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    <title>Artisans Centre Peterborough upcoming events</title>
    <link>https://acp35.wildapricot.org/woodturning</link>
    <description>Artisans Centre Peterborough upcoming events</description>
    <dc:creator>Artisans Centre Peterborough</dc:creator>
    <generator>Wild Apricot - membership management software and more</generator>
    <language>en</language>
    <pubDate>Sun, 02 Aug 2026 03:46:31 GMT</pubDate>
    <lastBuildDate>Sun, 02 Aug 2026 03:46:31 GMT</lastBuildDate>
    <item>
      <pubDate>Wed, 12 Aug 2026 17:00:00 GMT</pubDate>
      <title>Basic Pen Turning (12 Aug 2026)</title>
      <description>&lt;span style="background-color: rgb(255, 255, 255);"&gt;&lt;img src="https://artisanscentre.ca/resources/Pictures/CIGMBP%20ZW-1.jpg" border="0" align="right" width="284" height="230"&gt;&lt;/span&gt;

&lt;p&gt;&lt;span style="background-color: rgb(255, 255, 255);"&gt;This class will cover the basics of turning pens from wood, including blank preparation,&amp;nbsp;&amp;nbsp;turning basics, finishing and assembly.&amp;nbsp; Pens will include a standard Slimline pen and possible variations on the Slimline. Students will take home two completed pens.&lt;/span&gt;&lt;/p&gt;&lt;span style="background-color: rgb(255, 255, 255);"&gt;Prerequisite: &amp;nbsp;&amp;nbsp;&amp;nbsp; None&lt;br&gt;
Instructors:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Leslie Gifford Cook&lt;br&gt;
Cost:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; $90.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ACP Members:&amp;nbsp; $80.00&lt;br&gt;
Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Maximum number of students:&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;4&lt;/span&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="background-color: rgb(255, 255, 255);"&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;

&lt;div&gt;
  &lt;p style="margin-bottom: 0px !important;"&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;/div&gt;</description>
      <link>https://artisanscentre.ca/event-6604893</link>
      <guid>https://artisanscentre.ca/event-6604893</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Tue, 18 Aug 2026 22:00:00 GMT</pubDate>
      <title>Turning a Garden Dibber (18 Aug 2026)</title>
      <description>&lt;p&gt;&lt;img src="https://artisanscentre.ca/resources/Pictures/25-096b-rotated-600.jpg" alt="" title="" border="0" width="210" height="157" align="right"&gt;&lt;/p&gt;

&lt;p&gt;&lt;font style="font-size: 16px;"&gt;Learn to turn your very own garden&amp;nbsp; dibbler! Dibbers are used to poke holes in the earth when planting seeds and bulbs and are usually marked in inches to gauge depth and/or distance between each plant.&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;font style="font-size: 16px;"&gt;The class will cover woodturning a garden dibber including blank preparation, design considerations, and basic spindle gouge techniques.&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;font style="font-size: 16px;"&gt;This class is intended for&amp;nbsp;&lt;span&gt;&lt;u&gt;New to Turning&lt;/u&gt;&lt;/span&gt;&amp;nbsp;participants or anyone who simply wants practice at spindle turning.&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;font style="font-size: 16px;"&gt;Prerequisite:&amp;nbsp;&amp;nbsp; None&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;font&gt;&lt;font style="font-size: 16px;"&gt;Instructor:&amp;nbsp; Leslie Gifford Cook&lt;/font&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;font style="font-size: 16px;"&gt;&lt;font&gt;Cost: $ 90.&lt;/font&gt;00&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;font style="font-size: 16px;"&gt;ACP Member:&amp;nbsp; $80.00&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;font style="font-size: 16px;"&gt;Maximum number of students: 4&lt;/font&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6730552</link>
      <guid>https://artisanscentre.ca/event-6730552</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Thu, 10 Sep 2026 17:00:00 GMT</pubDate>
      <title>Basic Woodturning (10 Sep 2026)</title>
      <description>&lt;img src="https://artisanscentre.ca/resources/Pictures/20231218_122230-500.jpg" alt="" title="" border="0" width="175" height="233" align="right" style="margin: 8px;"&gt;

&lt;p style=""&gt;This class will cover the safe operation of a lathe including appropriate personal safety protection and sharpening techniques for turning tools. It will cover techniques for turning spindles, both simple and complex, basic bowl and basic platter.&lt;/p&gt;

&lt;p style="line-height: 22px; margin-top: 1em !important;"&gt;Instructors: Bill Thompson&amp;nbsp; &amp;amp; Leslie Gifford Cook&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Prerequisite: None&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Cost: $325.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;ACP Members:&amp;nbsp; $290.00&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Maximum number of students:3&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Sessions: 4&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6762638</link>
      <guid>https://artisanscentre.ca/event-6762638</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Wed, 16 Sep 2026 17:00:00 GMT</pubDate>
      <title>Basic Pen Turning (16 Sep 2026)</title>
      <description>&lt;span style="background-color: rgb(255, 255, 255);"&gt;&lt;img src="https://artisanscentre.ca/resources/Pictures/CIGMBP%20ZW-1.jpg" border="0" align="right" width="284" height="230"&gt;&lt;/span&gt;

&lt;p&gt;&lt;span style="background-color: rgb(255, 255, 255);"&gt;This class will cover the basics of turning pens from wood, including blank preparation,&amp;nbsp;&amp;nbsp;turning basics, finishing and assembly.&amp;nbsp; Pens will include a standard Slimline pen and possible variations on the Slimline. Students will take home two completed pens.&lt;/span&gt;&lt;/p&gt;&lt;span style="background-color: rgb(255, 255, 255);"&gt;Prerequisite: &amp;nbsp;&amp;nbsp;&amp;nbsp; None&lt;br&gt;
Instructors:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Leslie Gifford Cook&lt;br&gt;
Cost:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; $90.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ACP Members:&amp;nbsp; $80.00&lt;br&gt;
Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Maximum number of students:&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;4&lt;/span&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="background-color: rgb(255, 255, 255);"&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;

&lt;div&gt;
  &lt;p style="margin-bottom: 0px !important;"&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;/div&gt;</description>
      <link>https://artisanscentre.ca/event-6762655</link>
      <guid>https://artisanscentre.ca/event-6762655</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Thu, 17 Sep 2026 17:00:00 GMT</pubDate>
      <title>Basic Woodturning (17 Sep 2026)</title>
      <description>&lt;img src="https://artisanscentre.ca/resources/Pictures/20231218_122230-500.jpg" alt="" title="" border="0" width="175" height="233" align="right" style="margin: 8px;"&gt;

&lt;p style=""&gt;This class will cover the safe operation of a lathe including appropriate personal safety protection and sharpening techniques for turning tools. It will cover techniques for turning spindles, both simple and complex, basic bowl and basic platter.&lt;/p&gt;

&lt;p style="line-height: 22px; margin-top: 1em !important;"&gt;Instructors: Bill Thompson&amp;nbsp; &amp;amp; Leslie Gifford Cook&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Prerequisite: None&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Cost: $325.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;ACP Members:&amp;nbsp; $290.00&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Maximum number of students:3&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Sessions: 4&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6762638</link>
      <guid>https://artisanscentre.ca/event-6762638</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Tue, 22 Sep 2026 18:30:00 GMT</pubDate>
      <title>Sharpening Woodturning Tools (22 Sep 2026)</title>
      <description>&lt;p style=""&gt;&lt;span style="background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 16px;"&gt;&lt;br&gt;
&lt;img src="https://artisanscentre.ca/resources/Pictures/20201021_143347.jpg" alt="" title="" border="0" align="right" width="300" height="224"&gt;&lt;span style=""&gt;This class will cover the use of the One Way Wolverine system for sharpening woodturning tools.&amp;nbsp; Included will be the use of the Varigrind attachment for gouges and the skew attachment.&amp;nbsp;&lt;/span&gt; &lt;span class="Apple-style-span" style=""&gt;Students should bring their own woodturning tools to sharpen in the class.&lt;/span&gt;&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=""&gt;&lt;span style="background-color: rgb(255, 255, 255);"&gt;&lt;font style="font-size: 16px;"&gt;&lt;br&gt;
Instructors:&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Bill Thompson&amp;nbsp; Prerequisite: &amp;nbsp;&amp;nbsp;&amp;nbsp; None&lt;br&gt;
Cost:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; $60.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ACP Members:&amp;nbsp; $50.00&lt;br&gt;
Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Maximum number of students:&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;3&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="background-color: transparent; margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6782447</link>
      <guid>https://artisanscentre.ca/event-6782447</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Thu, 24 Sep 2026 17:00:00 GMT</pubDate>
      <title>Basic Woodturning (24 Sep 2026)</title>
      <description>&lt;img src="https://artisanscentre.ca/resources/Pictures/20231218_122230-500.jpg" alt="" title="" border="0" width="175" height="233" align="right" style="margin: 8px;"&gt;

