sP+oz0h6kwfhkURIAAYbzTMMgtybSCjUBhqtf9+G1VgQhuBfOPhWCpVJWGTjfdK6mrraouGRjWfnJ42eAa+HArm1v9NjACKulCRXfm2PT+23CkTjX3DXSsyQ0EWkD1ggTyp0ZzUwk90juERF/VK58uWsPNixds+7lldDq2IRIM2WEBa5D0SIYklZLhZJAapDaorH0fo6KQgpj8ZyEC4w0AgjPcwTwYyffXbT81QkP3H9fdiwv9/6XX1iSaHXbTrf/6Js/4u3c5ykjrJYWpcbw31JCaalIkBJCg2uko8EhFFJJTloaAhPmyIQ79zCZ51Lb+BITyT0i4rPJxxUxfZjfIvGPIyxicl1379691NdZ5bfI5cOEci95de26wlXmPD9Yt+vQjt0bVpYXFiw+ffaM1pRscqvX1hzasXvpglcqt9Qnu0VaaEp4q5eveOqZp1978w0nkQw47d/11lvvHnqldO3Rk8eVUsaYbidZWlW+YMnCI2dPOqiEsEUrNnWdSsZPJLJ/cJ9q4RmW3rdr/yvPvTprZkFNbYNEcfjY3nPnjwvuHTp0qLqhoUvwM53tpbW1nVwIZRX5BEZyMMoKIYxvUQET3kee7KcvSrrkr4OInPNt27ZdPKwjkntExNXKH13u9PE1mWGHAO1B0cLV659dqU54z9w3+em8R16au3r2rEWLXl1MKM/sPfuTm360bOYLLz1T8OK8xe+8eYi1Jt+oa1y6aPHTM56Zs2De6dOnMwk+85Fpjy54du66pUdPHuceE0K0dXUuWrOifGdDt5YqCFxXWx4EPDi169TYO+4JEv7pvScKn543d/YLT0yfNWt2wWuv71y7fkljY0Wyq3PKAw+OvuGmBNIbR45Mmj5d9vR4yoT7d+KoBFlSUkpOAu37iTqXScqX6nUiuUdEfKa43GGZTy73j3YPoPagaOHa4rmr4d3kjLFTXppe0H5GXjjP7vzhXRpk27H2H9/4w93l21UHW7u0dOHzK2QXm/bA1G/f8a17x40dc/ONdXV1sqlj9mNPrK7d0pIGoSntpwDg9Plz8xe/XPv6jrhiriIQaeP2BCJo2d987zd/IZrcPY27C2cs6O7gCKn1RaUbN5e9/ubWVasWnjh29NGHH8uZMPF0a0vt668X19R0SpmQiGQJTFqnLJqUNgBAGoWSQJfGwh8n5Uv1OpHcIyI+U/zh5f5hH4Vm+cCwjhCFpF2qXlex5IlXMudpRvbUresreGdPewvefMut7c0tzln37q/9Up7pDhxdvGzjs08/d+7YmcJnZs2dO3dN0fr1ZSUnTpyg9sSCGc8eaTvfkpIMJAgpGG9ubZn0yNRX161q87odyTnTMx+d230y4Z5x7/nOr1hTYntF4+ola0imQPrbtu/avHnj8eP7X3ppbm1lxZpVazdVVJZWVS4tLj56/ryrje0JAA1KbUCjJ0lIItJWcckuYSjmI6V8qV4nkntExGeKP4rcP87vH4YAwYHiV4tWPbs8caj92fzH69dWynhPWzOMGXNDsqu77Vh73p05nYfOpbthzaLiZ5+e33mufdaTTxcXF7uCMwIpZYC28KmZx9rOtygGWlltCJBL8fKSxRMffnD/0YOeFM3nO7/7tR+1vNt+4eD5sXfd2322/bXaHU9Pe6attdtx5dKly4s3rE0kmpcveWHmU0/u3b1v9559P7vnnhnz53Uwz0HlcEilMiAwrVNGKoPEPWatRvUbWfefUsQf+YldqteJ5B4R8ZniCpH7x5oL0KJZ/+raTYvL0h12evaUhtIamcw0nXNvvfX2eEfn6T2nxn3vPtXsiObE6oXr5s1+UTF1aN/+B6ZMHjJi+PAxo6uqqpzm9kULXnjn+JFkj3GZl9JGcgGEScFWrl/91a/fMnz40NEjbvj3f/pi+6nOrrPxn3/3pympm882rV655rZbvzFw0NBHH338/LlTwuvYWLJq9PBh+/bsb2ltv+HmW6bNmplEqN/+2rSnZpw8eXr92qKiVetazjbNfmbG22++lUzGk27icpidIrlHRET8dq4cuauL+I0HAL0ur/tUR+Cm2IVupyUu3LS1wcnTp7TCjMh0nmgzXSKAtOiS7Re6DWjusfbOjsPvHjty4r0oPgEAACAASURBVL3u7u4ATevpc8xXXUpIBF9pAhRCgFau9C40nz196sTRA8dOHz2nkhbi2HG2Ld7W4RvrOM7uPQdOnDybTLrMS/ja407bmRO9l2RPnDndEU8kGU94rKW1HVG1NLXG27qIQUdLa1tLq5TS9/3LLeVL9TqR3CMiPlP8seT+ySMznPMgHWhXWVenuNKCfBMkk4AKJHhpSqeYpW4WoK+YDnPejdKkFUdwQSilVJIFfjoBnKW0Ugq56ElnlFIJzwWDEjxLMkgHMgmGpzQ3KbJByjdGJZPJniDggpQyisCQl/EBuRv0BPF4HAiVtgyQlPE8nrJphTqsqtKARmmlVDg09SPP8VJJ+VK9TiT3iIjPFH+sIqbformLHwIAIEkEprcDAWlSpFJoUlIL1NwgWdApCRYg7NeIkgAACMP+wIjoC7RAHkpXAQAgF5ILRCStSCMCU5JpabS0BnwDVpMKWxRIFIAK0EiJUjAFjlXMkvTcpLVWgBQgbcrnXKbTPQRKk7FolCASkqC3cTwACCGEENiXLIS/e77/p7H2R97/kfdwzhsbGy+We5gCG8k9IuLq40qXO0mJDIgTkUIilIiIpEGbUO5hL3WDQvW25NWh2S+WuwUySKAVWK2UQgkgJABIBABByDVwLVUod4VWKaW0JC2BpJAIUhNpTUoRB0gaDUKwcOB1OFuKc6m1DbvQKNQoKewOH57OByJRoe5/y1l/OqX/1y8YyT0i4k+CK1DuFz8KJIG4UDxsqh6OWxKEUpHUQmre111GhOPywtbt/QOYwhxzg2Spd9he2CK417xaEUEodwKl0Cq0RJoISAltgJRAVAhGka+UQmISXKVl2IYsbHGAMuw1SSipV+6oAICIwu15OI71Ezo3kntERMSl4QqXO6JEJUjLcKhpr68VSQ2oBGreu5RABVKR7HtCfw/33m7ApMKJTv09Z7TWymitSZFQJN6fn0caUSJxCS4pobVV5CMYKRGQgWJAXBmSkiuFmpTkQpMJx/CFzcuI9MXnpbXuj8b0n+AnnyX7exPJPSLiT5orU+4XPUfS+3IPe7aHPbyIqM/vSoTzMVARkg4fDe3Z3xhSk0IJ4Y3eVw73+CD65R5ORkVUSByJgXQJuVGh3K0EkiikFpyYtsi5hygVkuTCaoMSettSKhOO3+svTO03e//pf0RG0GUgkntExJ80V7Lc+54pwylI4bVNkBogHKNBvX5XQiqSSmO4vQ9H310kdwp9KsGElkfsHWxNKID3RXV65U6kQ7lrJQg5SlJotUornZIaODGpBfnIJQMQKEFyYZQGIZUyRJr6RohIhA+cLwCE4Zrf6fR/byK5R0T8SXPly53eH66kECz0zdAwoBXqXueTRupVc9++vnc2U/+FTeRCCwhf6qLQDSBxRElokXwkS6RJCUXc19KgUIJIWkUp0L7QxEgII8BIiQJAIAglhUGSXIRyR9JoLGjFESQCqvejMRef/ofGiVx6IrlHRPxJc1XI3SAZJIWa0A/nYCvUfXLv27CTVmjD65nvy10qLVW4zbecUlIb7L0ui4ioAEiGcgdUvWYnCvfyGrhB0GQU+FJowYkBCkKJvddPQXIN0hJqQMkFkQZUUmk0GrQSvdd1+3frGsEgKqO0JkWAiP1ZNL1TAMOwUv8Fg4vbSX7gng88Gsk9IiLig1w+ubuu+wG5f6THf7uDENEoiwww6WS09ZJS6wCNlQgowaJhDijySSulUAmyoI2yEgEVKKWQkQ+pnnSgpVKdIpCZNCgLQEwYJFKcjAjlrq2RCCnrAwiTsS5zpGBpY4m0k+QWfeLKc4RvUopL7YkUaSNResxXOtGdTKd7gJAjkDUiDPobYsJTWiIIApTSJwo0pgxoI9GSAqklEBEI6VorAD1BSmqfrO9wpjOpJPNQgiaFitBoRgJMmKIDHjCG3BgV5ob2f2L9Nz5QPPUJvwOiYR0REZ8drnC5E6BweG159bif/vwHX7vj0Qcf27/viFQatAKBPllDaSmUAEkafTRaEAFKFKmMj4oCE5CnkAuv23nxqedFEwtsBj0vLSHIZKRwkJhWSIAeZ0opL5G02jCQOuVnTBo8yRmmU4Fiev2KokN7jrndzHIKyLoXOibcO+7O7/zg+9+/88EHHzp58rQQoLXmSBxBGa0MpVJWCqYEJduTC+Y+39EaD4ukLBqUhKh839dac+6FaZcCOBAmmaczKU+jNMpqowH9dCrJPJU2/z977/lvxXXefT9/wZPPnTjOnWI77U6eT2I79p1iy70mLlFkW7KtZjWr21a3hLolECqogIQECJCEQHQQRRQhehG913OAA6fvMjNrrauuNTN77+fFHDCykSPH7RjN97PfsNlntxffufa11vpdNRsRQQjKmWJgZxPhn+7/OflNioiq/uwXXcq9pORdxeCXe0vCS888/+DNdy6Z/uoj9w+bN3d+FBtATjkTx+jIOqwbqz6F2DV96hVZoVKrAmqKmau5ZiM71nb4hotusEctVU3KkDkbV3qcjZjRGfCSMQV0kmLakEZ3V79KJhFRDRppy8aS9OF9tw9d9tpqhixQmhqGQ73f/dzX5s2av+j15Zu27TQJZi4klcjnLW00ALlWq4F1ruaknnXt6z7/q/8p9WpD1RgHnKKmzFir9mYhdZbzvOUsp2wE+tVjQtBVr1hCZSHrgBBVIrCW0HuPiBHYhKCo6xkHlmqJCBGttcVp2FLuJSXvaga53BVJ6mbacxMmPvxMK9IHb7/r9YWLrKHO472f/vhnPvrBj7y+ZGl3b8+UGbP7arEztt7f8/rShRs2rek41nnx96748N//07hnxoCL+ru7vvvvF8TttkV5yiCmOn/29M9+9tMf/OCHr7riuqMHO6t95oZrb9m4YtPnP/aFC797WcehrtzmWtcnHxn94X/8tyE33X/NJTcufnWViVOTUANS2N5xzX98J6lDrAF97hJ+fcZrY0eMvvh7l//dhz8ybfrsH17/o4/+4z898cAId0y7t3dd863vTnxyxCf++UMXXfzdjdu316ztr1aGDh36kQ/9y0c/fNaS11bVumstSVYvnvmRf/qHz33pi1NnzzQInceO3zPkzg9+8INXXnvNvkMHY2cBQERA2CA0sqYiFft/mDmEUJybpbcZilLKvaTkXcTgl7uvRrPHvPCJv/7IR//8/5vy7FjT128TfPD+4e17Dx/cvf+pJx/fd2Dv0hVrRo+biEx7dm+bPmPS1h0bp8+Ys3DhG53tXc8+NerAgW1RpfeSsy9LjhBWwaNVW4v6Ozs6Og63H7/91vtWL9vU15187UvfuOaCa7v396xasn78yBeyWr5yzqoHhjy6bvm27esPnn/OFbOmLXW2SdpsQt7aX/v8n/zj+/7sb/7mo/8y9sVXTBUnPTrujstv2LR5x+Q5cz/7mS8umLNw/9a9Z3/6a3jQdq47+p//8qWVc+e37dk07vnH7h9++7Hq8VFjX3hy1EvtbfW2PV2XnHdxf9uhWtvuy8/7+s6tm/YdOlh3xhJOfvGlR4Y91NbWdqy7q24ssZrYEomkmUESCh4HEi4L6Xvvi4ZMKfeSknc7g1/uLUeznps4afiz1d3Hhlz3w/nTZ2zdvO2fPvjPf/z/vvdv3vdXH/mnD23YuH7Z2g233HXvkY6jT418bMILzxw+cuA/z/7me97zF3/yh3/653/8J/PmTU3qfRd97XvUlbayloujhodDe3defPEl733v+9/7h385b/Ybrbz19S9+a+uKHS1sbVuz+/vfuaZ3T++6eeunjJvZ1BZHrXtue3T+3DUOW05y12tau6s3fP789rbOKGv2xFDvNUsmzHn+wad7++qb9uybMnl6x8GOpCf6+ln/gXvr1Y1dPzz3anusV5LunTuWzZ4/fvWmN0aOe2npqj1R3FLbmv3i1I2L5ieH94157MHPfeqsvQcP1GxiEDZvePPqy64YPuyh3v4+69CHLE8bYNGBEAdMKJNcSBER3opzrpR7Scm7msEv94bDaaOff+WJ5217375NW2a98srO7buG3HFPf1dFQYhAc3+8Unt1yetzXp07f8GcLVvW1uq9Ix5/cvWaNxU8O3BYqVV7rjj36r6DianYVPj44YMTxjwza9aczq7+226+Z8nCNXFVzz37ol1rd3MP7d6w94rvXGmOxosnL548fmZDWq6W3nfXiFkzl2nWMpL7RFsdeOm/frW/LzHNVg29rdHkR8ZNffIF4nTbgUMLFyw53nY87ql++4vn4J64srHrsq9egP1Vb3vXrpr90qSntu7eOHriy/OWbCRuiWnNfH7KhoXzWxpxvbNe6b7jztvvfeAn9TgKyJTYV+fMu+L7V61ctS6qWwWvnIrm1kkmDU4YHRU1+8kRhqedZVjKvaTk3cUglzsjBesmPTvusTsf2LFiw5RxE2dNm37gwKErr7x6xpSZu7bu3LFjRzWOEpUlq1fddMvNk6e8aE2ts+vIPffd+9yY8bu27t6xZWti+o8fO/yNL5zLfaGpTSbo7jg8dvSosePGr1238frrbp4147X+XvvN/7rg8PZ2rcqO9TsvOuci6rIr5iy77/ahq1dsWrNi63nfunTS5Hl1yK02Ukxld/f3P/+ttWs2rtqybcf+w1HVzn9+5nMPPmmdrN+2Y+orMzuPHK929//HJ74U76v1bek855P/vnH5ss1rlz73zLDHHruvr9o1ZsJLT4yasGnjweVLN151wff7Dh3iemf7no0b1q6YO2/ObUPuqNZr/Z3dezZv27xxy5Ahd72xfHUSw6G9bS4C62TvvrYUs1p37djR47XawLynYgdkKfeSkpLfwbCOdyidk5g4eW3u3Au/8c0vfPys66+6bsuWbZF1xtnzv3PBlz77xbPPPmfX7r1WYPvenU8++fjcObNMUnMQJza+5bZbv/DpL371S19ZvvL1Wq0y/K7h0fEk18wmpqFh5tRp/3n2ORdfdvnwh0cMf/jxzq7+u+68/9D2/U3MDu0+9NjQx6TP1jv6Rz/13Gc+/cWrr/rBvfcNXbJ8bcIZpw0y6I/H15176SfO+sz//cSnrrn+xjfXb17+6usLp89zIAePHl285PWoVrdRfOO1N9aOxPX22l3X/2jkg/d/9QufuOXGa48ePQyE1f7KU0+M/MJn//0zn/7yls27weLRAzsuveDsz3z64xdefMH6TRur9drMKVPP/drZH/+3s558cuThI8ejur3njnv37zqwa/eBW24dcrytc+PqjY89MqKjo6PRaBRuLYT7zr/eUu4lJWcmg1/uRTCviyriEmc5zVoJUS2JwbpG1lTK1OeYoqG4Wu1XFhWyLgIyaR5cBATKSs4Z020arqFISZJ4DIzegpM0sPjYgSWuVOsZB01cYDH1iKtxi4Oyr0cJkcSJtT6NSOLEphxanFHVBE3JBweCyGIEE/AhqyWxBg9g47iehZRN0Fi4Wm8FtfWKVxbxzqGpVjNmFydMwaInH7yCiXqFHTKkzYZxFqKkQWpi6xyqz62hos8e0pYDpZjVKljM8zyOYwDI8/zUtOFS7iUl714GudxJmLMMFJlM8CSaWQ4Rk1NEdIwimEaxo4CWE6+c+8BIzhlHsU/ZJkig4jVr5E1qNDAP6lU15SxoTsJVU0dP5NUKUWBFUARV9l4axN5YRJe3GsZZEuZmwwqpalBfrVZV1RlrrQ0hAwBAdlgMTUUSZCULJs9TEUIHKQeMXSOkuQ9MEFgaGlISsiYEBXXOO0OWVYhIgy9CLlOSDDj1gYiIFYACeTLoQHxoeOdTTBklhOCcE5EQgrX2nfdkSrmXlJyxDH65151JyIo6BzFIMORdqlaACTyxYOpDgwJyikwAiVEWZvQp1+Na0JzRc/BREkvETWoQYBzXGb1QcEy+mUqmffV+30xrpu6Vs1SMi8RjIJcyGBdpLkCOBCOwhpHQJUlEqZc8FWJ2ENRr8KgCRaYNIzOmeUhs3UIcmUrIPKASBi+ZqSUewBOmos7YRp4aW/MZODHghXwQr6xSS2Jkyli9AS+KiKLB+5QtBU1FQ2KcxxBQbWKK7Y9Fzx0RC9eXci8peVcz+OWOQTX3zVbqbALIBomzAMKMlOnAOf7+qMIppUFTYUInQiQsGpRTAnVi01aWYTOY1IuGoFyc/fFas4mkAYSdMqeiQuBMgjF6CAyNIEDOslPlENQShixNfbDWYh6qYFKfZRzAIgBZEfLqnEMH1iYilNh6yCTNBBkoTS17BM01S51krIjOgtFAgDG5KHiKrEmIil8JmqUhSwOyJo4ARcSC0+CVB8Z/I1PKQSw0spyZEfHkhhlVLRdUS0re7Qx+uYOiBSOAZF0IgYRRxSFkkooFAVQdCGIURgHjlYkgMYgUlDIiqUPNUJJhi6JMxIeUERJhJ2lIwMWJJWHHQl69KDNSYEOJIrCz4tmyQ0QvikwAgMaGEBKliEHZB1QFUQ0GKQFMfdZqNJMoTlPfaGTG1kWhXq9KnhpmYlX2HpUdpHkAdRKAxbFLApNDCI280WoaZ2NnLTgPlJKAdT4NljDNM2csAVrCxJpmmgVkAixaMcU8PwD4pb7nUu4lJWcmg1zuzIhsmaDJaYNCKuggRibVYOsuJWmmCpjEiFbEe2EyAkYYNW0lLhVuICI3LKhV08ygxRSADFGEEFtCzfJWs2WMs6TGgpcAALGznA6EdmnwrELAKQd0VEzB9j6tO2eJGb2CD5Qyeh8aSGJiG1iUpcgEZsaTA/lU1XsfmyTNM2QigsTURAHJpKkndAJIgMYYVNFGZgnZQdOnymLBUWDjkuDFK1NgDeLiyBM2sjyEQETGGOdccUj15FSQUu4lJe9SBr/cmVEY1bE35Mn5QKoKQA2fp6LW1EUB1ZMPANYrBk9EZNED54RBRDAY4ESp5aHF6JlRPagHEkbyJsE0zZF8SHOwqBqKNHZGCuoB2QEJaa5ZVIubeStoGsdGfUqsQkrACl5IEVTEewlC6owV4qxQtkgWUjQJoWNmVjEIIMyMwZMIITqHICKpsCIws3gthoArEtmBv0IG8UzoEGyxBhC8CDiwjplDCKd23stUyJKSdzs/L/coiooRDb8Wub/dsI63s8zP31moCh0F9eAMsVVlIgBnmCCknCRR3mxYh9Za7z2iE69WpO5cljXAOmZ0aJE8oU+deCAgtIREIlRM/OCBMR3Fi55uFIa8fRP755/hdI855UP99PnxZx7z0/zeYlgg/aLX/cXv6p1Tyr2k5Axk8Mu90WhEUVTsAEmSyHtxEIsCYNJoZEkS5Xkax3EIodFoxbFxzgEhpZ5Sb4xpNZpxPcrzHFVYJUefgYKoFRJS/9/Z891AKfeSkjOQQSX300qnOFfvvSA6VQawIahzRpX7+vparRYROQNC6gxkIc8kzdOGtcDiCdhLaOatSqVWyD2wBJZinZaZlX/5Q1VnHKXcS0rOQAaP3N9GOuCcIbY9vcertV4iiKJaCAOpto1GA4AQOfUZOhJSMggVG3fXW74lTj0GdOQMtFotQEY+MYhOkGSgm/8bsOXvGaXcS0rOQH4P5A7RhjdXfuvcs//6b943dNj9lUqfM1bZR7VYSJXTejVyke3u6Gr4HCOcPv6VhZPncq9tcYtibmQtZyhoiiRIAgP9biQCYsul3Eu5l5SckQxauZ9syHR1H352zOOvTJvQ29exY+eWjo4jBLzpza0bN2xZuXxNx5FOm+Di+Usu/PYFK5YuT3qiyqHe6GCl1Z+2bdxv+mH3jv2b1my2dUccUD14jyrMzAREQPROB0mfwZRyLyk5AxnscmdroX/oQ3fcctt1u3Zvrkf93ouJ7R0/vuu/vv6tL33+K7f86LaoP374wUfe/6cfuO7Ka9cuXf3c0OdWvvx6dhhuPv9Hjw17+tLvXfvtr52/atFqQJ+Id6qswidCAsrKnUu5l5SckQxyuSMZ43oOHNry8KP3XHLpd6e88mJ3dyc66u+tTX9l7gvjp3z1S1+vdNfWrlh34/U39XX2Ug0njXhp1hPT8v3wo3Ouufu2YR0dtf622i1X31a3UkU2KEhSbFsUkf9JSuUZRyn3kpIzkHcu9+ht+AV+L+SeJMlJufNbT82cVjFvQZxPY+T+3v72GTNfvvqay+fMmdXT0zdh/EuXXHTl9dfc9JlPfqHaF69fu/FHP7jpWHtHasMLI1587bkFsj2+86IfL3h1dWIblYO1/zjra50VaxotlozRC6fEmoXcGVuc1y/eWzGjznv/W1Dqbxp6G97uYVzKvaTkTOJ3Jfd3aii2fZWjBw5tqUWdiemfNn3ytGmvrFq15pabb6/2xfv3tH3ly/9pE9z05tYH7h9W6au6Gjz/6IRZT85sHpQhF/94xfJtfTWp7K9+7ayvd/QnUdpgygNlSF40q1eTVtbyokXSVgghhFC4/teq2d8NpdxLSt7V/ObaMr+i3E8uqMZJ37Ll8x8cductt/7g/p/cvWrVin37Dlx+2VU/uP7GEY89ddmlVy6Yv/hw+7GRI58eOvShHZt3PTN87PzxC9I2uun8m15buK4WhXp7/F+fPqez5rYfOjL1pZlRV33lqvWLl7wR1czsabO2bdlaqVSKGdNF40hVz4B2TSn3kpJ3NYNE7j9zzykuAmNrRzsOzJk7/fnxz65dtzJJIkScMWPWmDHjli5d9vrSFdu276xW6+s3bHzhhZcOt3Xs3XTgwMb2rDddOWd1W1svYsvXwqwX51StHDrWu/jVJUlPtGXzznXrN9m6W79q3fat26y1IQREPLkq8M6Dt37fKeVeUnJm8juR+2n98jbSAVVWj0XeQJp65wyQA8Li5oA4pD5klpjFO8uZNDj2qc1aviXcMBHnkKWYoWTqc59Ig0LwDdXgIttKm4xUZBsQUZZlAGCtPQMq93dIKfeSkjOT377c384vb2efEEIc1xGdcwbRpakPmXdokSF2loOvmyQBjKwDURA1MXjJrGOVzEUAMQopWCQSRtEENXHKHh2IJVePGYmZ4zgu8nKL4j2E8Jtx6aCjlHtJyZnJ4JH72/WFlQUdMHOapgCWGTUQkEEPmvsETdZqGEbJU200IoAQAqvEnsBLQ0PLZ8V8D7IuddSSYKpVRQpMbFwra9jEFEupJyNzf6k89N93SrmXlJyZ/M7lflIuRcl8qtyLfeg2Mc28kSSWWUUEyDlMgIwTayjR3PdUuymwZedYHAszWzAu93VyaKKG5yiJ02YjE0zB5uI9MRMEpoCsDlMfmBHswJgLAHi7tzrwrgaCJJWEibUI5j2ZLllE9cIpgb2DPHWylHtJyZnJb3pYx6+SLcPMIsSMIahKhqBIQoIoxnJiyKInUAec+OAcRCJCwIoU1Dv2EYDPCFwkFBi9QqKQEHritEgNUxB1nAozWUUgdCZOUh/QUeozZj3lxlzEjREFVI9KHJyq0QCiKfkG+NSJkCbgYkFohAhsYPFAnk61/MljsXgi/ODn7/kf2vkX/Pp5J3/OpdxLSs4kBr/cHcTOGQBiCt6nGoQVnFjLzrITj+wdUsRkspB6VHUYyDvQBNiJkQCBsgCpx9hzQpyiNFCFlTxqQM3UC5hW5l1cS4MG9V4CWHyr3JWZi0uCBynkboM3IUX1ATV3mqPHBEDYeI4UrVAqGpB/gdxP/ecpd/5ylHIvKSk5DYNe7iKMwpj64oQRxSYBcuIZPcQQSQAJYFykyiFkYFEcpxxYUvIhwThkIk4DaiDnyREralrIPZBPyXtiZxNhmwYidDZxSeSy0DzlXShTYNYBBSMxErGiCnjPKp44dZSxmjjR4Mlr3cUUWIUU4a1tmZ+1+elK+F+OUu4lJSWnYZDLXVkEEE0iYLyyqnqfsnjjLAWMoY5iSJxDUJ8iMlhUEI/BhwaH1CCwEhlMSQKiJ0Qmx+KYSNgTe1RGCl4QYiZjkihPG0JBqNgtgwPvggJTYEYWR3TiCKtKkUGmSMUNrBNiEbFgVFkYEexbP9Dpzf5Wv/9WKeVeUnJmMvjlnoqmwkEcQgwATIEls8Sg1mmMYhxappQpJ9CgqccgTllSg0Q+IJMipUQBWZGQwQn8VO7EzlhEl+XCYtPUG+OYAjhhAiYQYiEtdC+F3AVJTpTbxWOKoR8OAosACmBgOWUpFX9BVf4/qLV/vZRyLyk5Mxn8ckdjA5OSARcREZJ3FDjkhhJKrXi01go3XBJSzskwRpRJgzjUjfV5C0lSYXWuaH+TIGixNHtC7s4gOiTD4kTIWkskAMRITFA0YRiLUdrMjMUzIANR8UwD1wCMDcamocEDNTQTxwQsIqfW5qdV+e/Q7FzKvaTkTGWQy11EGMl7OXa8ff7CuU+OfGrYIyPmzFtUja1lR+JEyBlIqUlRaGBz+7pt29/cESgTzQ0KhxQIM/Xq0AMoQqFmpwiKQswEPuUjHW0vvDTx0RGPPTXqyXUb1lar/SInlIfESIrgCYulUaKB2r/4TaBIjCSOD27bs3X1mxkHBUkxVfBgmVmRCRmK21vkfuKCceqOyd++5Uu5l5ScmQx+uYvn9iMHp0yddN/Q+++4+64h99z7zJjn12/ajCrGWXQAMTa4FeIsi/OXRr/8wuiJccUw5ShZAi6xJpM04yAuETBA6JisgBMgQEK3fdfm518cd8eQu+68656fPHj/vfff9fqy14gtkRB6RmECRevJeVQhRURkcspOWYgVRByLpdkTpj736NNJ1ZiEIKZAGSYsFJDJyenlziinyv13UsKXci8pOTP5zck9PnGI6aTcT2uut+s4F3cig2XzyuxX7hv24L72dsMYgT3Sdbzt6JHYQXdX/5Bb77ztR7c9PXxkdKTaSloTRkycMHICJuxMOmbsxOtv/MGPbvxh55FutQpx9Y2l8xcsXPT02LF72/eCutSH/r6ehx554Okxo9qOHifNkeGNlUuuvu6SA2171q55s78vCpoj2DfXLT+wd5upJY899PgPrvvh68uWxypVhKWvv7F8yYrxo8cf2Lp3zpgphv4cFAAAIABJREFUzz8yutoXT50x75ab7/zhdbe8OOblpGpfW7zoeP9xQzZy8aH2tnXr1gEQWERHxZ5LsJinGQFmISXA306sDZ0Oa+0bb7zx6KOPzpw5c9euXd3d3aXcS0p+Xxn8cq8m/aPGjpw279V+4+rkYnF1qFuBWuKG3HHv+OcmvPjsxBH3PTRz7BTXZmY/N2viUxNcDcaNefnhR54Y/9Lzo5558s5b7036zdFDe4YMueGpkaMXLVvR3tkOasG6Sl//Y08MX7luRdpoRUZ8qt19R+++/+bV65bNmD7njWVrk8jt37dnxtSJe3dtnjtjzoQxL0wYM3HU06P3dBw5Uum7/yfDHh322LKFb1QOdU97fPzLj48ziazfuvuFSTPHPTfp+xdde/xw16Ili0eNHaW57+rvnjl71uq1a9ARWFT2jazpDHgJjIIOnLFBfSn3kpKSXwODX+6HOw9Of3Xa7EWv9cYGm2kSMJK4P+nv7q9dc/UPq11VjeDojr3jHnk62lebMHzihKfG1XvqIx4dvXLVekdxrd734D3D92zd29G299lnRyx9fUVPNU44Qe+8aMeRow898sDWXVtQMuAUyHX2HB7/4sgt29cuWrRk2NBH43oy6aUJ06e/cPDgzqu+f/XnPvmFb5197oc+/H8XrlnTEUX3Dx2+ce0m7wJ0xUuen/3yiPGVit128PBNt9177jcv/sf/89Fd2/f112v3Pnz/waNtm7ZvHjNubKVWZRRGr+BdBA3fTDkETb0EL1rspCzlXlJS8qsy+OVusTZi1MPPjBsTAfTbOFHgljjvtu7cdestQxR8Btp98PDcidMOrto/69mZU8ZM6jjY8cTjo3fvOQicZLm+OG7yisUr+zoPP/ro/cc7eyk0tKmWkySKkyi+7fabN257s5YYgxIy39lz+ILvnXOwfXdXV9eUydNfX7J09qxpK1YsOnRwz9AHhr04YfIbi5dv2777aL1+pFZ7auToo4c6AgTqd/NGTx77kyePHOt76vkXJkyatnjxys9+6j/a245FkEybP+PVRfMXL1+6eOmS2CTFxkqPga0ESk3NoiMh9aLO/JbShku5l5Sc4QxyuROBeli95o3bh/x46bLXfZ5FkOw6sGfLrm3He7q/e/6FPV29la6+NYuX33Pjna7DTX1m6kujX+g71nfnkPsWvrYU2R48tPfCb1/cfaS7r/PoE48/fLyz13KIIKmZaqvV6urqmTT5pRtvu2HXnp0kmDX8yGcev/3OW0gtYDJv3twHHrh/5szp3d2dlUrfVVddM//VBUlkALmidKTS9+wzz/V0dCXVuInZ3NGTJo0Ys3df2z0PP7p2w5ajHd3nn3/Zpm07Y3Gb9279t099/JxvfzM2iXE2rlsvGRlphhYZboZWyiGQF2JGKuVeUlLya2CQy50JXFzzbLdt3fitc//rPe/947/4yw9cee01hzuPoae1G9d9+MMf/os/e983vvrNjj0dvhZeenrSS89O9CD797Wdf8FF7/vAn73/A3+2atlKsVTpPv7s6JHth4/WLcboyKsxLg1NB7R8zYpPffbj//vP3/OH7/mD2XNnVesV45J61LNp85prr/v+xInjq5VYJevp6TnvvG998IMffO+f/enCVSv6XDxqxFO9RzpTn8X99QXjX5nw8MhqLblz6LD3vf+vv33eBZdccdXdw4Z2J33Ho65Zi+ZMmzOjlsQO6JXJ04cPe7S/q3r7zUPmzZp/5ODRC799wb6de02c2MSUci8pKfk1MNjljtRSz3EtZcMQI7o4sQlwJYpjivujvnpcM8ZBJME1G9h0vUYjivpqWdaoRfVqvWJtwg7UIRsDzmjw4D01Us4ypkDoRXPjrKNqJepAMchkHbMK+7gSHY3i3jiuqzRVmvV6NbH1ar3SH1dNpk6RqnGLg3NOiLmrktWsA6ohVCq1ODaJyvGo4nLa33nwgRFD244d5uDTrIFOkshhwtWuWs55K21lktb7aqkPZc+9pKTk18Pgl7tYmyuBqXkFIkoMOhDNcidWcwYyRBSkRUmac8MnkjppaGYTwypEpKpe2RMqkhAbBPBCaRpZp5IxBXCqGjQkBntZwSGIZoDsqMqhLmq898INhBTRSQBQB57q5DT4BkhqkJkRXUu81g2SRACqIU3TCKy28p6kb/vBnU9PGN0XVVAFSayF1DfEaVObapWtiGNGCZoSlW2ZkpKSXwe/utzfbrhHcYipXq//t5OYfjHIVBwHLYZjsKQsqYgnAmJLbJmgiH8JlAbyATVgERXAQgNRvSTIPDBGwykTKxVBvhSUUyEVRqLiqBE5JhAmcaSWxTHjKam/DtSCOhBlSgOkAVUYhZ0npwiA6igQp8wK5AwlCZoIkhiNFQJhx+SYWDyjKIhHLc5GncwWJiI8+XmLHJtT02wGKB4pRL/qlaCUe0nJmckglzsJOyYr5FhAAnEgDgPTM4rsF7IsThgLlQupRz0lQl2ZeSBMhpVYoRiTdEpQ+0AoGBWuLMQKTuBUpZ7y2wJJLahjCky5h9xjEEZhy2KRAck7yohy4sDiiA0JWkJL6JThxMcBYS6yJKEIIdCTwcJI8k7ljr6Ue0lJyekZ5HIvfPoWnaEvLDzwX+JIHDMiU1HJvnUyBvOJyr2QezEGb+DZBuSuP9UrMwkPRAUIkuCpsQEnfgc4UPx5uRPHJI44oDQKuYuCqFNlEi7iCpgZmQyjFWIkD1Q0i05W7nTS5WXlXlJS8qsw+OXuB4zOpyi4mHtXWM+RuAELk+CA7H4mYvfnX1fp5G1Akcp8Mr1rQO4n8iMHnrXI+SruJw5MqWB6Qu4DRTqLR02JUyQRIfVYXHgSpUQHYsiskFM+KXdPfKqsT70IvcXvpdxLSkreOYNc7sIYyGXoAg74XdmLeBEZSGYXC+p+2ngRPsXIA4o/NZxLBkz600nWA01wHphz7QmZgAjQk1MsKu5CoR5V2RMryMmq/61TsFVYBRSRCQgHVkeRkCn2lCh5oIADr1u0ZQq/v8WzJ686P+P3n5uwetqF6F+WUu4lJWcmg1/uGboMbSDnCQs1iwirOHmL3Iv6moSdovMD93Bx0p/YExfB6wrCONBbdyeWapHp5MsNDEiSgdz2k4blgeVZBQlOB+R7umsGOrFABsgNmBeJVZJUjOeA3AARYmRCxKJ490DF+zkhaz3V7ycTg0u5l5SU/BIMfrl7NCkYj1YRGAc0hEwnKvSBtkyx7IlMTtGEk7pHYcxAM9BisIYHUfBEPzW7IilCkdJuBYwfSHtnZj0h3+J1HYtTLW4/K3cu0hwRGYBcoWNmFmJEBOETctcG+AxUHBelfeoodSeWcAcG+P283E9Vfyn3kpKSd8Dgl7uSUYoVLRMgIhA6BIdwomHuirmmTKBIROAUjUc40dAQxtymuQuFxFPrvfNENDBsj8QTewAmQAYr4BSdIisxkjoMFtWhACKiJS7a5Sc2U4aBaRuMwk4UiC0QAiGSiIgKCaO11hImgRMlBWlYbRrxhiyxJUwdZZaQycpPa/NS7iUlJb8qg3lYBxERAWDcbGliaiSY5llinHWY5plxiQilmUT1/lYeyMatNGWCGI1LVX3qHCKDTUzD5FqVjJUdhFgzl4qIIYsqDsg5x0g2MY0sd8YyUlBvEzOwsdJ7VTXGFG8psXHWSiNIAJUoByOMImyZ6+LjxFTTrGEsqzQbecvZRD2yUmSNDWKFgqap4VZNsjobUmrkwbLUElU1CLVaJU09Mxct+zTPHIJ4ZRUSJiLnHDN77wGAiEQI0f265M7lsI6SkjOJQS53ZAC1lbhv47Y3L/n+pR/8yEc/9slPrVi52hjHzM4maWBPzkXVlEHihKzh4K2ISaiRtoyz6KgFrevOv77eWz3a1v7wnY9kphFCMGSzRq4+ZfF5npt6lLHm6FNHAZUtNbJmrR6DKKoAITN74uBl7cY1X/zql//5Yx//2Mc/NX7cCyZOgkeAGmA9byggp1nLGkbQZt6wNskaqRXCoJE1jNLE0EqyRS/OmrNgURXJO59ZMbFN86zRaCBiYk2z1YpNEiWxeC32RMYmUdU0TdM0RTw50AMBbCn3kpKS0/B7IPec3ti44pa7b3916aL9be2bt++6+pof7Nt3gABdHAmYTNBFVY82VwpMlhg4dXXFOIQ0FwrYxed9/ttk2NSSSnsdephIOBUHlCQ2TmylUmvlLY5cVmdftbnxqfXLl60aOmx4V6USAQChqlZ6ehe+Ou/GW29bunL51l1btu7YOGrkiHFjn/HKXtl7nyQRK1mIQ1BrrXJqEqybBAOTV1ZxBlrcaB4zLz829tmxE+usld5IYw6UoiP1aZTEJFyPaz5Vn6oFl+YZMmnwRTsfgKyFLMsAABFDCKXcS0pKTsMgl7sTOF7vnrNs/ozX5nVHdSfBOq5W4iRyHnXs6GeWLFzwxc9+atUbS+fPmfmPf/+37/mj//WVr569Yf22Vmi17+466+Of+dP3vm/8wy+d/6XvmZrbunnHAzcNxR6t9FVvvPmGP/qjP775xtt6j/f1H+//weXXvTZzwVkf+tgnP/LxwzvbKh19d9521//6g/d88hOfXb16ba1WIyKbmGuuuW71hs299bpvEvnqth2rr732klUrVk57ZWZXZz8AAScvvjxm3frlR460f/xfP/fe9/zVjDlzI0iOdXeNGzduwvMvnv/1846u3DHxwVETJ7xcdXT7Hfe8/0//8v/8+d9efuHlUexGjRnTfqQNyEVJffnKN+a8OrdaryXWIJP3abG3nVm9T4nolBK+lHtJSclbGexyZ9rbcWjkxOdmLprfVa9lrVatboM0Us5s3dx20403XH8duLjR9EjJsc4jnd1djz361KTxM+pH6brv3bp40Qob+13LD/3bX3/maHv3vj0Hb770x5UD0aKFS6dMfeXQgcMzX5qxeMo87TaXfuvii7/9vXoNdu868PCwJ0zFbnxjw4+vujHpqHDFZKzI1N7dMeTBB3YeOAKa1l133qof7tg8YeJTb67fOHvGa5NenO0sL1g0e/GyWQcObR3+8IP7dx9vO9A/5J77d+7fffhYxzXXXPPE8Cd8BVr9OvEnT08Y/aKB0J9QZ2e1a8+x6y+8av+Bw+u2bX1g+IMOk917d0yZOulg24GQpRq8+rTQunAq4o1x3qfep9bCf/89lnIvKXkXMvjlfrze+9CoJyZMfSVmNZat4b7OCsXkQUY+/sTRI+2AicVo/5F9dw27531/81f/+08+8OzjE3v2mbGPTW472OWhhYcb3/jkhSbiTRu333r5nf376/ff++BfvP99f/dXf//hv/7g5KfGd209fOV5l29auVmpcWDvka996b8kCZuWbbz1+zeYY9UQIRsk4f0dbT95/JH2nr5+azgzMXRUo7ZnRg/fsW37quUbHh/xzPFjPY89MWzugil9laNf+MLn3v8nf/+hf/jk3/3Dh/Yc2negvW38+Il9R3paSSpt9ekjJk4dOw1d/tqajV/82jfO+tt/fu//8wd9fUlXFI96buS+g7veWLF0ytRJPlUSrEdJSHPVAECEPvgGkSCyiFct2zIlJSWn4/dB7v33PvrQXUMfPNrVi+D7e+LvnnPhnq17KaYH7r2vu+u4eOypd788d8rdj9yHeRj11PPTJyxo39Dz6J2j9+xs99CiI61zPnaBSWTjm9vuvu6B6v5k1oy5U6dPI8MSsY98qKdXnvv9tfPXtGyrc+exb33+m9SH65euf+CuB4+0HyOSRqMVx3FfpfdHt9wwdfb0PlsJTY1Mz7Yd6y699NuV/q6Oo23z5786adKLM2fP2Lt/T0fH8Ttuv7tt7zHCrKuvHzLp6OkaPfq53vaulsla/X7S8HEzRk87uLfzpqGPLli1gY6aq752UV9f0m3MsjXLRjz50EuTJ6zbsNqCAXIOiMUTeuHUa16vmTQ0kxgQNISslHtJSclpGORyRyb0tGHrxrt+ct+jTzy5YP7i6a/M/soXv7Zlw7aUs5Ejnmo/cBDAVkxl/NQX7nro3hkLXh1yx/3PPfFCtQ0fvG3E+HFT5s99fc3cLR9531k9nbUD+w//8Hs3RUftq3MW3HfffXNnzFkwa0H73sM97b2XnXfZnrU7Qw8efnP/pedcnHQlne1dT48aM2fugiPHO42FrJGbOFm2bOl9Q+8ZM+HZuQtfnfPq7LHPj5k5a6p1VWMrry2ac8utN8ybN6/zeG+tah4e/vhzo8fNmjVnyRvLjvf1HOroGDv2+crR3lYc6Fgy5amXZo2bdnD34Zt/8tBzk6Ytm7744q+ct2L1hprIrgN7vnL2v//oxuvFowWza8/uzs7OSqX25pubqtW6iWHt2vX1mrEWsrR1ImanlHtJSclb+U3LvfDC5s2biwXAX1Y9wpiq9T7Zvmfrj++67aKLLjr3m+ddfsXVew+2J4YWzl/ce6xbQRzChq0br7rmyttuu2XkqGcmTHz56JGefXsP/+iGWy684NInHnr68WGjGP3+vQdeHPtSiilYN3361Msvu+TiCy96debcnmO9Y0aOadvTBhXbf7z/4Z887CKI6/aVKTPuvue+FStXI4kPmXVIwrv3bL/+B1d/57sXXHLFVZu376pZKxlr6nbu2jT6mae2vrlFnGa+1dPT99BDQ8/7zjcv+N7Few4c7OmPZs+aH1WqrdDQ2C+d+/ryxUtNnIyZ8PJ3LrjsJ3ffP3H8hBemTIlVOvp7Zs2fs2r96thEJDxnzpzXlyztOt751BNP7ty+o6+z99677+k63o0OiOR/GrRZyr2k5Exn0MvdKdbq1aPaQGkwuFhZHIvmLZ+1TIJNyhsUxCt5jepVJjAICYElRvXqU9GAoDbBel+tlTbjeoQOVIjQASbOmZQDGQSLYDH1GTpyDhHZ+1TE16PEp4HFAyGq+FRVIInrwTeqESYYIM0jSJyYZkuTuIoJeEydIeccsQFOUIVDztxIsxYAxPUo4xYmDM4ET0mMorlDMGR7ahXI0u0H9g5//LG+WpW8EpExxhmbiioSJCb3oZlmfT29rWZLVVXLyr2kpOR0DHq5Yytjpdhp7Lyt1/qcsWmzFSPWDXjNuY7qGAhjZ5vNpqrGkIAnx5SAQxJARuQ8b3oJQdNm3nDGei/M6JxxzgVKm6HlJWP0YFk5LZYrASCEgEys5BCQwbKLTU3YMQE4Qcksh9BqOUVQW4/68kzZUqA0C01EVA+RqRgES2qd5I1WHMchhCANz3mzkTmbmATzRss4S4GdcgTQduzo4uXLNEsNgrW22WzmaWYTk4qyAwFshDQLKQFWKpVyn3tJScnpGfxyd3EtS9lyAuqyLHhlVEkARYOyF0sNzdI8s4QAkCSJbwRDFoQ5eAdErGmaA5CQgkVlYWZEl6a+OLsvFMiIUMhCs1C8iBfx3nsiMi5hJQ3CCuhBA6WBCV0hdydpTxxFkEhGoi4N7FExIQIlYOsi8RhZExpN9Y04AVXOsiyqWsE0ievBC4KCE+MSydQgRAARWG1kBsHSwBIFWMdILk4y9QJIgEIc1IuI976Ue0lJyWkY7HInToXBxZYNKCI6IiDB2FmHIMQpiSIhE6qoTzX4xMYkKJ5JEJksOOdc4cEilYWZ6/U6CbOSqqa+4RJOtYlWCRQsNxotgIEgl5B5VgIyDhOHCWDCZAkQgAyKb7ScqmQauTqxdTZp+DzljECVvXPGp0xea4lxIHFiizxhsNxqtoSRyRY7Go1LgBwJSxqKrAJL6PMMEb33zthGlgcWTwzWZSGN6xEAqGrxcUq5l5SU/CyDXO6F302caJb6RkB0zMhKIfMANgupB8rUs0oCjkMKhKyiQRxaC8anQbxaawFARAZKe+99GoCQlSw4odDMW2AEnQTNs5BbCyFkquqcQwbjEg0SMmEFwITQpT6IeEBNgA0SBSZxPpAICWmgFJ0IqfeSJBEQktc0a7B4a5NGI0NHzgChAxcjYgiZeEa2FowFZwljdEVcQREWhg6EOLAIoLKAda1WyxijqmVbpqSk5PQMfrkzCpE4oARcCKrKiakhmSxXr2yjujCK1wQc+YAqDsE5w4wi5NACOQ1evBpnQ5aGLHUIFpwFp8EDoZDG9YTRM0qz2bIWihmteZ5ba0XEOccqDq1D670IY1G5iwYWLxqKV3HOqA7MAgSL6ChPM+99bBJWsUXbHmwIaowLIfNesnxgyVSEfKDiulXU7ECITCEE51wWUmUJ6sE6LxrUF99kWbmXlJS8LYNf7sppFpqiYSDfHB0zigKhQUiCF0LnEFAlRrQD2+iRGYngxPQMLCr6oktTJOhq8BacqjKSsnhRm5g8z4vN+KqKiM65Iqmx+JMioFFEhDTPmwCEJCcn4XkviIgO0FEW8tRnNnEDLX4mYhWvzOyKvTjMImRMTATeCxEAWBECsKxiEBxCmmfGGO+9EBdaJ0Avig5CCMUPkbLnXlJScnp+Xu5vN3zj1yX3kyr5Gb+8rXdATQw2cY1GCwjFcwhKBHmm1tTToN4LEfk0OBbHYq1tNZrF7CRm9F4cWp+qZSeZFiV8sVhKREWgozX1LAtFgq4IOWfS1HvvrbVFhAuzivgoNurTYoukMQN9/CLtPcsyICThgVYJkrLPJPWoofi5wUxEhZGdc8WVIM/TOK57L0zglcEZETo5nePk8L+Cn53X+muilHtJyZnJIJc7IylIK2ulHExsiyXHar2Wpt4kUauZO2cQHQGaOAlpTqxeAjtgpEKCAJaVgJzmPoYEmfI8B4AspOigGKLUbPg4qfpAxNYHMiZGdEWbvkh0MQkiaLPVso6ZgrPcarUArLUJEWRZFsdxkc1rbaLKjJRU45ZvuZrr760UL8fMzmGr1fJejImLiwczIhkCdMYKozAOnMtlorcGPpZyLykp+SUY/HLH2GWg3pA4Fg0JOPFatFOyMCCUTL0nds6FkHlUBSFgdKQaRISEgdA4C4Qi0mg0kij2A0uUTtgBxixOFBzE6tF7CUELuRvjRHyWNZLEmgQJPXGKxcYdm2Sp98rowPvUASFTYmMRykLqUVPMKOZWo8VIntgZq5IZ45BBg7B4JNEgQAYA8jxXIaaf7aGfKt/fBKXcS0rOTAa/3Buk1aOdO9Zsat99YMObmzp6enzIkiTxEqIo8iEzxrSyRstnaCxYl3KWYqrghRSAvE8BuWiyN1pNYww6CCyU2KZP2TgmAEyKVg+ALX4KAFgiOnbs2Pbt27du3bp//37nXJJYQi+aE6c2MQgJu0TAZeoJ2PtUNBQ5jnEc55pJEhrY3Lh6Y0AtjpimvkHoWYkEo9iJZiTICsysGpIoDl5+/psp5V5SUvJLM8jlrkhUq08ePebf//WTn/zIv/zbx84aM3FiV3cvi2cK1gL5jEiqx7t3v7klY/bE7Xvbj7d1ekyVU3DCrKLBOnQIJGytzdMsIKeOUoM5irIvgtGLrfB8YhfKrl07br/9ti9/+Yuf//xnv3fJBdOmT05MLUkSpCCaE2Dw5MlBUs81swkKp7V6DFrIGgP5zDaTLvvtr58X91TFgiJFVSucATkLRtOWAY2SugZSDUSCDvCtY/NKuZeUlPwPGfRyh8yYGc+NnTxyNFfjrdt23PGT+9dv2rp+w+Y5sxfMfXXh5u27EuNmT5p28TfOm/HSpD3bdgy9Z9gdN961cM6Sns4KGJk/b9HsOa8eOXqMVer1+sH9Bw7s2bv29eVUjQ9s2XFg6+4Nq9+cMX1u5/E+BCX01oJzuHv37jvu+PHsOdN7eo8Dxlu3rR867J5165fvP7C7p7fGkoF1Jqnt3bEFk3rbvkNzZs1btXJdT2+/ZHqs80hX1/FVy1a27zxaO5p89dP/QVVT7+qdP+vVOdPmL170xqFDB/qrfUeO9USGLBgg8+abmwDIizqb/AL5lnIvKSl5pwx+ubecm/v8hKmjnqPe2uYt2+4b/si2nfuGPfz4FVdcf8nlV99yx12dXT1jn3jmwx/427tuunnBjNlXXnjV5z7+5REPjTq0v+ONpauu/P61l152xYSJLzrnDh8+/PBDwx8Z9tCEZ55r27HnqaEPD/nRrXf/+P6rr7zxhQnTensiBO81DyFbuXLlj398a7XW22iKhsRC77NjHpv8ypiZsyYvfO31SsUK8bLXF01+4fmOtgMvjJt48YWX3nrLkOUrVlWT2tTpkx977JGH/v/2vjQ6ivNMN39nzpkf92TmJDfH41zn2BlnMpnJuXfOjCe+Hgc7dnBsFkNYDDIY0ILAxsGGgAFZC0gIJNC+IAksMAYEZpUAsQjtG1pbanVLaqmlVqv37qr61qrqFnB/vKjc1uKQySLNTT2nj0516auvvqqSnu+t53uXhAMVZTedA963X10q2H0jpoGdH3783prIjRtijx0raGiqL/38/MCQnYfktu77x0+Ujjs8giCBp82kq8+fAzq569Dx/yfmPbnTR5idzsjdunJtUVrmRx99dOXGDbdftFjtR47kJR449J+v/nLc7m6patyz9SPX0KgqsYIjhcWZJ9yjgXGre8O6qD2ffJqefnTJ0mWdnZ2j1pEDCYnlF6/KfozGfYf2JG6P3tbbYRkZ9n30mzi7zS8EGEYcY3rjxo2MjCMTD2RMfIi4Kfdcu3HuyrXTff1dv9n+8aBlxONx/Xbnb/qMXdV3Klcs//XBlLQPt318NCNrdGzkwsXzhw6mDvdbsYv5RgIrF67wWJ2KSHvauw/tPxIT/X5cXNzYuP146Rd3qxucXk9BSWFj033KVIRIUHlM7sDvf1zHGJ3cdej4C8L8Kdah1XoO53qV8UeiXJZ3YtOS1Qd27zt/+sz4+PiozZ6Vnb97b8LO3XEvvfSa14Maq1r2bNvtHnLKPpZzKLsos5gFlAGjZfWKiI8/2hUfn5iSkmqz2ftNAyUFxePD4xNIJU4xKzGtNPszl1X0OPg7KyLvNxk5mVB4SBRRdXX1vk/3CpJPDhJEfVyVsguPXrj0xbh3NDMv424/yDtOAAAgAElEQVTtnfbO1k/27fQJrnPnv1i05K2EpMTEpAMXvrzkcLguXrhUfbtG8iBVDPps/l8vXCaO+80dfQfiDiQnHFy1cu3evXEBQaqrb/7y4tX2jq6CwqLRkXFJpDILYomEeJCKhEmUU1nGHEJeFa7CBmNffSiT6Xwq1sEYkySps7PT4XBgjKOior4113/eOnT85WL+kPsUuoFthciyC32Re+L40TzZL5GASCU0MDAQE7vZMjLWbxl94423A356v6E7aU+ya9itCPL50rKLZy7ZBscCbiFq0+aOdgPnCiQVGB9z5GcVjA+PK36u+vnRTw+dzCkNjDOfS3lr4Spjt5VIquBHkoQ7O9v37PvkWsVlb8AZfMCb2hr2Je65efe6xIQh2+CnB/bkFeXUNdeIVLhTc/s3O7fb3eOUyZgwhYcuXrhy71YN9pEQmvDZvItefdNtdd64fONgUqptZPx82aX4hAMSYmN2V/qRrGXLV12/cRsjjhEXA1iVJ4iAH008CjJV9AqPgg+ZRJGIZab89yJ3hJBO7jp0zCXmP7lPIPVc8ekTOcdUiXCMZE6Hhy2r17yzeNnyA6lpa9a+d/lSRb955Gha9q6PPmmqbenrNH209ePUxNTBPsvVyxUffPDhypWr10asGxwcGuy3nCwpdYzY5QDjPpJ7MOtE9gm/k45YvGtWRvb1DFOiMqrKsjo+PlZbX7M3bvfyFUvfXb8mITn+UvnFcY9dpMK4azTlUNKGTetsdiuWUf+wOf1oWsS6tStXvZNfcMwyYL125fq9W9UBtxAkIdEtvfHKG1yirQ0tb/zyV7GxW7d/tGP7RzuqausCCJddvPRJ3Kf1zS2MKwjT3/52t21kzNxjOhC/32133btVdfqzz3EAiQFJJ3cdOnT8fpiH5B4OTpkqsbEB61CvKUipz+skVOQKq6q+e+HypdrGprb27vYOA5dDnR091ytu2W1Op83VUN14v7HN7fRRym/dvnv23Plbt+86nW5RRAPmQeSXHvAHj9iD/o6+oR4LCaiiT6263eh2CJQoGFNItIspMvX3Xi2/dObc5w2t9S6/W2IIcewXPEaToaauiivEL3ioSqyjw1euXS2/XtHU1BLwI9vIuNfh40hGfiz5UM3te1Qkbqfn+vWbNytvN7beb+vqtthsPoQqbt++UnFdJBRh6vMLdfWNY2PjHpe3s7WDSXRk0Grs6pV8osJViplO7jp06Pg9MH/IfeZfESpjLmNOJaTITOZYVjAiAiISC3LMGeYy5jJiHFMSejAhIolTmRFOEMWYUsqDoQeYEgEjyPklyyqWCBUJE8kDqj6kEwqeUPmjB8FHRJIZVQlhoiiqqioigXKCKVKCsqxywqhECeZMDSmiGFBVWVY5pogw7BcCsqowxgRBUNUQpZxTWWYKErHC1YfqA4IwQRghJGHEVEWiRKB4aGz0xNnT9xrq/FhCjCJGMWehBxOCX0R+KcjUIFMZ4SC4E0Snk/vkRyd3HTp0TMO8IvdZvGhkQpgqK4QghAOUiX7BowSZL+Clioy5LGCCOaMq86MAVZmiKAiRUOgBoRxhijDFnPGgKquKIImyrE5MPGSEM4lO8CCXKBY5FjkSGBKpLKuQIR1jzBXGZOoXfJQTyP+OuYwJE0URqjghJDKZikiArDKUUlmWOVcCAVEMSA9CDxWuIhFzypAoIYQURWEyx5wFkERU2SsJvQNmt+APPnooUUJk7hMFRDCncpCpTKJMogpXZaZgiUwEH/y+5E5nwZ+a3Ds6OoDcIyMjvzXXf946dPzlYv6TO+cKJkyWZUIQ42jigcJlLCG/qspKUJUQEQmVQ8EAEfmEInGMKWGMBQIBqNTBg6rb76OKLIeCAkaIYM45xYQRGuQypzLFTOYhRlXI/ogQkmWZMUIYDU6EmMxFJEHqdspUQjkhRGZ8cmwcMj4ihLSvDx8+hOlBkqRgMCj4A6qsQJJej8+LGKWKLGCEOaNQ11sSA0iaePQIEcwVmREuBiRNimGEIxEzwmeidZ3cdejQMQvmP7kTyimTIXM6YwThAJexonAsIUgdw7giEowVGiAiURkieGJiAopdiAQDhyJGA0giMldDQRFJwO8y44xQzhWMqSyrkCmMMaYoHCGRcuYXAmooSDmTECGUczmEMIfXCBgbVGuCA4HZBUGglCKEVFWllBJCFC5zyiBZPGOPk8JjzmRVETASkYQ5U0NBt9fzOMcv4TJTGOGM8KAS8nn8jx4+Iojq5K5Dh47fA3+6IKZAIABBTIIgaEFMnPMnJJ2v6J4rhHJFCXLOMRIJlhjFQUXliDGiyCzImEwYhdVOLBOonoEIBssdinoQmUO+dUwJGO8w2Wjn4pxDiQ+o8kEnszPSx+uWqvZ5ImLlBD6MEZnTyVIfmFEMJaKYTBkjlBNKMWF48oxE5lQLYvrq843cPdsYnhDh/QiCAOReVlYG5O71egVBgKdZXV199+7d+/fv9/b2WiwWh8Ph9/sZY6FQaGJiQlEUQogkSe3t7bqfuw4dc4/5T+4SIlxWRRFhjB9MBIOqLBPKJKoQlSOZIE6xzJjMFZkrjCsMbHaovkQYDYhCcCIkYUQYhWJMoNuwr5O7xuxhVZwY+2OQO2dEJphRTAmiBLFJHtdmkXBmn07uswWp/tnIPTD5EgaWe2tra09Pz+DgoNPpFARBluVQKBQKheBNRSd3HTrmC+Y/uTOobiQHQ2oQSYIkBh4GQxwxlQYVospYZUThVAbTm1LMZCqrHOqjQsUlVQ0xJlPKOVdoWLU/TBGTqUa1jH1DFcBw18Op5D69jMbXyJ2yx+kEMAGt/zFlTyNxqPb3zfdkRlL+Q/Aklns4ube0tBgMhqGhobGxMb/fzzlXJwHpB0CW0cldh445xp+f3H9f3gEtG0sISYLMqSIzThmsNypEDbIJlQYZ4QThr+ximWJKJIwYY8Fg0O8XOFcoZhq5P5ZlGOYKo2GmNAvLgjDDeJ6Y3B9LLpxQTjjn4Q3gA3L/dHLXlmrnD7lLkgRPs6am5u7du83NzZrmDiVeg8EgyO6yLOuukDp0zBf8dyB3KiF/aEIOhjihIuMIIVGSJEqhLJ3CiMIRkwlVKFFkRinmnIP7CqxJKlxVuMoRgzhPBnw7OZ4p1UqnjZBMsesnK2IzrQzeFOL+avxhbZ6QXqd/fcKj/sv4neQuiiL8SdTU1NTU1HR0dPT19Q0NDblcLlEUoZBsOLl3d3c7HA5JknRy16FjLjHvyR1jIhAqcBmJkltCPiVE1RBXQ0pwIsS5ghBBIqaYqIyqDMtEkjn4m3NFUSCaiYpEITKTqEoVlSqcyjLjhBCYAKZXK/06yFQ5/neRe5g4w2AhFbzgydcdWKad5okM9hlJ+Q/B7yR3v98P3jL19fUtLS0DAwMjk7Db7S6XKxAIaE8WIWQwGHRy16Fj7jH/yZ0ycdQ2kJlzeE/cRxU3L425rURBIhUkSiRKEMEYY4oJJUgmEsciwRJBmBFKECYC9jo8JwpOIC+iASrjr8idEQrkPrlk+tWHfS1cljBGGEePP4yAI+OTkDtjjHJGKEeMaz+1z5STYi4/3j9t8vidpPyH4EnIHVBfX9/V1eV2uwOBgNvttlqtFotlaGjIbrf7/X6EECGEENLT0+NwOERR1Mldh465xPwnd5d79Gr5uU8Tdh7JOHD6bInF2kcUdCQ7fdg2Cr7hsixTTDASZSKFZCoTyhBWGaWSyCUp4PK89H9eJB4seRAXuYw5p0zhMgNvGa48JvTJDcpkSvnXSfMrfqf897DcH18FkzGXtZ/aZwrFf/XbeUbu4Arp8/lqa2sNBgO48GOMA4HA+Pj4yMiIw+EIBAJA7owxndx16JgX+FMX6/gvJw6bpBzJ6Rw6fPjTtLR4SXK63aNOx2hLc+OP/uH5xW8tKios9nn8X56/WHG5PPVAsrHbIPkDV86ef2fp2++t/HXzvVvU6/bZxl799wVeq3egc+hIylHbsBVJ/s+/KF28fMmRrGzLyJhEZaqEgqFHPr/EWRD8aiDnAZuU4AmjYTb370+g/Kuf39xm1vvwjcFHT7J/1vNOI/e0tLSysjJQV3w+n1Z0pba2tre31+/3U0rBN8bpdI6Njbndbp/PhxCCpQ6tWIdO7jp0zCXmP7mLouPKpZNrVr915HDiuG0wJNOhfvPbixbnZeZaB4ZtQ2OffhKfuv9gU21jwO2/cuHyoYT9t69cvVZ2+qOYDZbudv/o6IJ//U+v1X/6WFn5hRtUQk3NdUUlBddv3yg8XnrrXp1fpB4/Qpg/fPSIEkUSv3KdZEyGF47HPvIKJQw/4fj/WPjzkztY7hq5I4T8fr/X662uru7o6MAYP3z4EPidEOJ2u8HAB7OdEALkrmvuOnTMMeY/uauq6PNbOzvroqLWrl+/qsfQEfB7ly19u621PaRO2EbGD6ceMff1E0TttvGzp85c//IycnsU5Dv3WWFVxWWbuf/1F189mXfyXnmtLAa9TldBYc6zP3zmX/71p//ruef3xO8ftNpkZQITGWFOiSLzELg5csgcRikhhHLGFZnJFFP0hOP/Y2GuyF1LP+Dz+VwuF0KotbW1s7NTFEVwZi8rKystLS0oKDh//vzAwICiKIqiaJa7JEl6+gEdOuYS85/cKfUi5KDU6/HY8vMy83Iz3S7HkkWLmxtbGOHWIVthfvFgv4Ug6nX7zp0pu1V+XcGYBlxffvFZ3e2bQ73Gn/3Lv//4mX86GJ8+IT8cH7NfuFCWfiR1eGSo22h2eUUuh4DZQxOPZB5CElOUIEIELPevBiRzyAD8hOP/U+PPo7nDkgk