&lt;p style=""&gt;This class will cover the safe operation of a lathe including appropriate personal safety protection and sharpening techniques for turning tools. It will cover techniques for turning spindles, both simple and complex, basic bowl and basic platter.&lt;/p&gt;

&lt;p style="line-height: 22px; margin-top: 1em !important;"&gt;Instructors: Bill Thompson&amp;nbsp; &amp;amp; Leslie Gifford Cook&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Prerequisite: None&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Cost: $325.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;ACP Members:&amp;nbsp; $290.00&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Maximum number of students:3&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Sessions: 4&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6762638</link>
      <guid>https://artisanscentre.ca/event-6762638</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Thu, 01 Oct 2026 17:00:00 GMT</pubDate>
      <title>Basic Woodturning (1 Oct 2026)</title>
      <description>&lt;img src="https://artisanscentre.ca/resources/Pictures/20231218_122230-500.jpg" alt="" title="" border="0" width="175" height="233" align="right" style="margin: 8px;"&gt;

&lt;p style=""&gt;This class will cover the safe operation of a lathe including appropriate personal safety protection and sharpening techniques for turning tools. It will cover techniques for turning spindles, both simple and complex, basic bowl and basic platter.&lt;/p&gt;

&lt;p style="line-height: 22px; margin-top: 1em !important;"&gt;Instructors: Bill Thompson&amp;nbsp; &amp;amp; Leslie Gifford Cook&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Prerequisite: None&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Cost: $325.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;ACP Members:&amp;nbsp; $290.00&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Maximum number of students:3&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Sessions: 4&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6762638</link>
      <guid>https://artisanscentre.ca/event-6762638</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Thu, 08 Oct 2026 22:00:00 GMT</pubDate>
      <title>Basic Woodturning (8 Oct 2026)</title>
      <description>&lt;img src="https://artisanscentre.ca/resources/Pictures/20231218_122230-500.jpg" alt="" title="" border="0" width="175" height="233" align="right" style="margin: 8px;"&gt;

&lt;p style=""&gt;This class will cover the safe operation of a lathe including appropriate personal safety protection and sharpening techniques for turning tools. It will cover techniques for turning spindles, both simple and complex, basic bowl and basic platter.&lt;/p&gt;

&lt;p style="line-height: 22px; margin-top: 1em !important;"&gt;Instructors: Bill Thompson&amp;nbsp; &amp;amp; Leslie Gifford Cook&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Prerequisite: None&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Cost: $325.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;ACP Members:&amp;nbsp; $290.00&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Maximum number of students:3&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Sessions: 4&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6762693</link>
      <guid>https://artisanscentre.ca/event-6762693</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Thu, 15 Oct 2026 22:00:00 GMT</pubDate>
      <title>Basic Woodturning (15 Oct 2026)</title>
      <description>&lt;img src="https://artisanscentre.ca/resources/Pictures/20231218_122230-500.jpg" alt="" title="" border="0" width="175" height="233" align="right" style="margin: 8px;"&gt;

&lt;p style=""&gt;This class will cover the safe operation of a lathe including appropriate personal safety protection and sharpening techniques for turning tools. It will cover techniques for turning spindles, both simple and complex, basic bowl and basic platter.&lt;/p&gt;

&lt;p style="line-height: 22px; margin-top: 1em !important;"&gt;Instructors: Bill Thompson&amp;nbsp; &amp;amp; Leslie Gifford Cook&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Prerequisite: None&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Cost: $325.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;ACP Members:&amp;nbsp; $290.00&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Maximum number of students:3&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Sessions: 4&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6762693</link>
      <guid>https://artisanscentre.ca/event-6762693</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Tue, 20 Oct 2026 17:00:00 GMT</pubDate>
      <title>Spindle Christmas Ornaments (20 Oct 2026)</title>
      <description>&lt;p&gt;&lt;img 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" alt="" align="right" border="3" style="border-color: rgb(255, 255, 255);" width="158" height="220"&gt;&lt;/p&gt;

&lt;p&gt;This class will cover the creation of tree ornaments including blank preparation, design considerations, and basic spindle gouge techniques.&amp;nbsp; This is a beginner class, but all levels of experience are welcome! All materials, lathes and tools are provided.&lt;/p&gt;

&lt;div&gt;
  &lt;p style="margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;

  &lt;p&gt;Instructor: Leslie Gifford Cook&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

  &lt;p&gt;Cost:&amp;nbsp; $80.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ACP Members: $70.00&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;Maximum number of students:&amp;nbsp; 4
&lt;/div&gt;

&lt;p&gt;&lt;img 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" alt="" align="right"&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6784081</link>
      <guid>https://artisanscentre.ca/event-6784081</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Wed, 21 Oct 2026 22:00:00 GMT</pubDate>
      <title>Basic Pen Turning (21 Oct 2026)</title>
      <description>&lt;span style="background-color: rgb(255, 255, 255);"&gt;&lt;img src="https://artisanscentre.ca/resources/Pictures/CIGMBP%20ZW-1.jpg" border="0" align="right" width="284" height="230"&gt;&lt;/span&gt;

&lt;p&gt;&lt;span style="background-color: rgb(255, 255, 255);"&gt;This class will cover the basics of turning pens from wood, including blank preparation,&amp;nbsp;&amp;nbsp;turning basics, finishing and assembly.&amp;nbsp; Pens will include a standard Slimline pen and possible variations on the Slimline. Students will take home two completed pens.&lt;/span&gt;&lt;/p&gt;&lt;span style="background-color: rgb(255, 255, 255);"&gt;Prerequisite: &amp;nbsp;&amp;nbsp;&amp;nbsp; None&lt;br&gt;
Instructors:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Leslie Gifford Cook&lt;br&gt;
Cost:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; $90.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ACP Members:&amp;nbsp; $80.00&lt;br&gt;
Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Maximum number of students:&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;4&lt;/span&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="background-color: rgb(255, 255, 255);"&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;

&lt;div&gt;
  &lt;p style="margin-bottom: 0px !important;"&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;/div&gt;</description>
      <link>https://artisanscentre.ca/event-6762678</link>
      <guid>https://artisanscentre.ca/event-6762678</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Thu, 22 Oct 2026 22:00:00 GMT</pubDate>
      <title>Basic Woodturning (22 Oct 2026)</title>
      <description>&lt;img src="https://artisanscentre.ca/resources/Pictures/20231218_122230-500.jpg" alt="" title="" border="0" width="175" height="233" align="right" style="margin: 8px;"&gt;

&lt;p style=""&gt;This class will cover the safe operation of a lathe including appropriate personal safety protection and sharpening techniques for turning tools. It will cover techniques for turning spindles, both simple and complex, basic bowl and basic platter.&lt;/p&gt;

&lt;p style="line-height: 22px; margin-top: 1em !important;"&gt;Instructors: Bill Thompson&amp;nbsp; &amp;amp; Leslie Gifford Cook&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Prerequisite: None&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Cost: $325.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;ACP Members:&amp;nbsp; $290.00&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Maximum number of students:3&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Sessions: 4&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6762693</link>
      <guid>https://artisanscentre.ca/event-6762693</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Thu, 29 Oct 2026 22:00:00 GMT</pubDate>
      <title>Basic Woodturning (29 Oct 2026)</title>
      <description>&lt;img src="https://artisanscentre.ca/resources/Pictures/20231218_122230-500.jpg" alt="" title="" border="0" width="175" height="233" align="right" style="margin: 8px;"&gt;

&lt;p style=""&gt;This class will cover the safe operation of a lathe including appropriate personal safety protection and sharpening techniques for turning tools. It will cover techniques for turning spindles, both simple and complex, basic bowl and basic platter.&lt;/p&gt;

&lt;p style="line-height: 22px; margin-top: 1em !important;"&gt;Instructors: Bill Thompson&amp;nbsp; &amp;amp; Leslie Gifford Cook&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Prerequisite: None&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Cost: $325.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;ACP Members:&amp;nbsp; $290.00&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Maximum number of students:3&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Sessions: 4&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6762693</link>
      <guid>https://artisanscentre.ca/event-6762693</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Tue, 03 Nov 2026 18:00:00 GMT</pubDate>
      <title>Basic Woodturning (3 Nov 2026)</title>
      <description>&lt;img src="https://artisanscentre.ca/resources/Pictures/20231218_122230-500.jpg" alt="" title="" border="0" width="175" height="233" align="right" style="margin: 8px;"&gt;

&lt;p style=""&gt;This class will cover the safe operation of a lathe including appropriate personal safety protection and sharpening techniques for turning tools. It will cover techniques for turning spindles, both simple and complex, basic bowl and basic platter.&lt;/p&gt;

&lt;p style="line-height: 22px; margin-top: 1em !important;"&gt;Instructors: Bill Thompson&amp;nbsp; &amp;amp; Leslie Gifford Cook&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Prerequisite: None&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Cost: $325.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;ACP Members:&amp;nbsp; $290.00&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Maximum number of students:3&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Sessions: 4&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6762753</link>
      <guid>https://artisanscentre.ca/event-6762753</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Thu, 05 Nov 2026 18:00:00 GMT</pubDate>
      <title>Inside-Out Xmas Ornaments (5 Nov 2026)</title>
      <description>&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;img src="https://artisanscentre.ca/resources/Pictures/20230906_192436.jpg" alt="" title="" border="0" width="141.75" height="314" align="right"&gt;This class will cover the creation of a Christmas ornament using the inside-out turning technique.&amp;nbsp; This technique can also be used for other applications, such as candlesticks.&amp;nbsp; Material costs are included.