4RDY2Nra3t0N6y5GRkdOnT2dlZWVnZ1dWVo6NjcEsqJO7Dh3zBfOf3MfGB6prKwYs3f6A4+y5U+fKTnu97oKCgra2DllWbTZ7VlYOFOJgTD5WUJSTkelzjXvGR7dGv9fWVOex2//v//5ZT1vvocT0mjt1gj/wxRefb//ogyGrBXPZJ2JRohhxzoKUKGJAIog+evBIEhBsy4yHM+AfTqZ/LPwpyF1LHDbFz10URZ/PV1VV1dHRIUnSw4cPHzx4UFdXV1hYePLkyf7+fsYYn4Quy+jQMS8w38mdYlFy36m6tmTpwqf+/jvbPtxiHx+RZbmqquq55/7hk0/2IkSys3NHRmycK5TyQCCQlJD4/ae/98zT//Pz0mL7yBARhbd/9TYOUEN778svvZKfm8cYOf5ZyQ+efea7T/39/gOptlHHbz7cUXnzrmVw5JevLXTYnXU19dGRMT6PH4kYYkfBye/Pw+xPyNp0Gv7w081I7i6XC4JUa2trjUajz+eTJElVVZ/Pd/369crKSq/XCykhKaWiKOoLqjp0zAvMf3LnMgqGCGUBTAKyQggVQQF48OCRIEjggMe5IoooGJyQJIkQoiicElGRycMHqtfteag+8LoDnKoUywRhv98vYQQZIjFhfr8ANZsYk71u36OHj0SvoBAZBQSGMLg2/tmYnc0PcoeUv3a73ev1QgYCn89XXV3d29sLycIePXoUDAaHh4dtNhtjDGMMuY4ZYzq569AxLzD/yV1WMKF+CFJVVCqKAaiPIcsqRKhOTDwkhDEmYwwMFWCMiGJAlhnBUlBRBb8YVEJ+r6jKQUnCDx48kDASkQSxqYQwSnl4eTyO2KPgQ5XxkKwoXAZlRhvVf41DnxzzjdwDk/EK1dXVBoNBFEVZlhVFefToEaVUEARBECRJgpBgSZJ0WUaHjjlGYmJiYmJifHx8RETExo0bN23aFBERMTAwEAgE4F8akopA6Dn8hwPpi6IIX0VR1CJcwtv7wwBv8c3NzYwxyOgC1MwmVVpgFkgYoHFNGPkQwiSmIMrR49KpMlWCqhJUH1vfhDGuYMIUNTQZ648Jw5QTrsicc0IIpVxRFIxpMDgB0jzniiiKsqpQzmRZpZRTyglhWCIUsyCXFcpkQrEgQk0PjDFjDFKWQ5+woQ1b+6ldEXyFah6wX7sD0Fv4ZYYfMhsLw32DBhjeNR5fHYU+g8EgdIIxluVZs0tqLAxXpP1WURSPx3P79u3Dhw+fOXOmp6fH6XR6PB54+qIo3rt3r7u7WxAEjDFkkvF6vXa73el0+v1+GBLGWEscpi+o6tAxZ9DIHSz3iIiI/v5+MNPA7gaCButMs+hhhQ3mALfbrRF6eDOtEziktbUV/KAppZIkSZIEBMfYYzk7nO7D6UxVZcoRVzFXCH0cIPo4RhRTwmQO5I4wZVxBBCMiqSEFskJiCD0iDGOMkAh6AueKqoag+pISlJlMMcaiiAhhihKEqnsKZVBVj2OiykpIfSwoQ5AO8KY2ZtjWri6cTLV5S6NamAw0BX86v38zgEDZZCZ6oHuN0KFbRVHYZNm/GaHNEKqqAstLkqQVC7x9+3ZaWtqFCxc0zd3j8Wh+7r29vWCkw4V4PB6N3LVpr6OjY3x8XJdldOiYY8THx7/77rvhsgzGWDPYgaBBYwE73ePxuFwujcqBGsBm15JMgbWu6TNer7erq0vTZMKNXC07o0aXWo0kKF8HicMwEcILXIR3AnQGvEkIYYyA2U4ox0QmWGZMVhSuBhkhCGMJY0qwjBGHmBuERI0ZKaWQlAYK4ylchtVUThnE1suTCOdiMgmNtTULXbtk4GWg5tnYNvzFZUZAn9pVh++BvIxTWs4GLU9AuPEO+ymllZWVqampFy5cAANcEAR4EA6HAyJUvV4vDADMdpvNppE7PDgw+UVR3LRp07fm+s9bh46/RMTHxydMI3ez2exwOLScUIODg4ODgxaLZWBgYHBw0Gq1ws7h4WGLxWI2m81mc39/v9bMarUODg6aTKb+/n7t8MHBwba2Nljq1JgOKEMzRTl/LH0Ae2rkSAiRZTbJ6cD5oiZKaOSuMQvnlHLEZEqZjDBHEoPfUCbJCpEkgTEZymHLsgoZYzinQKyiKCJRUmVFlRXBHyAIgyYD4TnA6VMsdBpmeofLNeHb2lsITD+wE+zrcDr+nfwO5j90FU7icFPgBnLORVGkkzPKFEwReQRB0OYk2CmK4s2bNxMTE4uLi+/du9fZ2dnb22symeC59/T0jI2NQcwqBKaOjY05nU6wAyRJQggJgmC1Wv1+vyRJGzdu/NZc/5Hr0PGXiNnI3eVyjY6OWq1W+JceGhoCKh8YGBgeHtZ2WsMAPG6xWIYnASlhLRYL7O/s7NQMxnB5fbrROqM+E94SNAFVVeFXwGjQOUKIUsxlDAIGRjKjQUUJck4xCRAqSJLAuaLIDxgNYkwREmWFSFgEhYdyFk5zWv+PJXKogkq/UlSmkCadZqqDsU8nRXbQPcBARgiFSzqaUENmh2Z0a4a5dougf00K12pzTzkcEAwGZVmemJjgnKuqKooi6PWcc7fbfffu3eTk5JKSkpaWFrPZDM99ZGTEZrOBIe/z+URR9Hg84EgDAaua/ub3+91uN8zcuiyjQ8fcAMh9ireM2WwmhMAyqVYZGQSZcK0GpHaIbUEIgXqjVXUAKUb7Koqi0WjUzE9NHQ5XMDDGiqKAFQl8qrUBgX4KScHGpNuMDIfLshwMKoSKlGLOgjKfYDRIKWccKSoJhlgwxBEiokApUSnlhDxO9IgI5oqshoKUUihA8fDhQ5hIMMaSJFHOmMyZzKHNlKVUjWS1/eF7IChfs+IVRYGsito7CnsyDxntBQVulGbvg9muKAqeBKUUJJdwaFMjGOyEkEAgAP7pwWAQY6yqqiAI1dXVhw4dOnXqFDi9+Hw+mJPCuRvkOG1xJRAIuN1ueOKCILjdbhDrdHLXoWMuAeS+cePGjRs3guYO1KzxuOYtQwgBppYkyePxgMUHyV2BBSRJAjcbjLHP5wPjDtpXVVX19fUZjcahoSGz2WwymYxGY29vr9FoNJlMfX19PT09RqOxr6/PNA3mPtNg/8CAub/X0NNr6DH3mQbM/eY+U6+hZ8Dc39drNPb0drZ3wIax19Bv7u0z9vT19puNw33GQYOht6e302Tuamy6Zxky9/b2dXb0mk1DAwOWgQGzsa/b1N9nMPX09vUYTb0Gg8FgMMDA2tvbYUh9fX3mgf7ePmN7d1ePsddgMGjD1hoYjUbYCZdmMpnMZrPRaOzq6hoeHu7r6+vv7x8YGIDOzWazdiLtkPC7MSNMJhOcur+/Hw6B/YODg0ajsaenZ2BgYGBgAG6vxWKZrR+z2Wy1WqG3oaGhjo4Oi8XS3d3d3t4+NjZ29erV9PT0a9eudXd3u1wun88Hy+aal5T2VwG/gp/gVAMLLRrL694yOnTMJT799NO1a9dOIXfNtVFzVw8EAn19fdXV1ZWVlTdu3Lh586bRaIR/ZpvN1tDQUFFRcfHixbNnz9bW1sL7O6zFEULcbndRUdHnn39eXFx86tSpzz77rLCwMC0tLS4ubseOHdu2bYuNjY2MjFy9evW6detiYmI++OCDD8MQG7P5ww+2/Wbbh9ve/+C3O3amphzMycrOz83Lyco+VlCYk5WdduhwYnzCweSU/YlJCfFxW7dEv7N65bKlKzauj96545N9+z7dtfvjjz7+YOEbr6YcTMrNzc/Oys/NKczMzM7JycrITDuaeSQ7NysnLzsj62hOTs6xY8fS09N37NgRHR0dExMTERGxZMmStxYvWrRk8a9XrtgYuSktLS0jIyM7OzsrKysrKysnJycnJwe+wkZmZmZubm5BQUFmZmZycnJeXl5WVlZeXl5GRsbevXt37doVHx8fFxeXmpqanp6enZ2dm5sLB+bm5ubn52fPgvT09EOHDh05ciR3EoWFhceOHcvOzt6+ffumTZuSk5MLCgry8vIOHz48Yw8w1Nzc3IyMjOTk5EOHDsXFxS1cuHDTpk27d+9+8cUX4+Pjo6KitmzZUl5e3tnZCX4y8NIGpjpY5doCe3g8BKyrQzgrxDTpC6o6dMwlpljuZrMZbDGE0Pj4OKx8BgIBg8HQ2trqdrvBtOzt7b18+fLQ0NDo6GhZWdnIyEh3d7fJZGpra/viiy/Ky8vB0zkQCID9npSUlJubW1JSAnyUmZmZkJDw/vvvR0dHR0VFLV++/PXXX3/llVdWrVq1du3a1atXR0dHb968ed26dcCwUVFRGzdufO+999auXXv48OHjx48XFxeXlJTk5uYeO3YsIyMjJiYmMTFx+/btERER27a9f+jQoSNHMnbt+mTp0mUbN27ctWvne++t+/a3/0d2dmZBQUFRUUl+fuHx48fz8/OPHSsoLCwsKSnJy8srKSkpKCg4fvx4cnLym2+++atf/eqFF174p3/6p7/7u7/727/92+eee27z5s3r16/ft2/fgQMHzpw5c+zYseLi4sLCwvz8fDgW9hw7dqywsLCoqKi4uHjnzp0lJSXHjh3Ly8sD3j9y5Mjhw4cPHjz42muvbdmyBQ4vLCw8ceJESUlJfn7+sVmQn5+/d+/ezMzM/Px8GCfgxIkTGzZseOONN7Kzs6G3U6dOwa3WEN5PSUlJUVFRfHz80aNHT58+nZKSUlpaumfPnh/96Ed79uzZuXPna6+9VldXZzabNT/XGQHLBkD3YA3Y7fa6urrh4WGovadb7jp0zCWmkztCCMR0cHfzer2Dg4NdXV0tLS3ASikpKcePHz979uzp06dPnjxZVFSUlZW1exJnz54tKSk5f/685lkhCEJKSkpmZqZGLrm5uampqQcOHIiPj9+7d29MTMzSpUtXr169fv36VatWLV68ODo6etOmTa+//vqvf/3rvZOIi4uLi4u7cuVKfX39vXv3mpqa6urqampqLl++vH///vz8fAjLunnzpsFgaGtr6+7uPn78+MqVKxMTEw8ePPjd7373/PnzFRUV9+7dq6qqqq+vr66urq+vb2hoqK+vr6mpaWhoqKuru3v3blJS0ttvv71ixYoXXnjhqaee+va3v/3ss8/u2rWrurr6zJkz27dvr6ioqKqqqqurq6ura2pqamhoqKmpaWxsrK2tra2thT7r6uqqqqpycnKqq6vv3r1bWVl5/fr18vLyq1evXrp06cKFC2+++ebOnTvv3LkD/dTU1NTW1jY2NtbPgtra2lOnTlVWVt65cwcGfOvWrba2tqampk8++WTx4sU3b968d+9ebW0tVLKumwVw7RcvXszJyTl//vz9+/fb29vv379/8+bN7OzsqKioTz75BDhaEITx8fHZIpDdbjfINZA5ErxlRkdHvV4vrJHomrsOHXOJ6eQOxprD4WCMeTwen89nNBrv379/5cqVHTt2pKamnjx5srm5eXR01GKxmEym+vr68vLy7OzszZs3FxQU3LhxIyMj4/jx4/39/VDDQRCE1NTUzEywmovy8vIKCwvz8vLy8vL27dsXExOzZMmSV199deHChQsXLnzzzTdfeumln/3sZy+88MKLL74YGxublpaWmZmZlZWVnp5++PDh+vp6m802NjY2NDQ0MjIyPDzc2tpaXFxcVlZ25MiR0tLS8fFxQRAYYy6Xy+Fw/PznPy8qKsrOzn7qqacaGxt7enpGR0dtNtvo6Ojo6OjY2Njo6Cj49sCevr6+ffv2LV++fPny5U8//fQzzzzz7LPPZmdnj42N2e12g8GwadMmCOexWCwOh2NgYMButw8PD0PNuZGREWhptVr7+/svXrzY399vNBq7u7s7Ojra2tpaW1ubmprq6+tXrVqVmJhoMBjMZvPw8PDY2JjNZrNaraOzwG63l5WV5efnw31YvHjxkiVL+vv7x8bGjh49unbtWpPJBFeheSvNCLvdPjIyYjAYTpw4sXjx4m3btv3kJz95/vnnf/jDH65evXrhwoWXLl3q7+93OBwej0eSJGEWwLQNwQ0ej6e+vr69vb28vHxoaMjlcomiGB0d/a25/vPWoeMvF9Nzy2iuMrA66vV6zWbzrVu3amtry8rKKioq8vLykpKSdu3aFRMT8/HHH2/btm3Hjh3JycmgSIBe8fnnnw8MDGgZCEB6zs/PLyoqKigoKFfg2csAAA3uSURBVCgoACkjLy8vISHhnXfeeffdd3fs2JGSkrJ///5Fixb98z//8zvvvAMBtOnp6fn5+cXFxQUFBbm5uaAFg9kIC3pGo/HEiRNlZWUpKSk5OTmMsYmJCUVRHjx44HK5Fi1alJube/To0e9973tGo3F4eBgsTZfLBf3ABAZdud1um82WkpKydOnS119//ZlnnvnBD35QUlKCMbbb7RaLpbGxMTY29s6dO3a73eFw+P1+u90ODoLakAAul8tut1dWVprN5t7e3s7Ozvv377e0tACz19bWLlu2LCkpyWq1ulwu7ahvkEEcDkdLS0tvb29VVdW5c+fKysqWLl0KroppaWkbNmwwmUwulwtsbYgpmxFQfMNut/f39xcXF6enpwOt/9Vf/VVsbOwPf/jDpqYmGJIoimCbT88aBLDb7QghaDw+Pg6iPDjaE0J0P3cdOuYS4ekHwskdNHdYNLPb7Q0NDZcuXers7ATz88qVK4WFhaBF5OTk3Lx5s7q6uq2t7d69e8XFxbm5uW1tbVarVRRFCHJJTEwsLCzMzc0tKioCxRxE5MLCwt27d7/yyivr1q1LSEg4evRoQkJCRETET3/605dffjkuLi49PT0rKwvmg5ycnLy8vJ6eHr/fD7YhENDg4OBnn3125coV0LW7urqgFFwgELhx48b27dtLS0tzcnK++93vmkymoaEhj8cDobaa44fm5wOxOYWFhb/4xS8WLFjwH//xH6WlpYIgOJ1Oh8NhNpsrKyt3797d3Nw8MjICywng/KetPYabum63u7Kysq+vz2AwtLe3t7S0NDc3g/BSV1e3Zs2a5OTkwcFBOLXH4/F4PBAePCNEUbx7924gEBgeHr527dqhQ4fWrl1rMBiGh4czMzNjY2MtFovmuDIlw482y8LEBqirq2tubh4fHy8pKens7Pzrv/7r0tLSH//4x2B622w2LaHQjHC5XLIs2+12k8nU0NBw79693t7e27dvg9UvCIJuuevQMZeYnn4AvBg1dgCudzgcVVVVBQUFGRkZwLbXr1/v7u4GF8a0tLRDhw6lpaUdPHiwtLS0u7vbaDSOjY0BaUqSlJiYmJeXl5OTU1RUlJOTA+uB+fn5+fn5sbGxCxYs+Pjjjw8ePLh79+4333xz4cKF//Zv//ad73zn5ZdfjomJARsfFhvz8vK6u7uBvCilsOJnMpmOHTtWVlZ26tQpcAUpLy+/devW5cuXY2Nj4+PjYcxPPfUUCCAulws4Cy4NNmAnGOAVFRXLli175ZVXioqKJElyOp3gxVhbW3vw4MFTp05ZrVYgSm1FEQCkqaXfcTqdFRUVsKCam5sL3jXgV5OZmfnSSy8lJyf39fU5HA5wHg/3MpwOKJMEkaVdXV0xMTGLFi26dOlSc3NzUlJSZGTkyMgI6GAw64QTerjzIkLIZrOJotjT09PQ0ODz+UpLS7u6un7yk5+cPHnyH//xH/v6+pxOJ6gu4f4w0ycbeNGBkGZ4t7BareA1SwjRF1R16JhLTCd3iFjx+XwYY3iR14xB4Dij0djS0tLZ2aklmRkdHTUYDN3d3ffv34f0A3AgmH6SJB08eBDcPMA1BWQZkN0jIiIWL168Z8+e1NTULVu2LFq06MMPP4yKinruued+8YtfgNNhTk4OMGNBQYHRaAQ7NxAIACMPDg6eOnXqzJkzV65cOXv2bEZGxpo1a5YtWxYZGZmenn78+PHCwsKkpKRnnnkGVGkt06Hm0gdOnwghcPgzmUxZWVkHDx4E/3Gz2dzT01NeXp6RkXHkyJGmpqbBwUGfz3f+/Pni4uLLly8DCULcpiYWwXZdXd0bb7zx2muvLViw4OWXX3755ZcXLFiwYMGCn//856+99lpJSYnVaoVJBchUmximQ5Kka9euXb58uaKiory8PCEh4Tvf+c6aNWvi4uJWrVoVGRk5ODg4Pj5OCPH5fOEHTtHKPR4P59zn8zU1NcHbWEZGxp07d6KiosDvc3h42G63i6KIELLb7bOReyAQsFqtNTU1RqOxo6OjtbW1o6Ojvr7earXCXKWTuw4dcwYQtTVyh6yQQJoQpqTFrfj9fkgA63A47HY72IZOp1OSJEje7XK5IKmIJkaDsw0wV3p6ekZGRnFxcV5eXkFBgeacl5KSsmDBgpUrVyYnJ2dnZ6elpSUmJmZkZBw6dGj79u179+49fPhwQUHB3r17169fv379+j179kCNZo/HA149gUCgo6MjJSVly5YtH374YXR0dHR0dGRkZGRk5Lp16yIiItatW7dixYq33nrr+9//vsFgAHeO8JAcuDpw3ATz0+12t7a2fvnllxkZGWfPnj1+/DjQOpCg1WodGBhwu91r1679m7/5m8TERHhBQQgBrYOvkcvlopTCCq3BYAA5q62trWMSra2tw8PDJpMJVoC10LBv8E5pbW3dunXrG2+8sWHDhiVLloCL0fLly5cuXZqammq32+FVBq5oRpXcH5Zk32AwXL9+/fTp04WFhZmZmTExMcuWLbt48aLFYgExLTwSdfp7ACxgWCyWsbExCIyy2WxmsxmWYRFCup+7Dh1zg3379u3fvz8hISEiIiImJmb9+vXvvvsukLtmmmmqhZZjIPyfPLzZbHxEKXW5XNeuXYMYH5DOYVl1165dixcv/uUvfxkTE5OamqqFBWVmZmZkZBw9evTo0aNHjhzJysrauXPn008//fzzz2/fvh00d7C+gVL7+/vz8/M/+OCD999/f9u2bbDx/vvvb926devWrbD9wQcf7NmzB14pYNEP9CLQymckL7PZXFtbe+7cuRMnTpw5c+bWrVsQbupwOECPdjqdCQkJ4PmnKTxaJ9oCps1ms9lsIyMjVqt1OAzgqwNTZvgAZpG4/doiLfgIWSwWSO4GP0dHRyFOWBvJjNqO9joFFD88PNzZ2dnY2Ag+oG1tbSBb+Xw+rZmmNWndwnU1NDRA1iCIhu3p6YEMcTabTRAEzrm+oKpDx9wgvFgHWO7r1q0zmUyQPEAr1CCEleMIhCWc0Wh9Nlc5v9/vcDigZU9PT11dXUNDQ0NDA/in37p164svvsjOzi4oKLh69SrsBNSGoaampr6+vrm5uaSk5PPPP79z587Y2Jh/Ui6H1LIwf4C3xow0DXucTqeiKNpc5XQ6wTKdzcKFKQSYF8QNEFs8Hg+8smjzBOS8nd5J+NnD6T7ccQUOnEKgM86U4dOGdiA8Gs3TRmsZ/nXKqLTcEnBG+ApcLwiClr1ZSy2gDWzK/XE6neAsCzqe3+/XFCG4w7oso0PH3GD//v3x8fEgy2zYsCE6OjoiIsJkMgGDBAIBLVd7OPWEb4dz/XTA/7zmEK0xC9CHNgEEwvIchEPrx+PxwNppeD8wPG9YDhzY8w3j0dSSwGSZEXBomX4InCL8kgOTnAvzgVarRFVV79czI07H9GkvXAqfTppTLj98VNr9n6LFazdQa6lNxtOvS2usTX6ByeQBWmktYTJTvzC7t4xv0ssIdHzfpB8OTIEIId1bRoeOOca77767cePGqKio1atXWywWoGNIUgi6NqSICU/NOP3rdEB6Qq2llvhQS/SoZUOEDIVk9lS6GONAIKAl44VMjYIgQM9oEtoZw8egAS4EcisGAgFZlkOh0PQxhwO6BZqDe8I5h8T0kGoY3MCDwSDctOmAoU7ZM+MpZmsQjvBBwlFwN7R+tFs94/P6Kn3xTLmFgdy12wg5hGHPjGMLf7Lag6CUQhZMVVV1ctehY24QFxcHmvuaNWuioqIgddfQ0FBXV9f9+/cbGhogkr6xsbGpqamxsRE2NGhfG2dBXV2dFrMDe0CTaW1t1b6CVgMO4LOF3UNXcGxjY2NNTQ1E/MOB4Dbe3Nzc3NwMiQRmQ2trq5YYAAYPKQemXFT4+OHs0DlcCJwdWtbW1ra0tECHmugUDu0yte1vwIxjmLHBFMDYpmB6e60fSE5QW1sLY9b87uEpQMsplzAjtKQL0Az+YBobG6urq9vb2z0ej76gqkPH3ODTTz89cOBAQkLCqlWrwMMkIiKioaGho6Ojs7Ozq6urs7NT2+jo6Ghvb+8Ig/a1fRZ0dHR0d3d3dna2t7d3d3cbDAatq7a2ts7Ozu7u7q6uLth5//79zq9jyonA1bK9vR2OhQ0toL+9vR2O0voMB/wKkqhAS6PRCKnQICtA+Lk0wIHaibSu4BSwDgn3qrm5uaurq20S33BDpp9ltrNPbxB+T7RH09XVFb4nvJ+OaYD9kG0YHo32fKecUbtR4Ocz4/DgccBP6KSrqwvuZ09Pj8Vi0S13HTrmBomJifBz1apVUVFRoLkfPXoUAuK1qmnh2vEU7+nZPLLD1VtNthYnK36AxuKf9NjTFvGma9PaseFdwajgqPAKrqD5gkfjdKEZViBBZwAPdL/frx0+o0t4uGwN6gRoQbDODHKEtpwI0vOMCL+K8J0zNgvf/w039nf2/w0Hamu84Sur4QeGF8X1hUW0znhpcEOEyQpNfr8/GAwODw9XVlbqicN06JgbJCUl7d27NykpCWSZzZs3v/POO+A5EzUJSL27efNm7SsgvME3ICoqKiYmRjtc246MjIRtaAYbMd8IODwqKio2Nnbjxo2wE/KdhQ9p06ZNU7oKH21kZOSmTZs2b94Mv9q6det77703/aKgZWRkZPh+zYMess9DV1u2bNmwYUP4LZreiXb49CvSmoXfz9nu7ZPcba236e21brVbBI217djYWLjA8EuIiYmJnIbwfqKjo+FxbNiwARxqN2zYAM9lxYoV/w8oxabkF7rb5gAAAABJRU5ErkJggg==" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-3955397332698668416?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/Q1AQ9oMdxbgGbhpgF3oDHsJ1OBE/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Q1AQ9oMdxbgGbhpgF3oDHsJ1OBE/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/Q1AQ9oMdxbgGbhpgF3oDHsJ1OBE/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Q1AQ9oMdxbgGbhpgF3oDHsJ1OBE/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/lasX_uCHpj0" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/3955397332698668416/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2012/02/working-with-layer-styles-understanding.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/3955397332698668416?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/3955397332698668416?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/lasX_uCHpj0/working-with-layer-styles-understanding.html" title="Working with Layer Styles – understanding Drop Shadows" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2012/02/working-with-layer-styles-understanding.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CUEGRHwyeSp7ImA9WhRUGU8.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-763411184294707738</id><published>2012-01-30T03:40:00.000-08:00</published><updated>2012-01-30T03:40:25.291-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-30T03:40:25.291-08:00</app:edited><title>David Hockney's Fresh Flowers, An iPad Exhibition At The ROM</title><content type="html">I was in Toronto just before christmas and stumbled on an interesting exhibition in the ROM [Royal Ontario Museum] David Hockney an english artist exhibited his drawing on iphones and ipads. Not only were they beautiful drawings but it raised an interesting new way of looking at art. How was he to exhibit them ? The most interesting was the question - if he drew on ipad and then sent to a friend was what he sent a copy or an original work of art - after all it is exactly the same as the original. Those of you of an artistic bent may enjoy the thought diversion and an exploration of David's work. You can find his official website &lt;a href="http://www.hockneypictures.com/"&gt;here&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/wzr6kPoxQhI?fs=1" allowfullscreen="" frameborder="0" height="270" width="480"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-763411184294707738?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/FNzfeoKxiIl9rw0FC1jKb2eOMw8/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/FNzfeoKxiIl9rw0FC1jKb2eOMw8/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/FNzfeoKxiIl9rw0FC1jKb2eOMw8/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/FNzfeoKxiIl9rw0FC1jKb2eOMw8/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/_GBJ5TLHdGU" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/763411184294707738/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2012/01/david-hockneys-fresh-flowers-ipad.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/763411184294707738?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/763411184294707738?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/_GBJ5TLHdGU/david-hockneys-fresh-flowers-ipad.html" title="David Hockney's Fresh Flowers, An iPad Exhibition At The ROM" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://img.youtube.com/vi/wzr6kPoxQhI/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2012/01/david-hockneys-fresh-flowers-ipad.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0AFR3k_fyp7ImA9WhRUFEU.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-5945806589587498663</id><published>2012-01-25T03:06:00.000-08:00</published><updated>2012-01-25T03:08:36.747-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-25T03:08:36.747-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="square.how to" /><category scheme="http://www.blogger.com/atom/ns#" term="Photoshop" /><category scheme="http://www.blogger.com/atom/ns#" term="circle" /><category scheme="http://www.blogger.com/atom/ns#" term="tutorial" /><category scheme="http://www.blogger.com/atom/ns#" term="drawing" /><category scheme="http://www.blogger.com/atom/ns#" term="beginner" /><title>DRAWING A PERFECT CIRCLE - for Photoshop beginners</title><content type="html">New to Photoshop ? I hope to bring you some beginner tutorials. I taught myself and often found the simplist things wasted heaps of my time. So let's start with drawing a perfect circle or other shape.&lt;br /&gt;
Take a look at the toolbox [ I am using CS3 so your version may be slightly different.]&lt;br /&gt;
Scroll down until you see the square and you can either right click or drag to the right on it to open the box up.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://3.bp.blogspot.com/-QEJh_K0-1U0/Tx_dmFPoXsI/AAAAAAAADDI/sTFqCqa0hsI/s1600/shapes1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://3.bp.blogspot.com/-QEJh_K0-1U0/Tx_dmFPoXsI/AAAAAAAADDI/sTFqCqa0hsI/s640/shapes1.jpg" width="192" /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;You can use these tools to draw shapes. Here are some examples.&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-5s6GjNXAJmw/Tx_fLXNI5CI/AAAAAAAADDQ/hgHHWBFIjl0/s1600/shapes2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;
&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://3.bp.blogspot.com/-wKKQX34vhGs/Tx_f8g5PDwI/AAAAAAAADDo/212oHFzEtwk/s1600/shapes2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-wKKQX34vhGs/Tx_f8g5PDwI/AAAAAAAADDo/212oHFzEtwk/s320/shapes2.jpg" width="254" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
To use these tools to draw a perfect circle or square you simply &lt;b&gt;hold down the shift key while dragging your mouse.&lt;/b&gt; You can use this on custom shapes as well.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://3.bp.blogspot.com/-cvcZeuGuvzY/Tx_hVKKatlI/AAAAAAAADD4/BMOG__aYjFU/s1600/shapes3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-cvcZeuGuvzY/Tx_hVKKatlI/AAAAAAAADD4/BMOG__aYjFU/s320/shapes3.jpg" width="254" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;That is it. easy wasn't it ?&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-iGKCHC9-Qd8/Tx_hG9sUSWI/AAAAAAAADDw/l8In21UgxVA/s1600/shapes3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;
&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-5945806589587498663?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/JH5JOMaeJAOE4nNsUg5dbtKIqn0/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/JH5JOMaeJAOE4nNsUg5dbtKIqn0/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/SnN8KMcPD54" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/5945806589587498663/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2012/01/drawing-perfect-circle-for-photoshop.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/5945806589587498663?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/5945806589587498663?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/SnN8KMcPD54/drawing-perfect-circle-for-photoshop.html" title="DRAWING A PERFECT CIRCLE - for Photoshop beginners" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-QEJh_K0-1U0/Tx_dmFPoXsI/AAAAAAAADDI/sTFqCqa0hsI/s72-c/shapes1.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2012/01/drawing-perfect-circle-for-photoshop.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUQFRHY-eSp7ImA9WhRUFEU.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-5000844148535647941</id><published>2012-01-25T02:28:00.000-08:00</published><updated>2012-01-25T02:28:35.851-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-25T02:28:35.851-08:00</app:edited><title>Brushes -Using Them and Making Them- Adobe Photoshop</title><content type="html">&lt;iframe width="480" height="270" src="http://www.youtube.com/embed/rivH6ryNN3M?fs=1" frameborder="0" allowFullScreen=""&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-5000844148535647941?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/VJYVnyA4in3I7ZAEpfgdrOxHUio/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/VJYVnyA4in3I7ZAEpfgdrOxHUio/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/VJYVnyA4in3I7ZAEpfgdrOxHUio/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/VJYVnyA4in3I7ZAEpfgdrOxHUio/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/1Ppf-2isLQU" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/5000844148535647941/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2012/01/brushes-using-them-and-making-them.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/5000844148535647941?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/5000844148535647941?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/1Ppf-2isLQU/brushes-using-them-and-making-them.html" title="Brushes -Using Them and Making Them- Adobe Photoshop" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://img.youtube.com/vi/rivH6ryNN3M/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2012/01/brushes-using-them-and-making-them.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CkENQ3o-eSp7ImA9WhRVGUo.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-8544597671496477146</id><published>2012-01-19T02:57:00.000-08:00</published><updated>2012-01-19T02:58:12.451-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-19T02:58:12.451-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="free" /><category scheme="http://www.blogger.com/atom/ns#" term="store" /><category scheme="http://www.blogger.com/atom/ns#" term="scrapbooking" /><category scheme="http://www.blogger.com/atom/ns#" term="digital" /><title>OUR NEW STORE IS OPEN FOR BUSINESS</title><content type="html">I am back from holidays and back to work and first on the agenda was a revamp and server move for our store. You will find it &lt;a href="http://digitalscrapnshop.com/"&gt;here&lt;/a&gt;&lt;br /&gt;
If you are a digital scrapbooker you can find lots of products and some great sales and gifts to celebrate our move.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-8544597671496477146?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/KpRcLZvi4xx0LWAuaQAR_EObBZ4/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/KpRcLZvi4xx0LWAuaQAR_EObBZ4/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/KpRcLZvi4xx0LWAuaQAR_EObBZ4/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/KpRcLZvi4xx0LWAuaQAR_EObBZ4/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/hYWrWIZIwdM" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/8544597671496477146/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2012/01/our-new-store-is-open-for-business.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/8544597671496477146?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/8544597671496477146?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/hYWrWIZIwdM/our-new-store-is-open-for-business.html" title="OUR NEW STORE IS OPEN FOR BUSINESS" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2012/01/our-new-store-is-open-for-business.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CEIMRHs7eip7ImA9WhRQFUo.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-3963859567585208596</id><published>2011-12-08T01:41:00.000-08:00</published><updated>2011-12-10T19:03:05.502-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-10T19:03:05.502-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Photoshop" /><category scheme="http://www.blogger.com/atom/ns#" term="color" /><category scheme="http://www.blogger.com/atom/ns#" term="cross processing" /><category scheme="http://www.blogger.com/atom/ns#" term="tutorial" /><category scheme="http://www.blogger.com/atom/ns#" term="how to" /><category scheme="http://www.blogger.com/atom/ns#" term="CS5" /><title>Tutorial Photoshop CS5 - How to apply Cross Processing effect (Xpro)</title><content type="html">Tutorial for Photoshop CS5 english - how to apply the cross processing  effect to a photo, this effect gives an unnatural coloration to a photo  and we can get every time a different result because we can choose which  color to highlight.&lt;br /&gt;
The Cross Processing has been used in the movie Domino.[I apologise foe issue with the link not sure what happened]&lt;br /&gt;
&lt;iframe width="560" height="315" src="http://www.youtube.com/embed/Vi-BQEP4_Co" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-3963859567585208596?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/4GNyUSyeBooFQTt0bScaJXjy_ik/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/4GNyUSyeBooFQTt0bScaJXjy_ik/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/4GNyUSyeBooFQTt0bScaJXjy_ik/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/4GNyUSyeBooFQTt0bScaJXjy_ik/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/Ii4zkxwoTto" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/3963859567585208596/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2011/12/tutorial-photoshop-cs5-how-to-apply.html#comment-form" title="2 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/3963859567585208596?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/3963859567585208596?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/Ii4zkxwoTto/tutorial-photoshop-cs5-how-to-apply.html" title="Tutorial Photoshop CS5 - How to apply Cross Processing effect (Xpro)" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://img.youtube.com/vi/Vi-BQEP4_Co/default.jpg" height="72" width="72" /><thr:total>2</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2011/12/tutorial-photoshop-cs5-how-to-apply.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DU8HSX89eyp7ImA9WhRQEEo.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-3850659134363592497</id><published>2011-12-05T01:37:00.000-08:00</published><updated>2011-12-05T01:37:18.163-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-05T01:37:18.163-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="phoyos" /><category scheme="http://www.blogger.com/atom/ns#" term="Photoshop" /><category scheme="http://www.blogger.com/atom/ns#" term="tutorials" /><category scheme="http://www.blogger.com/atom/ns#" term="spots" /><category scheme="http://www.blogger.com/atom/ns#" term="dust" /><category scheme="http://www.blogger.com/atom/ns#" term="remove blemish" /><category scheme="http://www.blogger.com/atom/ns#" term="how to" /><title>Removing dust spots from your photos</title><content type="html">&lt;iframe allowfullscreen="" frameborder="0" height="344" src="http://www.youtube.com/embed/QUyxYF2cvrY?fs=1" width="459"&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;
Learn how to effectively remove dust spots or blemishes from you digital  images in Photoshop before you start your editing process.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-3850659134363592497?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/yX-2OuDUl4zgW9aGsLqcBQoXwgU/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/yX-2OuDUl4zgW9aGsLqcBQoXwgU/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/mQOcvKwkFoM" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/3850659134363592497/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2011/12/removing-dust-spots-from-your-photos.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/3850659134363592497?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/3850659134363592497?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/mQOcvKwkFoM/removing-dust-spots-from-your-photos.html" title="Removing dust spots from your photos" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://img.youtube.com/vi/QUyxYF2cvrY/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2011/12/removing-dust-spots-from-your-photos.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0AGRXc6eCp7ImA9WhRRF04.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-616525572110736740</id><published>2011-12-01T03:39:00.000-08:00</published><updated>2011-12-01T03:42:04.910-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-01T03:42:04.910-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Photoshop" /><category scheme="http://www.blogger.com/atom/ns#" term="remove person" /><category scheme="http://www.blogger.com/atom/ns#" term="tutorial" /><category scheme="http://www.blogger.com/atom/ns#" term="how to" /><title>How to remove a person from a picture in Photoshop Tutorial</title><content type="html">&lt;iframe allowfullscreen="" frameborder="0" height="344" src="http://www.youtube.com/embed/jCIf3Dv8VT4?fs=1" width="459"&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;
Have you ever wished you could remove someone from a photo. I know I  have. Sometimes it could be done by cropping but more often then not a  favourite photo was ruined by the presence of someone we would rather  forget.&lt;br /&gt;
This is a great video tutorial that steps you through ways to remove a person at least on paper..&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-616525572110736740?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/kpCFWhOjWYTqwKugHMPQPFwpEUE/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/kpCFWhOjWYTqwKugHMPQPFwpEUE/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/O9t4zGeaaeo" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/616525572110736740/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2011/12/how-to-remove-person-from-picture-in_01.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/616525572110736740?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/616525572110736740?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/O9t4zGeaaeo/how-to-remove-person-from-picture-in_01.html" title="How to remove a person from a picture in Photoshop Tutorial" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://img.youtube.com/vi/jCIf3Dv8VT4/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2011/12/how-to-remove-person-from-picture-in_01.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CEcGQH07cSp7ImA9WhRRFEU.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-1488875915247910968</id><published>2011-11-28T04:07:00.000-08:00</published><updated>2011-11-28T04:07:01.309-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-28T04:07:01.309-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="resources" /><category scheme="http://www.blogger.com/atom/ns#" term="free" /><category scheme="http://www.blogger.com/atom/ns#" term="gifts" /><category scheme="http://www.blogger.com/atom/ns#" term="papers" /><category scheme="http://www.blogger.com/atom/ns#" term="kits" /><category scheme="http://www.blogger.com/atom/ns#" term="scrapbooking" /><category scheme="http://www.blogger.com/atom/ns#" term="digital" /><title>Free Digital Scrapbooking Resources.</title><content type="html">We like to support those starting out or experimenting with digital scrapbooking and also our valued customers with free things. At this time of year a cleanout of our files was required and we have a stash of gifts to bring to you over the coming holiday season.&lt;br /&gt;