&lt;p&gt;Instructor:&amp;nbsp; Bill Thompson&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Prerequisite: Basic Woodturning or demonstrated woodturning experience&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p&gt;Cost:&amp;nbsp; $85.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ACP Members: $75.00&lt;/p&gt;

&lt;p&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;br&gt;
Maximum number of students:&amp;nbsp; 4&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6291587</link>
      <guid>https://artisanscentre.ca/event-6291587</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Tue, 10 Nov 2026 18:00:00 GMT</pubDate>
      <title>Basic Woodturning (10 Nov 2026)</title>
      <description>&lt;img src="https://artisanscentre.ca/resources/Pictures/20231218_122230-500.jpg" alt="" title="" border="0" width="175" height="233" align="right" style="margin: 8px;"&gt;

&lt;p style=""&gt;This class will cover the safe operation of a lathe including appropriate personal safety protection and sharpening techniques for turning tools. It will cover techniques for turning spindles, both simple and complex, basic bowl and basic platter.&lt;/p&gt;

&lt;p style="line-height: 22px; margin-top: 1em !important;"&gt;Instructors: Bill Thompson&amp;nbsp; &amp;amp; Leslie Gifford Cook&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Prerequisite: None&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Cost: $325.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;ACP Members:&amp;nbsp; $290.00&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Maximum number of students:3&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Sessions: 4&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6762753</link>
      <guid>https://artisanscentre.ca/event-6762753</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Wed, 11 Nov 2026 18:00:00 GMT</pubDate>
      <title>Spindle Christmas Ornaments (11 Nov 2026)</title>
      <description>&lt;p&gt;&lt;img 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" alt="" align="right" border="3" style="border-color: rgb(255, 255, 255);" width="158" height="220"&gt;&lt;/p&gt;

&lt;p&gt;This class will cover the creation of tree ornaments including blank preparation, design considerations, and basic spindle gouge techniques.&amp;nbsp; All levels of experience are welcome, including beginners! All materials, lathes and tools are provided.&lt;/p&gt;

&lt;div&gt;
  &lt;p style="margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;

  &lt;p&gt;Instructor: Leslie Gifford Cook&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

  &lt;p&gt;Cost:&amp;nbsp; $80.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ACP Members: $70.00&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;Maximum number of students:&amp;nbsp; 4
&lt;/div&gt;

&lt;p&gt;&lt;img 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oYQMwPffmQh0Dogc6FkEL9BmjRdhPj9OxyngvjUGkcAVjl4TZa51rD7AIhe//qL/PZv/yEX9uyEG9FG9vRB465ndzlVXSXbUtOlolNrtcTF3TvAregiD3++Jh/gflhaqbdIB9MZ5g2X3MZ9BE8Kd7+WFhYwCxsABelxfvHf5TMHQCCO/jmL7EDgdQigy0MTro/7NjdBrSMUn3cOXCeATGsOgN+hkpk1V4vux5EE0G+XBzFk+w1iVpBmhM6HKApxMr1A69sgJQiu4Ree/xLWlscYxkR4X73COdAbHHuDc74GsR1vSs5CuIJVacaFQFCJEIdxc53HDFRCy+33OO9rELtup18BC6EhyGj1//ab/PqP/5Dbx47IhrZtZV+fLrKlRw85WlYmGwekyGq4EeWAt6RTW6lGA+/B1Z/l7S+cmxBYNVxXIUbawvJg3uB4ALL/+LdKrBaQENOlYLpoqeEXf/zlr4D4b/Lp12BUj74yXI33eGrwaWX3aEqE2OWHn3dvg3xlehVizd8QYk2jwusAbgxiO9ZUmMZk5yjEtLLMKIPIAFYYA2hfBS6CWeVnL17I85cvHJwBxG8CV4Bx+BC/oAC9AUwR6H81xNYw4yPtVWApGofYnWMwxB7TWpCA9+N7LD8E201BHFg9Pro5fRLrb7H88vf/kCdXL8nmbt1lT69Osn/QIDlWWiq1PQbojLbVXbrK6o7tZUOPXvLk1i15BfhesjtS/VSkjwru3+UL79XBa/Lvxe7PpTe4F/axo5DpI3+Ee0ERarXGAcTUR1zb7k/PJyAKCaw1QWHliMs7l7fMY5MPsVsmwmuW1JcPZWPyw/nxWfzJIaZVVcsKgCl1DdzyxUsA+fIlIH4egTiw5igIZ5U9iAFwzHIHUrdC/WlC685x534dYj8znRyILgOxpCWhu0AQACSVHGKDISwA3a8wEGIuWbBeIRNcX8hgA1ghDrrYPv/1P+RlwyPZlTZE9vXoIAdTU+TUmipZ26svIO4oVV0Bced2sqN3f3nx4JG8QtwvNf8MCNwLgHJpZD74aXbblhcGr99OYB5oo5jhuY/WmQ0+WmcVKh9AoD7qfhxHGngu9zHsewJDUHi+l3e87ku0JV5RbEtAb9Q9szS664c+PsHj9b8OsXuCRPYlCUclQEwrawAplBAhjILo5KxwDMwgXGNimKbC2fXomxqoyeRnor9tgPpq6pgpMa74OB3AyHxPlnGWkcxg84cJMSfk/IrH95ff/gNAfJY9E0fKoc6tpX54mhwoq5DKTu1lTdfuUtWli1TArdjVf6C8efJC3gAqV6EILqFxT5WYVVM44u+firsXChWPVtJkPQhMM9P6USuZ0yfAzJ4cv7eFLgBBZgW2uGPx43qhoYuWW2iAVMxLv02ibk7jIJr8fNanAMIY8L6i5zZ7/oLWFUCZG+EBZgAawLbtyw/vK1oRksnCWWZYJkVlmWMFSfkZHFVjYX354fz95kJ8C8T+umYuHtlvv3zRyTe//f4POTB9muxr3VxOjBsrJ9fWSWnrnwBwD1jiHlIHoLelDZP3r18CpN9w7RDcEGAHdWMQ2z7dDxFcA8dB5PxaS59r8Jnc04P7fDD0aWZxetfhkmVhjITlRiWWkZ8OitbY8q8x+flMiBXkiCy//X3Nnj6DZQ1AVv/Xgy60vvENOS5fvWnaCttNWniL05cfrimIKcukaGZFxWN+eO7zIfVl53Dd4DXX4QMyJ87/hRrLSN3GI/gtIf6ERiIAoUtxIitP9rZqIaenTJSzW7ZIWdtWUtuth6zr01u2tmsve+dOg0X87IBCHHodD2Czzr4PbPelZQWguM70vvMsn4Hjp9UgVtH9QUNPG3uBK8QuQg2LPPDzhg1M2+a1mLfx5RZCHDuHYYN00Aq7tHDprD2fDn7jMVbZgnvXMJFjprg8h7je7Akgfvb8ZQiyB1kU4hhswQ0YsMn0reEsDMPHngYRxWDGY4v+um1rgQaZG8u8IKP1WCCDNiqG5zIeXkAFq+ED3BjElPVQqDWDPsKfVh8TjburazfJvg6t5cKCDDm2bbMUtG4p1d06y8YB3WXXT23ldGmB/O3v/yVfvvzNDZLg8c7rxF0XlimZdeQ9Wt68g6WmT+tACWGOSyfTSKvrQ/xb0GvhWWTGw/zw88m27frx5fYG+8P813BQMojpvxJeujk6QT8CaDKILc+j8u+tGf1b83EVVtRwX2zM+Y24ZBYzETpYiG+E2Jd1w71E45F6zX1BHPFy8Sd9jCFDo+EtjC8/062ArMAcxGFhcuncCyyxPwY8MtCHXBtGjPf9e1ji3+V6/UHZ37GNXF5TKeeOHJNVbdtLbfdOsq13B9nXtrX8XL9X/vrP/4YP/W/yGe7Hp1//Brj+prPiDC4Fi9fRNARw8T51RJX5DYOBe3yHa7rBEV4fYRQiLD/hPDbeFFIA/Jlzg91rT64Lzilmpb8QeEISwIdrEkj1s5G3HCSJy1uWM/fx6YE8cf26qMRB74fFE4ujCVnlc9CH1jtOyIs4Yd/XIQZUbMzFIOZIVwTiBLHX4V8AMQsoIUwQp6aFIPNaHpj/CogNUgevU3Tbyfw4WhBkOoX75wjghy+f5MHZc7K9Swe5uWuHPLh9V0rhC9d2bi+7u3eQ/YP7y4v79+TTP/5dgf0Mq/j597/LL3/9h+oL1nUfrSUhIxiEBNdVQGmx6Grgft+8Rx6wey7If3d/EJ4KDmQCRb/XPTF8aA3iUHQ7QpCjEBJiMkADwkEiij1BtLK+dfwWiHXU0NP/MYhdF1vEhzVYG1MSiC0OXz6cGncE4mTnmGLnBO5FCCiv/+chNhmo/rat27m+NF4Wzqu38o7djB/eyos7t2XfqBFy/8wJuXvvrpT17i9rAfWOzu3kTPZy+YC4XqCwCBmndBLmXwDvlwBeymD+9CsBI3gEEZaV/b1sEGpBum5FKzP3NEQ+ELAPSB/hDwrc5ECL712hotbYB9ng4/1anrBy69B0EJ8TQU6sAFFFIbb9IcyJEFuDz2/4/WGIHTgesHEAefpXQBykKZlicViBqXhtLD2AqWTpM/gMzGRwxocPw3Fb71sfpbgG9fa1vHiPbaTnHfLtxfs38vThPTm6eKE03L0uL969kq2jJkhRu5ayp3sXuXFgNyzlr65niO4X4iQUdGW09yBwKQixgkx3AzBzv0pfDOWLpL9rYfKtXyszy5NXSJ+OqCFeV+D0M0NQ3gIy9+4bIIy5HA5AH754wJBn7/hU4kDJr9pd50YrqdC3NojfNAGxwWpKPEZr/C0Qv2DD7jkadnAZCIgOaNCFACQEmEsPOgcGAU2Ue7SzcJFx6q868RgnC/F8i0vjQ9xuAIQVA/ESZqzrNVUOZCcX1j/fiefwXF4D6dBBlKhc2nQZS1cIcnRdIWV4jc/J3ZeLQxVcS12eIM0cnSTEb5keANTw8L4cnDtXHv78s3z5+3+iIVchpc2/l/q0FHl8+7o84wSrZ8+Q97w/VmI3p0R9WhQOrTMB4bttn38jyE6uQUY3gxPQYWFR2K+ZZs1jJ10nxLx/3jPA4EigPi1QPjoqSEjYmKIrgOupX0/wAqDcko0wguWg0sYW3Se6Ubg2+55js+aCp4R2p+FcvR7z1JYmbmt8tLbmOtDSu+uF4vWiYvoCxSAGwM+YkVjS+vmW2UCJs5YKBZehwmPuuPqqwTB0CAUL34GsYuGjshBkWmD1tTVuLwzBDcQwhDweYE9el5/FExdfLG20zATQgaxpi1lyT156/Hjsehonl0hb7MkBQ/AC0vQq4K9kw5TJcmH1ann/+rGsz5sra/7STPbNmSNvXj2Xp5r3T3AOjAjW3blsCzB9rFR0YQgMLB+ANt+ZPjItNgcl9B40zUxvkG/ICz+N7r45Ww/w6sgarak9WZxVdW+L41pqmUOwnAV0fi59at8t0XXdj3PV/WD4AE7CGuSvGQiTPvUUUoTxQKZfHS/uc/GFCiG2dDQjwAYxM7EpiKPbje3XQk+AwgOKikDM6ZlRF8QgiUEM2bVMfjqpWPyeosecFXUQJ6QzkD05fDGOmDvDShOkzSBmHlo+KpC4n8Mbtklm6/ZSlZku