As well as this we will point you in the direction of valuable free digital resources to assist in your scrapbooking and craft.&lt;br /&gt;
Whether you are into Flickr, facebook, or blogs we will have you covered with gifts. Check out our &lt;a href="http://howtodigital.blogspot.com/p/free-stuff.html" target="_blank"&gt;FREE STUFF&lt;/a&gt; tab for updated information.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-1488875915247910968?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/oX2sGqBYwRf7p9A84x4Y0RxbuY4/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/oX2sGqBYwRf7p9A84x4Y0RxbuY4/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/oX2sGqBYwRf7p9A84x4Y0RxbuY4/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/oX2sGqBYwRf7p9A84x4Y0RxbuY4/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/TycDAX3xBOg" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/1488875915247910968/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2011/11/free-digital-scrapbooking-resources.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/1488875915247910968?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/1488875915247910968?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/TycDAX3xBOg/free-digital-scrapbooking-resources.html" title="Free Digital Scrapbooking Resources." /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2011/11/free-digital-scrapbooking-resources.html</feedburner:origLink></entry><entry gd:etag="W/&quot;C0IARH0_cCp7ImA9WhRRFEk.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-2971952423271250548</id><published>2011-11-27T16:51:00.000-08:00</published><updated>2011-11-27T16:52:25.348-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-27T16:52:25.348-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="dslr" /><category scheme="http://www.blogger.com/atom/ns#" term="photo" /><category scheme="http://www.blogger.com/atom/ns#" term="photography" /><category scheme="http://www.blogger.com/atom/ns#" term="tutorial" /><category scheme="http://www.blogger.com/atom/ns#" term="babies" /><category scheme="http://www.blogger.com/atom/ns#" term="how to" /><category scheme="http://www.blogger.com/atom/ns#" term="cropping" /><title>Baby photography tips, how to photograph your baby</title><content type="html">I think most digital scrapbookers at one time or another have babies to scrap. What about the photos themselves though. A great photo is more important then any embellishments.&lt;br /&gt;
Tanya Puntti's&amp;nbsp; &lt;a href="http://www.slrphotographyguide.com/blog"&gt;SLR Photography Guide Blog&lt;/a&gt; has some great tips and as a new DSLR owner I am slowly working my way through them.&lt;br /&gt;
How to photograph your baby seems like a great place to start if you have babies in your family. You will find it &lt;a href="http://www.slrphotographyguide.com/blog/beginner-tips/baby-photography-tips.html" target="_blank"&gt;here&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
My personal tip when scrapbooking babies or children is don't be afraid to crop and take your photos up close. We don't always need the extraneous objects or backgrounds but just that awesome face. Sometimes backgrounds reference an event or a place but not always.&lt;br /&gt;
Here is an example.&lt;br /&gt;
This is my original photo of my 2 girls taken way back in 1990. I love the photo but don't need all the extraneous stuff. This does remind me where the pic was taken but just detracts from the girls.&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-S1BEYU3H3y4/TtLZVUOR-bI/AAAAAAAAC5w/IP-_-BvZiJs/s1600/19900002.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="265" src="http://1.bp.blogspot.com/-S1BEYU3H3y4/TtLZVUOR-bI/AAAAAAAAC5w/IP-_-BvZiJs/s400/19900002.JPG" width="400" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;I cropped it down closer to the girls and you can see this looks much better with the focus just on them. &lt;/div&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-swiKx2yBbhM/TtLZYE3PbkI/AAAAAAAAC54/E8EHZiPNFf0/s1600/19900002a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="308" src="http://4.bp.blogspot.com/-swiKx2yBbhM/TtLZYE3PbkI/AAAAAAAAC54/E8EHZiPNFf0/s400/19900002a.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
Think of this when framing your shots as well and most of all enjoy taking the photos.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-2971952423271250548?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/vfkspfZgP7SUcWDw_sMt_fCMJ2k/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/vfkspfZgP7SUcWDw_sMt_fCMJ2k/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/pnMo4z0Io2I" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/2971952423271250548/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2011/11/baby-photography-tips-how-to-photograph.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/2971952423271250548?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/2971952423271250548?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/pnMo4z0Io2I/baby-photography-tips-how-to-photograph.html" title="Baby photography tips, how to photograph your baby" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-S1BEYU3H3y4/TtLZVUOR-bI/AAAAAAAAC5w/IP-_-BvZiJs/s72-c/19900002.JPG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2011/11/baby-photography-tips-how-to-photograph.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D0IHSX04fCp7ImA9WhRSGUk.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-7350977838964713600</id><published>2011-11-21T23:04:00.000-08:00</published><updated>2011-11-21T23:05:38.334-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-21T23:05:38.334-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="video" /><category scheme="http://www.blogger.com/atom/ns#" term="photoshop actions" /><category scheme="http://www.blogger.com/atom/ns#" term="tutorial" /><title>PhotoShop Actions: Explored and Explained</title><content type="html">New to photoshop ? Actions are a great time saving  resource and easy to use.They can be used creatively on your photos, to  automate taks like resizing to save time and also to make items to use  in your design. Check out this great video tutorial that explains the  details. Just press the go arrow.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;iframe allowfullscreen="" frameborder="0" height="344" src="http://www.youtube.com/embed/SluBrFdA4kw?fs=1" width="459"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-7350977838964713600?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/7NB2fqkC72KPyY84rF8S4drYj7M/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/7NB2fqkC72KPyY84rF8S4drYj7M/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/d373bDA5Cn8" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/7350977838964713600/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2011/11/photoshop-actions-explored-and.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/7350977838964713600?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/7350977838964713600?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/d373bDA5Cn8/photoshop-actions-explored-and.html" title="PhotoShop Actions: Explored and Explained" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://img.youtube.com/vi/SluBrFdA4kw/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2011/11/photoshop-actions-explored-and.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkEDSHs7fip7ImA9WhRSF0k.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-2433327018723382857</id><published>2011-11-19T16:23:00.000-08:00</published><updated>2011-11-19T16:24:39.506-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-19T16:24:39.506-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="retouching" /><category scheme="http://www.blogger.com/atom/ns#" term="Photoshop" /><category scheme="http://www.blogger.com/atom/ns#" term="tutorial" /><category scheme="http://www.blogger.com/atom/ns#" term="face" /><category scheme="http://www.blogger.com/atom/ns#" term="dodge and burn" /><title>HOW TO RETOUCH USING DODGE AND BURN</title><content type="html">&lt;div class="UIShareStage_Title"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-size: small;"&gt;I have played with the dodge and burn tools but never taken the time to read up on how to use them well. This week I will be practising thanks to PSDFan and this great tutorial.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="UIShareStage_Title"&gt;&lt;/div&gt;&lt;div class="UIShareStage_Title"&gt;&lt;span style="font-size: large;"&gt;&lt;a class="UIShareStage_InlineEdit inline_edit" href="http://www.blogger.com/post-edit.g?blogID=1822066122082035754&amp;amp;postID=2433327018723382857&amp;amp;from=pencil"&gt;Professional Retouching Tutorial: Dodge and Burn (Part 2) | PSDFan&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="UIShareStage_Subtitle"&gt;&lt;a href="http://www.blogger.com/goog_1673195474"&gt;&lt;br /&gt;
&lt;/a&gt;&lt;/div&gt;&lt;div class="UIShareStage_BottomMargin"&gt;In  this Part 2 (of two) you will learn how to dodge and burn your photos  in a unique but professional way, creating a super smooth skin surface.  We look at the theory behind these techniques, and why it's worth  spending the extra time on your retouching process!&lt;/div&gt;&lt;div class="UIShareStage_BottomMargin"&gt;&lt;a href="http://psd.fanextra.com/tutorials/professional-retouching-tutorial-dodge-and-burn-part-2/" target="_blank"&gt;Check it out here. &lt;/a&gt;&lt;/div&gt;&lt;div class="UIShareStage_BottomMargin"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-vjrLPar7e2A/TshH-Wv2avI/AAAAAAAAC4w/8HkZyTGSj_g/s1600/dodgeburn1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="186" src="http://2.bp.blogspot.com/-vjrLPar7e2A/TshH-Wv2avI/AAAAAAAAC4w/8HkZyTGSj_g/s400/dodgeburn1.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="UIShareStage_BottomMargin"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-2433327018723382857?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/de3IrxdzklOrUqfLT85qKo0il9A/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/de3IrxdzklOrUqfLT85qKo0il9A/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/-Gjuw5hFaWo" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/2433327018723382857/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2011/11/how-to-retouch-using-dodge-and-burn.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/2433327018723382857?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/2433327018723382857?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/-Gjuw5hFaWo/how-to-retouch-using-dodge-and-burn.html" title="HOW TO RETOUCH USING DODGE AND BURN" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-vjrLPar7e2A/TshH-Wv2avI/AAAAAAAAC4w/8HkZyTGSj_g/s72-c/dodgeburn1.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2011/11/how-to-retouch-using-dodge-and-burn.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DkIGQXc_cCp7ImA9WhRSFUw.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-5452983135998739418</id><published>2011-11-16T23:20:00.000-08:00</published><updated>2011-11-16T23:22:00.948-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-16T23:22:00.948-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Photoshop" /><category scheme="http://www.blogger.com/atom/ns#" term="brushes" /><category scheme="http://www.blogger.com/atom/ns#" term="tutorial" /><category scheme="http://www.blogger.com/atom/ns#" term="how to" /><category scheme="http://www.blogger.com/atom/ns#" term="elements" /><title>LOADING BRUSHES IN PHOTOSHOP ELEMENTS</title><content type="html">&lt;div class="WordSection1"&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-size: 14pt; line-height: 115%;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Tutorial uses PSE9 but &lt;span class="GramE"&gt;steps&amp;nbsp; are&lt;/span&gt; the same in PSE7 and 8.&lt;/div&gt;&lt;div class="MsoNormal"&gt;BRUSHES ARE LOADED AFTER YOU OPEN ELEMENTS.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;img alt="Brushes_step1.jpg" height="385" src="http://www.digitalscrapn.com/tutorials/LOADING%20BRUSHES%20IN%20PHOTOSHOP%20ELEMENTS_files/image002.jpg" width="640" /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;img alt="Brushes_step2.jpg" height="385" src="http://www.digitalscrapn.com/tutorials/LOADING%20BRUSHES%20IN%20PHOTOSHOP%20ELEMENTS_files/image004.jpg" width="640" /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;img alt="Brushes_step3.jpg" height="384" src="http://www.digitalscrapn.com/tutorials/LOADING%20BRUSHES%20IN%20PHOTOSHOP%20ELEMENTS_files/image006.jpg" width="640" /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;img alt="Brushes_step4.jpg" height="384" src="http://www.digitalscrapn.com/tutorials/LOADING%20BRUSHES%20IN%20PHOTOSHOP%20ELEMENTS_files/image008.jpg" width="640" /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;You can now continue with the action.&lt;/div&gt;&lt;div class="MsoNormal"&gt;It is not recommended in PSE to leave too many brushes in or it will slow down. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;img alt="Brushes_deafults.jpg" height="434" src="http://www.digitalscrapn.com/tutorials/LOADING%20BRUSHES%20IN%20PHOTOSHOP%20ELEMENTS_files/image010.jpg" width="509" /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;img alt="Brushes_deleting.jpg" height="476" src="http://www.digitalscrapn.com/tutorials/LOADING%20BRUSHES%20IN%20PHOTOSHOP%20ELEMENTS_files/image012.jpg" width="504" /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-5452983135998739418?