1QvTZdn3LeT6rl249mthH/1T5P3Tp09j0vJ4zqcjn4i4ZuAi0NLqaBogcw1JFCj2uR4Ke9KF+eCLaVfDwidkBCpzkWxARS229mg4MCnnKoR+c+j7GtTx7odaesRleZnsmtYN1xigTqEfbvLhtQrVjBlnma+KQJy0AL0M8veHxwhKBIxvhNgHWbvYAngNGP9aUUXTZUo8zuuHaYv3q4N9SSBmHGH+IJ4AXoP2BfYbzISR80xev/5VdmYWS8WiNNlWkCGbcgrkJfOc8T1lfIDZ4A309LkT3Tydp4K4Ge8ruBycOPUOkDjwQlCcJU5e8Siuq1vkPSEVKnbN0d0I8p1zjAkL3QoHcDg/hE8CyrZD/5dQORAVtqCyWNqSVhyENfDtPOs/9mXwhgpdipgl9iFmBj4PJvdYofuZYYVoUJjCgg1hiVkITgZSn9XJ4msK4hjIPMeDWIHxrkslu7Z/nNLjfhhWCA/cMK3cF6xH0krwGQ+hchOgnPv1ku0H+LQmg5hQv+E6GnScb3toe7ZcPFwuL9H4e4aCeIY8efPiHeKBpUW8L/V8pJFloeC66xjEPMa4La/oFljaHSiuay+ah1Z27p6Zpw4qFS0mezC8sC9w3y+YB6wosMhuBlw8xK63hN+gCCH2G4PqdyM9biKZS19TEBNOt6TlDeVA9nswCHoIuwGt7oQ9yswiWCFYIZkVDAsIVobSgsT2KweIZpYC7MCk5XBxhLK4GMbCx84LoFGAmakBvHbtZOIxLXxNL8RtWDdfjZ1nFUQn7ON69jaKgz04F49yjmby8c4pqM9w38+eP4alfBRcE+eigfaKH40J8sqlh9d5jvheyfMn72XRolFy9HQNfE4Uxiu6AQzP8yCkh/ASZFZsxqO9DIEroUuEYTrf03Ji6YajUdg66EGrF1pYE+HxFVZUtx0DyrPqzHOr7IT745fPAJYg0yLTL0dDM7DGDuB418LcgDcfcH1UEIpulVYYXMPEBp7BS5id5Tf3xFlYAzxUvJWmOP85AeKnT5/o8jkeZ2xwUFbwLBxntXn8KbYpwoxCCyxdDEgUJhspPjSUbas8gH0ZzL5PHHeep4Rj2I5CbJCb3D24iqrrvE9NO6021rEkhK9xLvWK/ukzXEv3wbLiGm9ev0Dhv4beyIeP71TvP7yTT7Benz6j4KGPnz/Il98/ypOG55I2vJ8cOblDfvs7u6Q+yIfPsHQf4Rroeexeo4vgHu3aM4JCt1a9tvJRyQjxWwBBOWi5n/BRnoX9RogZxkCOQYx8ZxkwP7iugxrwedl3HILsIDZL7EPs4OP8CEJM60mIae2/DWKLx8XFCuGOm6LWmr0rCRA/edIAPcJ6g+rZs8exArdCZ4uaMpjVOvGxB5Dt0R4HFuTDpnFx3QPXMi6xIsRDbOmwOBPlrKev52goGbgm/36o12/52Gca8CR6FVRO7H/GPGlokEcPH8iD+/fl7p27cvPGLbn+8025fPWinDl/Sk6cPiZHTx6WA0cOyL4D+2X3vr2ybed22bB5o2zbs0XWrFkj/fr2kQ1bNsiRU0fl+Jljcubiabl07aLcuHtd7j56IE9YeQgNgaYvClg+/8bvvVG/yedff5FPv7ArDBBwJA6A0IWg2+NciXiA/wjEMbB4TuBWhOWBvGf8AMgaeuZeWIMvCh/dC+tZsO4ya1TGhG2D2GQW2Fecm6LxfQPEj588hB4Eug8RaNfgYGFzSdCfPsUjFSLMTwGyNkQAcsyPC0Bht5MPn+4zIANoTVYJYhXBg9POicWLdTsWcwkIf/AojlNwrq9YegA4z7946azU1lVJde1qKSktkNxVubI8b4UsXL5YZs6fLZNnTpGxkyfIyPHjJHXkaBmSNlIGDkuRvgMHSe/+A1Tde/eWTt26SseuXaRDl87SrnMnade1k3TBdp/eg6Rrr17SrV9P6T1goPQZOFAGDB0qw9JHSNq40TI5Y6bMXbZYsosKpKwa6Vi3Xjbxq0H19VJ/5LCcuXBerly/JndRmQg7Qf70+ZN8BtjvPxHAP2eJqTiQ9dFv7hzLBTDDtyXIhI5AGawGb6KCGXGBCKO+TOqlTfuLFUpnkR3QtLau18GJIFtlcIMu1qgzKcSEwllg50Y0NDySx49pjRsAMIR16tmzwOpiSTno3TlPuc3KALmBE4AcQO1cjRA+Xz60VFwl4HmR8HoO4w/iUrgJMuDVgZJA1oiMNSbVZyXQgaXVJwjjeYoG0is5f+GsZMybI8NHjpD00emSMjxVhkKD01JkYMoQ6TdkkPSFeg0YID369ZcefSFd9gO4fUIR0p494tW7l3TFskevvrreuWc36dKjpwO6V2/p0acP4u0jvQf2k76DB+j1BqcOk8EpKUhDGipLKkBPl1ETJ8m4qdNkxvwFsjg7W/JKiqV6w3rZf+SI3Lh9R10QN5BDKFHocDe+BmxTsrdHXuFcthW0x4kNSro8gMe9FfKrmwSl625p6xz0MCmMtMy0nkwb4qcUZIJpIpQxiGnZzaKb5aU1jodYfWID2CDW5RPbB8usENMaB1YXSwPJrHNMzwAXlmygPOcbIMFbIFQyK5gM3jh5cds5vhiXwh5YcnVDGukrtYKIWXzE+QZhb966JgsWzZH0MSNl5LhRsLIEhxANlYFDAfCggdJ3QH/pA/UitACva09ACBB9q9seVrd9p47SvmOHOLXt0F7aqNpJW+6jdUa4djwGtevUAVB3UXXr3R1gd5M+/ftJ/8GDZEhqiqTCUqemD5ehI1IlBcvUUdgelS6pY8dI6rixMnryJJk1b75cvHJFPqERxh4IwkeIDWCDOBmsvlwjj33QkL5RAkiw32YTurfC2V/NCVJwbwCam8XnJkxROmwO0Yd24jrBBJC0yDiXn5klzNHrm4uQAGoT4pTNZj7ABozvYjx58hgK3QeDmADZY96WBpauB7A8g69HINUHjigGVACyrZs0Pi9Ou44vHTb3zjWg4/UUACPNgPkFh3pfuF6Jd3h0btm6QYalDJKhqYNl0JD+0m9gH+mDR36vPj2kZ29Y0h5dpUu3ztIZbkHHzoAV4LVp11Zat20TW7Zq01p+at1KWrb6SVr81DJOtp/iup3jtlvrua3bYn/7Noi7nbTr0BbL9tKhU3vp2r0LLHgP6YV09O7TTfr26yEDBvaWQYP7yqBU54qkA+ZRE8fLirwcaYDr57rMHLjJLHEyGcBu0hPcEygGs/qzrstOIdYGaDhBSicAKfxun0JMqxyD2DUInUX2G36JEFu3mYlhv0WxYWfKt3Lcr+twC54/dw0515h7BnicH6l9u3hc8xV8bhMyUxQk37+l3KPdHYsBSB/Mk4JLBef41/AhbhpgFz/nX7gRLZfWN9An+JLr1tcA3n6q/gN6S7/+vQAxwekGdZeevbpKt+6dpHOXDtIJVrN9+7bStm1raQP42rZti2UbaU0YW7WSnyADNgbuT1i2bKliGA2HfVTr1jgX5zO+DrDUnTt3lI6At3OX9vCj2+t1u/foHAhA9+yqaaL69usjffv3lX6D+8vA1CGw0imyZdtGPM7fB5WV+RQPsYHt+8YGMeVgNHhpiQESfVkATEusE+ADkNmLQr1HQ/MdJwV5IFPOd7YBE7gVOq/C60IDyHaOKWqJo7A2pmYEwsAlFLZUgJgRfBSzH5itZ0j7YnGMALPP8h1vhq1X+mRoANhXftxNuxqsmUAAVS5OBVEzm4A72OyRbzJgea4+0rTC0M91cWl6g3PdhCVPGoe7xnNYXu3z1X3hPXz8+F5qaiplMCzw0KHwR2GF+7HhBavXo2cXhccB3F46dmwrHQBwu3awwG1aSVuI8MYADsBUeLE0S0x4f6KC4waynUsxTkLcERaYlaQjLHLnzrDEXTvq9bvBInft0Q0+dnf40D2lZ19UtL6scLDIQwehgTlIBg0bKAWFeXApPuo9s9fCAG4KYt8SOtFCshFGN4LCedpj4XotWAZm7Sm6F+8jMDIeHb4GzHxt6j1g/mA+Mv1dwkdIGf6DkxuGDsENG3bOFTHZ8VBwJ3xoqThwDB7chLsRBwYbSXz36j1qDW/APYJw0aD26uvb9uiBrCZbHCrEbdeKyctgykDUzAvOj1UKjYvnYBk5z2QFyB4Kboef5XIVl+5EdfVqGTiorwwFyIMAcX9A3LcPrB0sMCHu2q2jg7gTHvMxK4zHPxS1rL7M+ppsvw8xrTjFOH2QafFplbt06QSQWZHgL7NC0SKjcvXEU6JPP0A8oK8MGNRfhgwdLIMBc/nqMvWLDdioovlD+ZZY4cO2ne8vbZ3ywzcmH2oD29/vTwCy3gc3ByMeUB6jVTfLbuFNCrH5wWaNDagoxAaOg5hdWsEYPqUJw0UINR8TfKTgMeMeNY2AbPF7imawb01NVgksrmRdSybLuOi6zjNA3O9R0dZUVchA+Jj/CogJa4sWLeKgjYLcFMTOCn8d4l5IX9/+fZDuAQrvEGrYYKmtq5HPvxBiApuYLwahL+73QbOwXLf9vvwwftioomF86XHIPnLjus+wD9yYK+HE7Xhoo/p2iDl9MWb9bATMPZZfw3e111X00YKI33+kDGBnkX0L6uT6dn1FIfbnLySD2SC2jGMm0x+zDLeGh99q1llgyDS6QR+Qrso15TJ4cD8ZQogHwJ3o20P60B/+H0Dsg+xv+yD7EDMuxsv4aY2jEHfXBl5XtcAEmA3Pvv17qxVWiAHw0JQh8Ik3y5df8URkd1XQReYrGcSWb6ZoXkbF/dF47Rxf0etEw/sjdtRr+NVNQWyw27bpG90JDnXiZtUPIlh0AwgxG4LPdJ3Dtdyvjj+gNYAduK4C+HLw0SXhRJZQiTcef04UZgUZVtUyxjI+Cq4vPYYwH1HRPiKdqyvL1CcmxAPZsAsg7hn4xH/UnfBBjuprEPsuRTKIqV7w13sjjb3hF9MaE2QCnJI2THbu3qEQu68X0a0LwWlMfr5FweW2v4/rBunXlOw6lMVJd8JcBBuV83smwkaeA9gmASWFmOCaFVaQA//RQNKZT2o5Q+mIDoHSxlgIPEGkhdNJKrygWoRAWI97tVuX3nFeL4DWKo37Jpk7rmkBsPHWOkwrw1jclukGsjYmsFQF/hYz7tOXL7DEq/E4BghoGA0AxH21Yed6JQxi9hSwsdW+fXuARpAJnmvQGcRmaX1gbWnwGsD+urkTBrHvUjiI4Up0QzrYwEN6HMjdEyAemjJI9tbvhjvxq7t/VFKXh6Fiee3llZZFAJaBqpBFjvvbfjzRvE92vn/ML5fwW9IUyoXnxQnpgUXmqJy+hMtt7PfFN0SahJijNdrKjcEbbxnNIhrEdAkM5GQ3QBlgyTLM4rZMt8+Nxo57mWdiOpuCmIpvLLCfEktk4udffpGq6jXOEg8doF1sfWDl2L3G3gmzwp06A+AOBIwQtwNwbdWSGsQ+wD/++KM0b968UYh9NQaxuRRfg5gNO/rFQ1OGwhIPkcNHD+KefovLyzh57QfLK8rKwc/r6HF/2+KgGoPYz3+/rLnOjxi6p+IvMSnESQZAXDcfz7euvzCtFHtBEiB2XV1hA0ohDUDWmVRBhvgQRxtp6uMGN2mJsRvwb85u0G4yZjGCa3CI0xLrh/Nl17FtC+eHTQYxrfKXX3+VmtpqGQSfmCCzj9i3wl26dlCAO3RqI+3a02dtGmIDlxD7QDcG878C4kFDBsqw1GGSlp4ip86ckE+ff9X8dl1gHsBUEoijZWTrvqL7LQ6qMYipZGUWlg+3GT48xwxSVNbuYRi7jomz/RIhZl/wazTw3hBm5++6XgJCTb/UgRwPsfOjTeEkHD7ykRC9SbsR3FTsRniDJh5DuBjEvA4T784Lw1s8TnZzPBat+Xaj8Y0FZ5npVvzy229St65WR8B8S0yQzRIT4o6d4Q9/oyU2cT9B9ff9n4KY/vDI0cPl4pXzsHC/OLhQPlE1BrG/nUx+XlJ2DuUgS4Q4uu6fo+dB2qbx0hfvKtIbcJyZyIVdx+RBzN4J19ugELOxpsJ+igMdWHJWE6VfWSfQBrBCzEYhgNc4Xoi+wcu5uPSptfEFILVG8YZpOXGTOtKDxFDcH2eJcR6tCTNerQqFMLh5e9nRZJlF+bDzmGYaO++5jf3aya4gf5ZffifEa2GFB6g1pj9sroTfqAvdiXYAzfnErVs7gKMQmytByKmmIObxb4eY3WvWuHMNO3MnaInHTRwjN25dU4hpONiHrmB4oDiInawcDCo/P6OyvDTZOVRTEPtGx84z60ouyJQZycT2DhSD2N0D78W/tsaHe2imvQuE9AWHkwlyvF68fAo9AdBPcPHnkBty9uUAZveci8sp7Ong8ddYui/Ew29WqAmq83+dZXcJdQA7WcLNraHe4ObevnEwu8ZhYsbavtj+IKOZmcxYaxkT4tq1NTJ48MCYO0FL7LsTsZ4JQEzICBt7E1q3DmGkDGSTD68PsSm0wq53wnooEht2rEwAuQfS1LO7inM6ONjhN+wmT5sodx/cxpMI7hLzAPlqeWf56oAwBfuT5FlUFiaZDMrofp5nABvMFl4HncAE57To16V0Drj7kHucFO7wHlSR6/GdQB12dsOwFK1nPMRO7EqDJcYFX8PF+BaIQ9fiZawfOg5sWm8/cZ4s4YTWhpUNYn7XgVC6EcOwhpt4g+5RlDxjVczQDx91ojkhHjiwv47aWaOOAHO4N657rYOzlAZwq1ahVfXBpSX21RjEPM+sdRRiA5ndbAYxJwN174m0QYTYeifoTrCvePrMKfLo8X11pxSeD8iLJvLWCfs8KGL5E1E0H012rkFn+U7ZuQYy17mfYRhWp+eCEyfOfaErG7yJYyLcAScx4Xz/OgoxoeAInBMSozD7ABNO5yqECkCMifsSLbEBzNlw0WmbvAkmihkbtbw+vAaw3YQCHFhiKpqhllH+tp/xGhZ6iccQIV6/Yb0MBQTmTpg/TIjjLDEadr4VJsQ+vCY25nz5x6IQU84ix0NsfcW0xrH+Yh2166rq0as7XAoOeDiIqYy5M+Xp88cxYKx/3ofXz2t3zAFledQYsH5e+jKgHJQOMO73zzWYLW47j9bXfaTHYOZrbtiOA9kdNwOmbJDRQBoP4gPEiJQ7AiWH2MGqDTbCFwcwFQ+x87FRuwJg/amdNmOOk+ZZAy1zDVLK3Rh8aw9gl/FBDWcGMSODTPMz1c9E22/bsX1Y8k0FzjNYt64uqSVmQ6pLV3+gI4TYWeEQSh/UppQMYioKMQE2iFWd4VrAL45BDGvcB5aYLgXdCfrFi5bMR/68giV27pIPrJ+/2tPE9oy2aUIY+Cr//wTiWDwI78djALNyqSunx+x8N+HevWgMHjgP/QUnbAWKQEwZ4HbNl3BNm9kNagCeQLPuAWhugK9Ed8KBbMd5jsni8WHWyfM8jnMsc6M9HCruC3w31+hDxkQKRhuNyBBfCjczmH4Wbtj6r50QBlaYmcgPXK+rWysD0EBiz4RZYucPA+DOnRQiWkY26Cj6sXQBog26xtRUN5s1DJ1vzPg5oNJOr2fW2Cwx1Q1uRffuXaUn/GLzielKsIGXnbtC3vOl0094bPMeCQryyJf+7MfLH5ttqINM2lh2kPkQGqxc+vts2477IPthLb5k8s+3gSvGQUg585BQGyNc6g+P7DvawbWoPwVxUzJ4TT7AFNd1jjDgt9rlYLTK4IkVhMdYAB68pq9BTGkPCR5dVuEItHbdINxHWK218IkNYusjdtMvOwLgjgoSraNr1IUQE8IowFF/mIq6FT7A1jthSgayQcwlIVaA+7ieCbPEXC8sLpQPn3DvcCNYsAqIl1eUQswuzyBv9Omr+fttEBuctvSPm/xjlA9tVHa+L8ZhIPvuBJfOd/4TEFNRMKOKApzsXFsnnG9Q69hNx+taIpNDDHF/E3Lzl12hJBMhtu9BUHyZ1Fmg9zp/YsP6ddJP5+b2inWt6SBHJ/dId1bYDTMTNMIXBTgZvCaD2LbtHN8iG8yEmLLGHa9tvRRmhXv04LwOgMyGHeClP0x3Yk11pX4iQLusUMAKiAewipUXeRK6j8xD5jGPESrnTxtgpihoFPf7IPoQWxzReL5FFpfrrSCXzhrbt03Mb/4fQ2zQRuGl/PP8cxmOlpCPdLWGgZX1rx0HMMT9vgx4KgZxUDCNiRC/RmZY156b2+F8tN9++11279whvRWK7rHeiM4cpevoQKKfyoZc61bOenKCe0sDl3AG+vGHH+WHH35Q/RgsbZ3HCDK3fZB9iH2Q6bYYyNa4o3QyEGAmyGzcsYeClphTMTdsWq/fs9DJWLhvBSoCsT6yA4D50Ret4MxLVmp9Jy85