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/4OZ8-yAKODN2bmwolAVZU965nkM/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/4OZ8-yAKODN2bmwolAVZU965nkM/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/0Y37llTjn5E" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/5452983135998739418/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2011/11/loading-brushes-in-photoshop-elements.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/5452983135998739418?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/5452983135998739418?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/0Y37llTjn5E/loading-brushes-in-photoshop-elements.html" title="LOADING BRUSHES IN PHOTOSHOP ELEMENTS" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2011/11/loading-brushes-in-photoshop-elements.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CUEMQX46cCp7ImA9WhRTE0Q.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-7993727808458408352</id><published>2011-11-04T01:01:00.000-07:00</published><updated>2011-11-04T01:01:20.018-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-04T01:01:20.018-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="extract" /><category scheme="http://www.blogger.com/atom/ns#" term="image" /><category scheme="http://www.blogger.com/atom/ns#" term="Photoshop" /><category scheme="http://www.blogger.com/atom/ns#" term="tutorial" /><category scheme="http://www.blogger.com/atom/ns#" term="how to" /><category scheme="http://www.blogger.com/atom/ns#" term="CS5" /><title>Extracting Images in Photoshop CS5</title><content type="html">&lt;iframe allowfullscreen="" frameborder="0" height="270" src="http://www.youtube.com/embed/gVZpObXKvoQ?fs=1" width="480"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-7993727808458408352?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/nKnJ1h1mvBOAdNZDvF1DiZIORqI/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/nKnJ1h1mvBOAdNZDvF1DiZIORqI/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/MIJ87bm4U0M" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/7993727808458408352/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2011/11/extracting-images-in-photoshop-cs5.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/7993727808458408352?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/7993727808458408352?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/MIJ87bm4U0M/extracting-images-in-photoshop-cs5.html" title="Extracting Images in Photoshop CS5" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://img.youtube.com/vi/gVZpObXKvoQ/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2011/11/extracting-images-in-photoshop-cs5.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Dk4ERXc4cCp7ImA9WhRTEk4.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-8368448573593724474</id><published>2011-11-02T04:51:00.000-07:00</published><updated>2011-11-02T04:55:04.938-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-02T04:55:04.938-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Photoshop" /><category scheme="http://www.blogger.com/atom/ns#" term="shapes" /><category scheme="http://www.blogger.com/atom/ns#" term="tutorial" /><category scheme="http://www.blogger.com/atom/ns#" term="how to" /><category scheme="http://www.blogger.com/atom/ns#" term="custom shapes" /><category scheme="http://www.blogger.com/atom/ns#" term="elements" /><title>HOW TO LOAD CUSTOM SHAPES IN PHOTOSHOP ELEMENTS</title><content type="html">&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-size: 14pt; line-height: 115%;"&gt;LOADING CUSTOM SHAPES IN PHOTOSHOP ELEMENTS&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;I often get asked about using custom shapes in Photoshop elements [PSE] and particularly by those who are trying to run actions that need a special shape. It is a simple process that can be achieved by even beginners. Just follow&amp;nbsp; these easy steps.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;Tutorial uses PSE9 but &lt;span class="GramE"&gt;steps&amp;nbsp; are&lt;/span&gt; the same in PSE7 and 8.&lt;/div&gt;&lt;div class="MsoNormal"&gt;CUSTOM SHAPES MUST BE LOADED &lt;b style="mso-bidi-font-weight: normal;"&gt;BEFORE&lt;/b&gt; YOU OPEN ELEMENTS.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Step 1&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;You need to navigate to C:\&lt;b style="mso-bidi-font-weight: normal;"&gt;ProgramFiles&lt;/b&gt;\Adobe\Photoshop Elements 9\Presets\Custom Shapes [in Vista and Windows 7]&lt;/div&gt;&lt;div class="MsoNormal"&gt;In Windows 7 64bit the folder will be ‘&lt;b style="mso-bidi-font-weight: normal;"&gt;Program Files (x86)&lt;/b&gt;’&lt;/div&gt;&lt;div class="MsoNormal"&gt;Simply copy the Custom shape file [.&lt;span class="SpellE"&gt;&lt;span class="GramE"&gt;csh&lt;/span&gt;&lt;/span&gt;&lt;span class="GramE"&gt; ]&lt;/span&gt; into this folder. Make sure you keep the original.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Step 2&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Then you can open elements. Select custom shapes from the left side tools palette. &lt;/div&gt;&lt;div class="MsoNormal"&gt;In the top menu bar select the little arrow next to shape. You will get a box open with your shapes. &lt;/div&gt;&lt;div class="MsoNormal"&gt;On the right of that is another arrow - click on that and your installed shapes will be there and you&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span class="GramE"&gt;will&lt;/span&gt; see your shape you installed. Select it.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://2.bp.blogspot.com/-CoJ-WQCY4hM/TrEs27dia9I/AAAAAAAAC4I/pr6RM4kpU48/s1600/image002.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="391" src="http://2.bp.blogspot.com/-CoJ-WQCY4hM/TrEs27dia9I/AAAAAAAAC4I/pr6RM4kpU48/s640/image002.jpg" width="600" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://2.bp.blogspot.com/-Xoh9yKolAnM/TrEs94Hhx7I/AAAAAAAAC4Q/nObtipAhaxQ/s1600/image004.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="391" src="http://2.bp.blogspot.com/-Xoh9yKolAnM/TrEs94Hhx7I/AAAAAAAAC4Q/nObtipAhaxQ/s640/image004.jpg" width="600" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;IT IS NOT RECOMMENDED THAT YOU INSTALL MANY CUSTOM SHAPES AT ONE TIME AS IT WILL SLOW DOWN ELEMENTS.&lt;/div&gt;&lt;div class="MsoNormal"&gt;BETTER PRACTISE WOULD BE TO INSTALL AS YOU NEED AND REMOVE WHEN YOU INSTALL THE NEXT ONES FOR USE.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-8368448573593724474?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/pk58RTFD2RKygcSQgMMuZNLXpdg/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/pk58RTFD2RKygcSQgMMuZNLXpdg/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/ZhX_GHqArpc" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/8368448573593724474/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2011/11/how-to-load-custom-shapes-in-photoshop.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/8368448573593724474?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/8368448573593724474?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/ZhX_GHqArpc/how-to-load-custom-shapes-in-photoshop.html" title="HOW TO LOAD CUSTOM SHAPES IN PHOTOSHOP ELEMENTS" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-CoJ-WQCY4hM/TrEs27dia9I/AAAAAAAAC4I/pr6RM4kpU48/s72-c/image002.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2011/11/how-to-load-custom-shapes-in-photoshop.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkcGR3ozfip7ImA9WhRSF0k.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-3428273396719890663</id><published>2011-10-28T16:59:00.000-07:00</published><updated>2011-11-19T16:13:46.486-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-19T16:13:46.486-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="retouching" /><category scheme="http://www.blogger.com/atom/ns#" term="Photoshop" /><category scheme="http://www.blogger.com/atom/ns#" term="healing" /><category scheme="http://www.blogger.com/atom/ns#" term="tutorial" /><category scheme="http://www.blogger.com/atom/ns#" term="remove blemish" /><category scheme="http://www.blogger.com/atom/ns#" term="how to" /><category scheme="http://www.blogger.com/atom/ns#" term="face" /><title>Retouching your photos - Healing</title><content type="html">&lt;div class="UIShareStage_Title"&gt;&amp;nbsp;How often do you need to get rid of a blemish in a photograph. I personally like to leave mine showing the person's character so I wouldn't remove something like a&amp;nbsp; mole but those dreaded pimples are often on my teenagers photos. There are many ways to deal with this but one way is using the clone stamp. This is a very clear tutorial from PSDFANextras that shows you step by step how to retouch. It is great for home photographers wanting to retouch a photo as well as more advanced users.&lt;/div&gt;&lt;div class="UIShareStage_Title"&gt;&lt;a href="http://www.blogger.com/goog_1609867709"&gt;&lt;br /&gt;
&lt;/a&gt;&lt;/div&gt;&lt;div class="UIShareStage_Title"&gt;&lt;i&gt;Professional Retouching Tutorial: Healing (Part 1) | PSDFan&lt;/i&gt;&lt;/div&gt;&lt;div class="UIShareStage_Subtitle"&gt;&lt;/div&gt;&lt;div class="UIShareStage_BottomMargin"&gt;&lt;a href="http://psd.fanextra.com/tutorials/professional-retouching-tutorial-healing-part-1/" target="_blank"&gt;&lt;i&gt;In  this Part 1 (of two) you will learn how to heal your photos, removing  any unwanted blemishes. Crucially, we look at the theory behind photo  retouching, and why subtlety is key!&lt;/i&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="UIShareStage_BottomMargin"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-AtivM7h1Pr8/TqtBRH_hvaI/AAAAAAAAC3Y/pv62M2HP5JI/s1600/healingthumb200.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://2.bp.blogspot.com/-AtivM7h1Pr8/TqtBRH_hvaI/AAAAAAAAC3Y/pv62M2HP5JI/s320/healingthumb200.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="UIShareStage_BottomMargin"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-3428273396719890663?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/N12kbndP6wZKLICcVu8Ytau2gw0/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/N12kbndP6wZKLICcVu8Ytau2gw0/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/0g9ouX_xTs4" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/3428273396719890663/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2011/10/retouching-your-photos-healing.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/3428273396719890663?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/3428273396719890663?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/0g9ouX_xTs4/retouching-your-photos-healing.html" title="Retouching your photos - Healing" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-AtivM7h1Pr8/TqtBRH_hvaI/AAAAAAAAC3Y/pv62M2HP5JI/s72-c/healingthumb200.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2011/10/retouching-your-photos-healing.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CUQHQngzeCp7ImA9WhdaF00.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-7264547892682619998</id><published>2011-10-27T01:14:00.000-07:00</published><updated>2011-10-27T01:15:33.680-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-27T01:15:33.680-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="brushes" /><category scheme="http://www.blogger.com/atom/ns#" term="tutorial" /><category scheme="http://www.blogger.com/atom/ns#" term="how to" /><category scheme="http://www.blogger.com/atom/ns#" term="wegraphics" /><title>How do you make your own photoshop brushes ?</title><content type="html">Ever wondered ?? There are some awesome brushes out there and one site we love is Wegraphics.&lt;br /&gt;
They just released this great tutorial that is a walk through of the process for creating a brush set, down to the paper and paint to the scan and final prep work.&lt;br /&gt;
It has some great tips in easy steps and is well worth a look.&lt;br /&gt;
&lt;br /&gt;
You will find it &lt;a href="http://wegraphics.net/blog/tutorials/how-to-create-incredible-photoshop-brushes-from-hand-made-art/"&gt;here&lt;/a&gt;.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-7264547892682619998?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/ygTvzeHSCWI-JRZ3kXpiRMBZhzU/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/ygTvzeHSCWI-JRZ3kXpiRMBZhzU/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/8su4Pa7nvzE" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/7264547892682619998/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2011/10/how-do-you-make-your-own-photoshop.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/7264547892682619998?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/7264547892682619998?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/8su4Pa7nvzE/how-do-you-make-your-own-photoshop.html" title="How do you make your own photoshop brushes ?" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2011/10/how-do-you-make-your-own-photoshop.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DU8BSXY8eip7ImA9WhdaFkw.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-5005777571236296610</id><published>2011-10-26T01:26:00.000-07:00</published><updated>2011-10-26T01:30:58.872-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-26T01:30:58.872-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="photo" /><category scheme="http://www.blogger.com/atom/ns#" term="Photoshop" /><category scheme="http://www.blogger.com/atom/ns#" term="color" /><category scheme="http://www.blogger.com/atom/ns#" term="black and white" /><title>Adding B&amp;W to photos</title><content type="html">From Kerrie this tutorial shows you how to take a colour photo and change to B&amp;amp;W  and colour emphasis certain parts of the photo. Written for  Photoshop CS versions it can be adapted easily for PS Elements  or Paint Shop Pro.&lt;br /&gt;