xD5cFLej4Xic8o8liyeZ/PCUxcXKxfuxHozGIVYQAAShUSAJHx/7fPzzvTvnAjh3wC1tcMSX/20H833NfSDENgdZAVZgASRhJZRYcoCE14+DWMMw4RRuIgjj9rvzXGPTSS0LbtBcCu7jxPePnz8Kv7zz8g0y5NVzeYr0NjxBQxPLLdu24rEMdwIw9IGP2bN3T32Dgurao7t0BjQd9SXQDlAn9+InHvkdsI/vyrUA3KaWgLwl3+hoCUgJOwDlenMA+2NzQEzYCb93XF9hwnqrloD5J/jHrQAzgG4LoNsD6A7t8UTogCdDR8DcES5FF0DcHX47IO7ZBz58/976dseO3TvVPVIXLIDVDJRWdoWY5QwACIIORjEPGZ4wENLkkFExsBDW1m1/NCwVBdjO8c81Gby2Hh5jWJQj7kc/HYD0sivOdccF5Y9jzcxXNIgdtPZ6Pt+rC3sUrIfBjofyQXfh7OVTA5mPcPfqPGFzPR9mpX1rHQOYsAaKC8PM97Zj+4OwPJc9Liyg9wD43r07smXnVimqKJZl2ctlzqK5Mj1jhkybPV3GTR4vw0ePkEEpQ/TV+EHDhkr/wYOlz8AB0mcA1R+Q9Jde/fpJz74AHOoevILfC+B37eXeeKY6d+er+N2lC7e78MXSLtIF+7j0xWOd/G3bBzg7d+VLqd10neqCbe7T7c6d9UXVznasRxfp3oefBOguvQDyiTOn9R96fMIQEsKmVpbztoO2hDW+wzzDceRVCEw8YI1t+1bQPx4NZ0q2z/Y3dl78fvcVfOcnm2+Me2BvGNjVwY6mIQ5lbztH90dBJ8CPHzMs43F9xuFjjBlp1jte7pgD0dYpH9boOWGBhOEpui3s8itYlasteD52e/dz3VI9ernJ5XxLws1H6KZdV13hc9qbzZ3gh3bgK/jBa/jtYIF1CbVFw4tvLdMqq7DNYxaO27aPcVAGNpe07IS9O6DvgYrQFQ21blB3+OY9+vWR3oMGSL+hg2XAsCEyABWsP5YDU4bKkBFpMng4KltaiqSk8xX+VEkbNVy19+B+ufewQe43IN8BJz9yzXndHz9/UoBZ6MxXP7/UgAXAmAX0AYoCZdsEKgryn5HFG40/epzrdk26FLwXe8OdTxKdFM+bcyLEoYV1gCJTnj1SPXn6UOW/vu/krK69/m8yiF2moRaxe0Qz0eJ34Jssc6nouikKscmOu/DPUSiv5N79WzJt+kQZBCiGEgj2B0MDBvYVvgzarUcn6dWb/a4cEUPjiX3D6he7/tkOeHy3x6OcPQYm81vNh20dm1eMpb2ej2X0VX17xd9/3b9NALv7/gSuBbj5DQu6KrTu/PhKzz78wEpvPBH6weVx38DQb1KkDZXBqUNk2IgUSRuZJiNGj5LREybiKTNHlq7IlqKyctm0dYscOXZUHj1uUGtsn4h1+eRcPB8WAya6bbDGQAp8Uip6zMTz/lWya+h18HQhyPpdEoKMJ3PszQ43YAGfIw5iihA3BBAHIOv32qDge23u2xQOXFpgs8IE01l2ihUEF1dgnQVnGF8Gow9uFOKoEiF2+vjpnZw9f1KGjxgCgAdLP1jgPvAh+8HSuZlqaOXrHAk3vNytOye/B7PWOrmeAc5a82W9E9YQM8V6KuDr8rV9QqsKAG6FMO77Eg56XQYgt4XatYHa4nrt2sMHRuWBOqECdYX70K0LYIZL0atHT+nVsycadt2kd69ecG3wVBnQB25NL+mLStkXlbMvIOfnsfoC8gFDh0jq8DRJHzVSlixbKjdu3RB+tND8YfsMrQIHOChCol2W2s/sIHaA8jHOfls3COEe6wQ5hDkqHzwXb3JAfUXPSSr49z7E/CB5Mw73+YrCQegIGL8G5EAFpLHvtD0AyFhHTW/AY6yhocFzI4KP8kFcN6sdqwCRD7JQZpGjYPrpiR6zdS2QQNz3GY/RQ4f2S0rqYJ3cY9+UsAENjsy51+Hdtx3Y8rd+4Q50HWAhzfqa5aWc1XWy3oWoCDXlh4mew3XGx4phCi1+W0Dc3g1yBP3ETJ91s2lXGxt2wRwKDkFTdJX6D+yn79zRhSLEw9OHQ6myc/fW4AtBgb8cwGaupMnaSL7M+tljXHsJAvGY9btHQQxhd1DzuG/d7RyTf64v/7hdN+ZSoOybuf63UHYzPiQGF+GkddaPDj5+AGgfyMNH9/T7bT7AfJzT7/WHop3ljQfZB9gpdDEMVpOfnug2lwYw13k+eyV27Niirx1xrvAAflMimKVGgG1Qw1lhDiZ0ivULs2vLTbl0isJrMBqsX5OBa7J9BrLB7LrXUGnauXft6NLYqJ11sRFkyuZScEKQDUdznTC7tz0GA+ahkgY/OgWuR1VNhfADhJzGaiBRcV2eWvahMYjJgzgq7tfeEA/kGHAewAZjUxBH5Z9n20xLXHrAWrNwrm4g74bsJnx4VASN1hnQPnpE98K5E84Cu/kWUYidexKCnFzOrUgGskFr8jPZKp6lledy2ufmzRviXj2iFfanWhrE7g2O+NE5N8wcb4kNXh/GZLLBDF/Rc7ieDGKKTwGmxZTMEhNYfuKK1pgivLakNSbIA+FWDEtNUaCLSvIB8WdU7vBtGLoNiRCH+UjpV+oBTFQGseuXBqjseSJkZuED6Lj0K80fgdjkn29dhjGQCbH10ZncF31wAe+m7Mbs5mybfcPJYCPE/vxkcylCXzgZwFToHxvIFr+L113f0mJp8yudZTy/KbFt+2a1wJyhphD3j5+lRjmA40fnOMDBeb4GVWMA26CFr9j+5snfs7N1inEmA9mGnZkWG/DwQabYi2LTMs2dsAEQQsxPXA0aQrdiCDRQ8vJXiPuIdziYoIAAYF/RvFRFADaIKPZ8aF8uwKXl5X/Cnz5DOM+ViLteExC7ihUqut+t47yg/5vXT2qJ3Te2goC8oQjMlN1seKMOVAerE2GN94sd5HRHHKQGKrcJdnxXncFristUKAox08RHIRssz5/zwyjv5dDh/foBvv6cZ8AWfh/4j71Q2D26aSOOvRBdtCeCEAMajs4BKg40sKEVvsHB0bXmEF87IowEk9seyBzEoFpQboCDAxpuuJkjfAyHcxVgnh8IcfCarYNBDoWZlQcga8MPy/bw0TnY0QUuT9cunZ2vrJ+46owK2VV6s684+ACizTOmf+zmGrsPJa4qytVJVNGvZaoVhVxjDvs8SGxSVmxgKchv7rc8dyww750Lym9ZP2H5sqxZdiwrnsPyYVgquIYD0q2rgjQRWDOqBnAMZO3PptV3Fp+DHjrs7MufZMMb4WhemFjn6Nu63iBgMveBsJq19UWYHcAOTt/iRq2uL4PVlpQdY3w+0C4crwFLDEvA7du3r8uYscPhT/K7Zp0Abxe4Eq5rrUv3DtK5W3tp1+EnfYeuY8eOsHzuHTpaRP3Yn0Llls4S+z6xs8whxAQ3GI0D5FxSPwLcFi1byY/Nf8Jxjui1wnFYZPZcIB43yvcD1n+U1m1aAOCW0q5NS2nfGmrzk3Ro+5O0b9da+5+tv9mJfdmc59El6G8O3QoD2TXyBinE5ZXF2m/sJvqEgNjjn5ZRraNX9g7kRCNGxUNsLLgns5WpLbWMeDyw3ha3Xctk6TCQFdoA7KgsvVSzWGIbiZhW2XcxfIgt8a4xEEKczFWIWlneoO9HNyWG55KZEY3DX3fil+ydZecbKbt2b5OZs6ZI+sgUGTiI1pj9wt1hxXqhAcWvXHaCFcQjHADT6rZv3wZWD49z+sZtAE+bttKqJWD+id1rbWA92aUGgHUZugvOzQittNOPao0VVlpghoElbwGr7sTjsOgan4uz1U+sMG0QDtdDBWrVuq1a5nZmkdnIA8DsS2a/ckeAzG8kd4n5yW7CPMXZbYOGDADQvWTL9g3y6QtnqcW/MpQASFDuMSZiZRwv4yDKQrTsKDUwgQ9tjUHKgLZrRrvsDOimRNCbWe3wa4lFyl+7qnsBgJlYJtKsnsntC90Js74Elz0Q/EC3+0i3A5bAOZcjtKSm6M1TBqdu09LG3JX4Gu+6/9w1rOeDfdz8zBb7s69cvShHjx6UXXt2SHXlahnct6/04pAuXAaqZxe0/mGV+/fqKCmDukrfXpyz0EI6d8CjHha2NSBsBev4Y/Pv5bvvm6m+/+EH6Ed1HWhhaaHbt6Na41z