You can also download the pdf &lt;a href="http://www.4shared.com/file/ZZLgTgNN/Adding_BW_to_photo.html" target="_blank"&gt;&lt;span style="color: red;"&gt;HERE&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div class="Default"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt;Adding B&amp;amp;W to a color photo for emphasis &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Verdana&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 18pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="WordSection2"&gt;&lt;div class="Default"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="Default"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: windowtext;"&gt;Start with any color photograph.&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: windowtext;"&gt;Wedding pictures are great for this tip. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="Default"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-Oo_iHWVTSc4/TqfDgr7BRSI/AAAAAAAAC2s/PPXdJaoaTyQ/s1600/8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-Oo_iHWVTSc4/TqfDgr7BRSI/AAAAAAAAC2s/PPXdJaoaTyQ/s320/8.jpg" width="286" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: windowtext;"&gt;Duplicate the image &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: windowtext;"&gt;(select IMAGE&amp;gt;&amp;gt;DUPLICATE) &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-F04aW9hK75c/TqfDp1leNpI/AAAAAAAAC20/KP8vgxU3QCg/s1600/9.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-F04aW9hK75c/TqfDp1leNpI/AAAAAAAAC20/KP8vgxU3QCg/s320/9.jpg" width="295" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="Default"&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: windowtext;"&gt;Convert duplicate image to grayscale (select&amp;nbsp; IMAGE&amp;gt;&amp;gt;MODE&amp;gt;&amp;gt;GRAYSCALE and click OK).&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="Default"&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-1UkR0QOSImg/TqfDvv098VI/AAAAAAAAC28/zkqeRO-gI04/s1600/10.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="223" src="http://2.bp.blogspot.com/-1UkR0QOSImg/TqfDvv098VI/AAAAAAAAC28/zkqeRO-gI04/s320/10.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="Default"&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: windowtext;"&gt;Then Select all (CTRL+a) and copy (CTRL+c).&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: windowtext;"&gt;Go back to the color photograph and select EDIT&amp;gt;&amp;gt;PASTE LAYER&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: windowtext;"&gt;this will add the grayscale image on top of your color photograph layer.&lt;/span&gt;&lt;span style="color: windowtext; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="Default"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-L6Dhtz_gBmE/TqfD0ZPOSEI/AAAAAAAAC3E/imuS8uyCzfA/s1600/11.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-L6Dhtz_gBmE/TqfD0ZPOSEI/AAAAAAAAC3E/imuS8uyCzfA/s1600/11.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="Default"&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: windowtext;"&gt;On the grayscale layer, use your eraser tool&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: windowtext;"&gt;And erase all the parts where you want the color to show through. Make sure you adjust your brush size and be careful around the edges. To be more precise, press your Caps Lock key to change the cursor to a cross-hair. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: windowtext;"&gt;Then save your photo under a new name so the original will not be affected.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-bk_SXzMy5RU/TqfD5_OBoJI/AAAAAAAAC3M/8sIGTd_4ljI/s1600/12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-bk_SXzMy5RU/TqfD5_OBoJI/AAAAAAAAC3M/8sIGTd_4ljI/s320/12.jpg" width="286" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: windowtext;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: windowtext; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.5pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-5005777571236296610?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/IHogMnhjqVlcP2ncyvBRnYLVrbs/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/IHogMnhjqVlcP2ncyvBRnYLVrbs/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/-pvxnLltJlI" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/5005777571236296610/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2011/10/adding-b-to-photos.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/5005777571236296610?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/5005777571236296610?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/-pvxnLltJlI/adding-b-to-photos.html" title="Adding B&amp;W to photos" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-Oo_iHWVTSc4/TqfDgr7BRSI/AAAAAAAAC2s/PPXdJaoaTyQ/s72-c/8.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2011/10/adding-b-to-photos.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A08ESH4_fSp7ImA9WhdaFUU.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-4967734240759145165</id><published>2011-10-25T17:43:00.000-07:00</published><updated>2011-10-25T17:43:29.045-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-25T17:43:29.045-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="photography" /><category scheme="http://www.blogger.com/atom/ns#" term="cross processing" /><category scheme="http://www.blogger.com/atom/ns#" term="tutorial" /><category scheme="http://www.blogger.com/atom/ns#" term="adobe" /><title>Digital Cross processing in Photoshop</title><content type="html">&lt;div class="uiAttachmentTitle" data-ft="{&amp;quot;type&amp;quot;:11}"&gt;&lt;strong&gt;&lt;a href="http://ideasplayer.com/2011/10/digital-cross-processing-in-photoshop/" rel="nofollow" target="_blank"&gt;Digital Cross Processing in Photoshop » ideasplayer.com&lt;/a&gt;&lt;/strong&gt; &lt;/div&gt;&lt;span class="caption"&gt;ideasplayer.com&lt;/span&gt;&lt;br /&gt;
Cross  processing is a photographic technique where the film is deliberately  processed in a solution intended for another type of film.This is an awsome tutorial that shows you easily how to mimic this effect using Adobe camera raw.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-4967734240759145165?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/ST5scDHThEkV17GpV2cf-jieExE/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/ST5scDHThEkV17GpV2cf-jieExE/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/uIobeW-XdjQ" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/4967734240759145165/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2011/10/digital-cross-processing-in-photoshop.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/4967734240759145165?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/4967734240759145165?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/uIobeW-XdjQ/digital-cross-processing-in-photoshop.html" title="Digital Cross processing in Photoshop" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2011/10/digital-cross-processing-in-photoshop.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CEEEQHo9cCp7ImA9WhdaFUU.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-3756534483245887540</id><published>2011-10-25T05:57:00.000-07:00</published><updated>2011-10-25T15:43:21.468-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-25T15:43:21.468-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="overlays" /><category scheme="http://www.blogger.com/atom/ns#" term="Photoshop" /><category scheme="http://www.blogger.com/atom/ns#" term="free" /><category scheme="http://www.blogger.com/atom/ns#" term="tutorial" /><category scheme="http://www.blogger.com/atom/ns#" term="paper" /><title>Making digital backgrounds using overlays</title><content type="html">Making backgrounds using overlays&lt;br /&gt;
By Gem&lt;br /&gt;
&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 474.65pt; mso-element-left: 42.0pt; mso-element-top: 296.25pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 791px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div class="CM4" style="line-height: 16.8pt; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 474.65pt; mso-element-left: 42.0pt; mso-element-top: 296.25pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;a href="http://www.digitalscrapn.com/index.php?main_page=index&amp;amp;cPath=538_308%20"&gt;&lt;span style="color: #0053a7; font-size: 14pt;"&gt;&lt;span style="color: black;"&gt;&lt;span style="color: black;"&gt;Overlays at Digitalscrapn&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 199.85pt; mso-element-left: 42.0pt; mso-element-top: 329.85pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 333px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding: 0cm;" valign="top"&gt;&lt;div class="CM5" style="line-height: 16.8pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: #211d1e;"&gt;Start by creating a new document. File   - New, enter these settings: 12x12 inches, 300 dpi RGB. Fill it with the   color of your choice.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="CM5" style="line-height: 16.8pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;span style="font-size: small;"&gt;   &lt;/span&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 553.0pt; mso-element-left: 41.0pt; mso-element-top: 412.05pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 922px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://2.bp.blogspot.com/-03pi22Fc9qY/TqatQTCyzcI/AAAAAAAAC1c/o4KT7eOSJg8/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="245" src="http://2.bp.blogspot.com/-03pi22Fc9qY/TqatQTCyzcI/AAAAAAAAC1c/o4KT7eOSJg8/s400/1.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="Default" style="margin-bottom: 7.0pt; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 553.0pt; mso-element-left: 41.0pt; mso-element-top: 412.05pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="color: #211d1e; font-size: 14pt;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 500.4pt; mso-element-left: 42.9pt; mso-element-top: 733.65pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 834px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div class="CM1"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: #211d1e;"&gt;Open the overlay you want to use and   drag it over to your background document while holding&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="color: #211d1e;"&gt; the left mouse-button   down. If you hold down the Shift button at the same time, the overlay&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="color: #211d1e;"&gt;will   drop right onto the centre of your document.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="CM1"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 370.95pt; mso-element-left: 40.0pt; mso-element-top: 87.1pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 618px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-rNVLhLCEOQ8/TqauBRutp5I/AAAAAAAAC1k/R5j7VsisZO4/s1600/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-rNVLhLCEOQ8/TqauBRutp5I/AAAAAAAAC1k/R5j7VsisZO4/s320/2.jpg" width="312" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="Default" style="margin-bottom: 11.0pt; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 370.95pt; mso-element-left: 40.0pt; mso-element-top: 87.1pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; page-break-before: always;"&gt;&lt;span style="color: #211d1e; font-size: 14pt;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 171.3pt; mso-element-left: 377.0pt; mso-element-top: 85.5pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 285px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div class="Default" style="line-height: 16.8pt; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 171.3pt; mso-element-left: 377.0pt; mso-element-top: 85.5pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;i&gt;&lt;span style="color: #211d1e; font-size: 14pt;"&gt;The&lt;span style="font-size: small;"&gt; overlay is dropped on top of the   new background layer.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="Default" style="line-height: 16.8pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-SGxeO_yzZTs/TqauRASO6_I/AAAAAAAAC1s/e0s4B9RusTw/s1600/3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://2.bp.blogspot.com/-SGxeO_yzZTs/TqauRASO6_I/AAAAAAAAC1s/e0s4B9RusTw/s640/3.jpg" width="210" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="Default" style="line-height: 16.8pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 277.55pt; mso-element-left: 40.05pt; mso-element-top: 496.7pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 462px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding: 0cm;" valign="top"&gt;&lt;div class="CM4" style="line-height: 16.8pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: #211d1e;"&gt;Now you can go and change the Blending   Mode, you ﬁnd it at the top of the Layers Palette. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 308.05pt; mso-element-left: 40.05pt; mso-element-top: 547.05pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 513px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding: 0cm;" valign="top"&gt;&lt;div class="CM4" style="line-height: 16.8pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: #211d1e;"&gt;Try out the different Blending Modes.   When you get a result you like then keep it. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 325.1pt; mso-element-left: 40.05pt; mso-element-top: 597.45pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 542px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div class="CM4" style="line-height: 16.8pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: #211d1e;"&gt;If you decide that you don’t like it   after you have added a Blending Mode just open the Blending Mode drop down   menu again and choose Normal. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 312.95pt; mso-element-left: 40.05pt; mso-element-top: 664.65pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 521px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding: 0cm;" valign="top"&gt;&lt;div class="CM6" style="line-height: 16.8pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: #211d1e;"&gt;You can change the opacity of the   overlay by using the Opacity slider to the right of the Blending Mode. You ﬁnd   the slider by clicking on the little arrow or you can just type in the amount   of opacity you want. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 216.4pt; mso-element-left: 379.95pt; mso-element-top: 267.05pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 361px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div class="Default" style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 216.4pt; mso-element-left: 379.95pt; mso-element-top: 267.05pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="color: #211d1e; font-size: 14pt;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 295.0pt; mso-element-left: 173.55pt; mso-element-top: 52.55pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 492px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div align="center" class="CM3" style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 295.0pt; mso-element-left: 173.55pt; mso-element-top: 52.55pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; page-break-before: always; text-align: center;"&gt;&lt;span style="color: #211d1e; font-size: 14pt;"&gt;A few samples of the different Blend   Modes&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style="text-align: left;"&gt;&lt;span style="color: #211d1e; font-size: 14pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Blend Mode Normal &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Blend Mode - Color Dodge &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 504.65pt; mso-element-left: 65.0pt; mso-element-top: 90.1pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 841px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div class="Default" style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 504.65pt; mso-element-left: 65.0pt; mso-element-top: 90.1pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="color: #211d1e; font-size: 14pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 454.15pt; mso-element-left: 101.3pt; mso-element-top: 286.5pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 757px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;br /&gt;
&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 504.65pt; mso-element-left: 65.0pt; mso-element-top: 320.1pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 841px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://3.bp.blogspot.com/-vAyo_xvFkds/Tqau8iadLnI/AAAAAAAAC10/IcE19R_eLgI/s1600/4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="167" src="http://3.bp.blogspot.com/-vAyo_xvFkds/Tqau8iadLnI/AAAAAAAAC10/IcE19R_eLgI/s400/4.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="Default" style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 504.65pt; mso-element-left: 65.0pt; mso-element-top: 320.1pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="color: #211d1e; font-size: 14pt;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style="color: #211d1e; font-size: 14pt;"&gt;&amp;nbsp; Blend Mode = Color Burn &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Blend Mode - Overlay &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 450.65pt; mso-element-left: 90.6pt; mso-element-top: 516.45pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 751px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div align="center" class="CM3" style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 450.65pt; mso-element-left: 90.6pt; mso-element-top: 516.45pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;"&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 503.45pt; mso-element-left: 65.0pt; mso-element-top: 551.0pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 839px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div class="Default" style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 503.45pt; mso-element-left: 65.0pt; mso-element-top: 551.0pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 504.65pt; mso-element-left: 65.0pt; mso-element-top: 320.1pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 841px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://3.bp.blogspot.com/-2KPk8yIoTBI/TqavgVn3q9I/AAAAAAAAC18/ycNkbpcE6vo/s1600/5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="167" src="http://3.bp.blogspot.com/-2KPk8yIoTBI/TqavgVn3q9I/AAAAAAAAC18/ycNkbpcE6vo/s400/5.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="Default" style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 504.65pt; mso-element-left: 65.0pt; mso-element-top: 320.1pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="color: #211d1e; font-size: 14pt;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;span style="color: #211d1e; font-size: 14pt;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Blend Mode - Screen&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Blend Mode - Difference &lt;/span&gt;&lt;span style="color: #211d1e; font-size: 14pt;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 444.1pt; mso-element-left: 103.9pt; mso-element-top: 747.45pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 740px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div align="center" class="CM3" style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 444.1pt; mso-element-left: 103.9pt; mso-element-top: 747.45pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: center;"&gt;&lt;i&gt;&lt;span style="color: #211d1e; font-size: 14pt;"&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 212.85pt; mso-element-left: 40.0pt; mso-element-top: 644.0pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 355px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="Default" style="margin-bottom: 9.0pt; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 212.85pt; mso-element-left: 40.0pt; mso-element-top: 644.0pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; page-break-before: always;"&gt;&lt;span style="color: #211d1e; font-size: 14pt;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 416.4pt; mso-element-left: 40.0pt; mso-element-top: 40.7pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 694px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding: 0cm;" valign="top"&gt;&lt;div class="CM4" style="line-height: 16.8pt;"&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://4.bp.blogspot.com/-0C88sIk_07g/TqawXhC784I/AAAAAAAAC2M/T-_G-ft78aM/s1600/6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="167" src="http://4.bp.blogspot.com/-0C88sIk_07g/TqawXhC784I/AAAAAAAAC2M/T-_G-ft78aM/s400/6.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="color: #211d1e;"&gt;You can add effects like Layer Styles,   Patterns, Textures or Filters. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 466.5pt; mso-element-left: 40.0pt; mso-element-top: 74.3pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 777px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding: 0cm;" valign="top"&gt;&lt;div class="CM4" style="line-height: 16.8pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: #211d1e;"&gt;I have chosen to put a Layer Style -   Bevel and Emboss on my ﬁnished background.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: small;"&gt;&lt;span style="color: #211d1e;"&gt;I have also put a Bevel and Emboss   on the colored background layer to give it some structure. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 433.45pt; mso-element-left: 40.0pt; mso-element-top: 141.5pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 722px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding: 0cm;" valign="top"&gt;&lt;div class="CM6" style="line-height: 16.8pt;"&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: #211d1e;"&gt;If you don’t know how to use Layer   Styles, see my previous tutorials.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="CM6" style="line-height: 16.8pt;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;span style="font-size: small;"&gt;   &lt;/span&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 425.95pt; mso-element-left: 110.0pt; mso-element-top: 166.05pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 710px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-Kx643dOnhG0/TqaxAv5LtyI/AAAAAAAAC2U/o1a6CDoPAno/s1600/7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://4.bp.blogspot.com/-Kx643dOnhG0/TqaxAv5LtyI/AAAAAAAAC2U/o1a6CDoPAno/s400/7.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="Default" style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 425.95pt; mso-element-left: 110.0pt; mso-element-top: 166.05pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="color: #211d1e; font-size: 14pt;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 248.35pt; mso-element-left: 201.7pt; mso-element-top: 552.45pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 414px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div class="CM6" style="line-height: 16.8pt; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 248.35pt; mso-element-left: 201.7pt; mso-element-top: 552.45pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: justify; text-justify: inter-ideograph;"&gt;&lt;i&gt;&lt;span style="color: #211d1e; font-size: 14pt;"&gt;Closeup of the ﬁnished background. &lt;/span&gt;&lt;/i&gt;&lt;span style="color: #211d1e; font-size: 14pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 367.0pt; mso-element-left: 40.0pt; mso-element-top: 582.7pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 612px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div class="CM4" style="line-height: 16.8pt; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 367.0pt; mso-element-left: 40.0pt; mso-element-top: 582.7pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: justify; text-justify: inter-ideograph;"&gt;&lt;span style="color: #211d1e; font-size: 14pt;"&gt;Happy scrapping. &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 74.05pt; mso-element-left: 40.0pt; mso-element-top: 633.05pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 123px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div class="Default" style="line-height: 16.8pt; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 74.05pt; mso-element-left: 40.0pt; mso-element-top: 633.05pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly; text-align: justify; text-justify: inter-ideograph;"&gt;&lt;span style="color: #211d1e; font-size: 14pt;"&gt;Gem &lt;/span&gt;&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 213.5pt; mso-element-left: 40.0pt; mso-element-top: 772.2pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;table cellpadding="0" cellspacing="0" hspace="0" style="width: 356px;" vspace="0"&gt;&lt;tbody&gt;
&lt;tr&gt;   &lt;td align="left" style="padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" valign="top"&gt;&lt;div class="Default" style="mso-element-anchor-horizontal: page; mso-element-anchor-vertical: page; mso-element-frame-width: 213.5pt; mso-element-left: 40.0pt; mso-element-top: 772.2pt; mso-element-wrap: auto; mso-element: frame; mso-height-rule: exactly;"&gt;&lt;span style="color: #211d1e; font-size: 14pt;"&gt;http://www.digitalscrapn.com/&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-S5v7xAK4GLM/TqaxS2RPKkI/AAAAAAAAC2c/Ac103Cae5tg/s1600/7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="138" src="http://4.bp.blogspot.com/-S5v7xAK4GLM/TqaxS2RPKkI/AAAAAAAAC2c/Ac103Cae5tg/s200/7.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="Default"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-3756534483245887540?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/JX9xzKzLaQHFidtTCE9V8TbUORw/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/JX9xzKzLaQHFidtTCE9V8TbUORw/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/WctdCGUp9q4" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/3756534483245887540/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2011/10/making-digital-backgrounds-using.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/3756534483245887540?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/3756534483245887540?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/WctdCGUp9q4/making-digital-backgrounds-using.html" title="Making digital backgrounds using overlays" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-03pi22Fc9qY/TqatQTCyzcI/AAAAAAAAC1c/o4KT7eOSJg8/s72-c/1.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2011/10/making-digital-backgrounds-using.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DkUHQ304fyp7ImA9WhdaFUk.&quot;"><id>tag:blogger.com,1999:blog-1822066122082035754.post-4823349975331368114</id><published>2011-10-25T05:03:00.000-07:00</published><updated>2011-10-25T05:03:52.337-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-25T05:03:52.337-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Photoshop" /><category scheme="http://www.blogger.com/atom/ns#" term="tutorial" /><category scheme="http://www.blogger.com/atom/ns#" term="sharpen" /><title>Photoshop Tutorial - Non-destructively Sharpen Your Image In Photoshop</title><content type="html">&lt;iframe allowfullscreen="" frameborder="0" height="270" src="http://www.youtube.com/embed/hX4GGBDtshI?fs=1" width="480"&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;
This is a great tutorial from PSDVault. They show you how to Non-destructively Sharpen Your Image, as a result  bring out more photo details in Photoshop. You can apply this method to  any and it is done in a  non-destructive way, without damaging the original image.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1822066122082035754-4823349975331368114?l=howtodigital.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/1VHG2lbVWppWv4ggBhpkmeicCD0/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/1VHG2lbVWppWv4ggBhpkmeicCD0/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~4/MSa5f3UQFww" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://howtodigital.blogspot.com/feeds/4823349975331368114/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://howtodigital.blogspot.com/2011/10/photoshop-tutorial-non-destructively.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/4823349975331368114?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/1822066122082035754/posts/default/4823349975331368114?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/TutorialsForDigitalScrapbookingArtAndMore/~3/MSa5f3UQFww/photoshop-tutorial-non-destructively.html" title="Photoshop Tutorial - Non-destructively Sharpen Your Image In Photoshop" /><author><name>Sharon</name><uri>http://www.blogger.com/profile/07735046489761595231</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://img.youtube.com/vi/hX4GGBDtshI/default.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://howtodigital.blogspot.com/2011/10/photoshop-tutorial-non-destructively.html</feedburner:origLink></entry></feed>