2NbdFnK2kR+c2qp5d2kpvWP+eXbHeta2qV9d2UCe9vi27cRI8v0/MJwjcnW5YdkPF6tKhDZZtpXundrrfvpzZnS+RKsShS9ErsMa9+/bUD6tcunpOPnwK2j2A1+RbZc7si3MnvhFifibXII6xoWXKMnYNfZbdU/LBMjSYUTbKXDBn3M1cCxuHvrU1+fCamsX8HYM4kLoRhJcwewk02KIAWreaJdxBS5AdzAYcG4P6qytmhGYSfCnGy5sKMsDWeR2FFrWW6/x70Uv+iosNSkj/+fYU1wrgfYrK84TwPnffUeb1tKIhs+i3vUdh8TX9cyfrZe6kATJ/yhCZOX6ATB07QCaPHCyT0gfI9LGDZOqYfjI6rZukDuksKYO7AexOMgAWfED/LtIHcPfsAfh6AqZuHaQrgOoOkHrxU1NoJPbo2h7720nP7u2lH84b2qe9pPbvJGkDO0v6kG4yamh3GT2sh4xL7SUTh/fDNaERPWRyek+ZOrKXTB/TR2aO6S2zR/eWWdBsbM8a01empfeXyan9ZVLqQJk8fKBMxPYEaHRKHxk5tJeMTO0rQ4f21cGcfv36yhCdojlQ0oanSlHxKkDyQsuSk6P01a7Y286BL6yAUB7AMYiTSCGmcQvOUZDdksdZfuoX66QxCsaGYrmowAnLGxzwOmo0NS7AGiyd4i2vifBa5Yv7FhvBMiittvnwWjgLY/LPN+kMKU4wCbY55Kwzq5BZ7h05JCao8aw8rJWskbatFQpxssY2oHI0oFI8f/JUXj5F6xfXpF4D5LdoxL14ygYFQAa8+hp4JD0vX6MicKTp+VtYgseyoSpXShaOlOJ5wyVrRopkTBgs8ycOkIVTBukyYyxAAkAZ4/oDrD4yLqWnTBjeV8an9ZSxqT1kbEp3QNgDQPaQ4QO7QV1lxKBuqjRoQN+2kjqgg4wb2lXGoCKMGdpFxqd2B7Q9ZeKIXjJlZG+ZNrKvzBzVX+ag0sxDJVowfpAsmDBAlkwZKMumD5TMmYNlxeyhkp2RIivnpkrB7BTJm5EuudNHSs7M4bJyTqrkI/1587Bv3khZjnC5SyfL1k11smPHDjlyqF5Onzolly5d1jzg05R5wrfOWa6mmDUNRKOiee9B7FtFZyXjLaPtN8Bs23orqMb+YKVpCtJhMNsLEK6jId6Hj4r7FWIfRP8Cvux4dL/JjjPDmChmWrwIridaArSW/YakL5eBLkOfoOY+eNwgj2DVn794Kq/e4WY/ILN4Plvbr98jw4KKwO8tRAqHnxlghWI6fr58QmqK58u2snmyLn+GFC8ZIzlz0qRscboUzk+VvNmDJXtGf1kxfbBkThsqCycMlDljBsq88UNkNkCbMaa/TBvVF3D3BpS9ZfKIvjIBVnV8ak9dH5PSQ1IGdpDxw3vIDIA6fVRv1YzRfXBuXywBLyz9bKxnwMouGN9flkwaKEsnD5Qlk/vL8mkDULEGSu6sIQB1qBTMT5GiRcOldNFIpHGUlDCdi1OkKnOU1KwYJ7W5k2RdwTSpypkka0sXyZNHN/Ufea8/uB83UsyDZGXHcraKbuXmA6yv9ROuAFYDlPD4sBrkFsY/ZkPVzqg5RkzGjV3byt6H2IeV8t0gO6afdo3emC/nAoRdXLbtyz/fEqiJ8uS+Js8MJXhMnAPYl0FN6c28R0YgU9kIaIA/devpIzl/57qcuXFNNh88KEdu3JDXX36Tdx++IBzPZeY5gDkB3irQO80kxPf6uZw4sFH2rl0ue2sWycbSDFm7cpJsWDlBNhRMkprssVKxdISUL04DNMOlaP5wyYUFXDEjTTKhRVOHyoLJg1ULobmw2nMB4GyAOHt8P5kD4An5hPQeum8xwizC8UUAdGGgRZMHyeIpg2XJ1IGyfOoAVJiBqDgANmOo5GUMloJ5g/GUSJWKxcNl9ZI0qVw2DMAOR9rGodKNl3WrJkhN/gRZlzdethZPly3FM2R7eYbsrFoolavmyIljO9GWwdMqKBctO50rwfWwfPXxDhfMys9gCgE2g4Ly8CAioNw2UP2+YIMqelzDNAKxz4xdO1T4BGB8lA+v7Uv4PnFUdtwumgxiysLHEhTUbpN7TQgJg79EoNTfidQ89zIoE+pgfsXjvBmc3/D6haxaVyX9J46Tbqlp0qLfIOkxdZZsPXZSXr//jIL7iPhx08xQAzmA+CMygcPQDx/ekgNbi+XA2kWys3KObCidJesLJsrWgrFSlwc4csbJmqxRsnp5upQCoELAtHJeKix1Kh7vw2T5jGGyDNZ56dQhsnQaBUinDIAGymJAuXDSIIA6DGBjCVCzEHbZ1EGwrrDqtOzTh8DKDpOc2bD4GcNk1dwhUrxwmJQswpNgyXAI0GaOkBqkYT3Ssil/nGwuHC3bSibK9rIZsrtqluyrXSh7a7NkD6Ctr10sBzZkyeHNeXJsV5EcPrBajh3bgjJ6JK+eIb8DeLW94AHLpe1LABn5HQM4+JQYgTGIo5CqkkAcDROF2HjxZQaLohupvyGGK6IT4IPK4qw+r+fAZtwxiE3JIo8qmgH+uZbIeIBdou2Y+sq00MgwfeQjwwhbrNFBBQ2PD9ATxLG8ukLaDeovf0GrvUWnjtKqW1dp1qmD9JkxW47fuCcf+FYCblR/JxtUCmukvH7D/yK/lqsXTsh+FvqGBbK7er5sKZ0pW8tQEUpnyHpYtrU5Y6Umd6ysWTFKygFTybJ0ycfjPH9+mmTh8b58BsCcNRTLQZI5a5BkZQzBMgVQp8ry6cNgZQco5JkANQv7s2bCp8U6XYO8jEGSPxd+bUYaLDzcgoXpgDdVypaPkNKs0VIF1WSOxpNhgmwpmiTbCifJ1qKpsrtyNp4ac2Tf2nlycP1iAJsNrZRDm1bI4U05cmpXsZzZUybnD6yVK8e3yOUTW6Xh/nXk+zsUPsoLbQT3TQeUD7eDMrSy8MtNy4tGwwOZjftYmQSyMNqI0yXC4klIqAxmW49BTADNIvMfKhyUQnp8GbyUe7cOUOtbz1gaxIGLaeL19Y+ivuwmmxJv3D+H25YJtII+wBSP2bmWeRbWrKYTIXYg8xNV/Ln15y9f5ODJE9JqQF/5sVMnadGxg7TlWw7du0vLDu2lWZ9+UrhlJ24GVoKWGBmqI1MoAKvVzAA2Es8c2iWHNmTLkfVLZG/1AtmxGo9hWOStsHIbg0f02pXjpTp3jKzOGglrPFxKloyQVfPS4J+myQpAmQMLmoeGVg4Azp07HFY6HevpsNRDZQV82GWANXPOMFkyAxZ7Zhp82nRZBV87f84gKcL+onmoHItQSZaOlgpY/EpcpxyqXDEBy6mSt2SSrFo2QarhNuyoAcTVU2Vf9WzZX7dIjmzKkmPb8uX4jiI5tj1fdWZPqZzbVyGXD6+Taye2yM8nt8iju5cBEF0x5LV+FNLJptta3tuTinlv5ab5FcChELNxhfJg2diUzShIfEXoaxCHL0W4JzJhjpWPJx9i/SYFwoYQYzvJOd8EsVlak+3zz7GMMSAtsyhCa+eZDGQ7zxfP55/kX+Jx9vHTR9l35LC07ttbWnToKG2gVh07Sst27eSntm2lWcfOMnl5ttx4+lKevHgjz57S8rxwlhiFwPex+ALk88cP5ODWCqmHP1xfNV92VWTAygHiCgBcOB4Qj5f1K8dJHR7hNStHy+pMZylXLx8jRQtGAMI0NMD6waoOk2I0sghmwbxRcA1GSA5gXjEnRZZkjJARKb2lZ5c20qVda+mGSjZ6aFfJzEiFawILDIhLFqRJMfzd8mUj9RpUKSzwwulpMrhfV2nTuoX81KKFdO30kyxG5TmwfrkcXrsYEC+QY1tXAOCVcmpPiZzZVyyn9xbL2X3lcvFglVw9uk5untok109vlvvXTyMfkbe4/xiMAbBR2R+wrMwMIsLBH1vyaUaADUD2Mn0LxL5LEYM5APkVX1IFkNF4eM3Y9dlIBwu0viHIieAzbKx34o8oCjRFKA1ALg1QyiCOgmznGdAcYXOCZcdj8DUy8RMsc8Oz5zJ+yUJp1qaNtOKchh7dpeugAdIabsX3zVtJlyGpUnXoiJy/d18a+B/q56hYuEEW4EsWIqz67WunZGfNEtm5JkO2wxfenD9ZdpZNl92rp+HxPVY2FoyRdYB37coxUr0yXcqWpqKBN0IqAfHqZWMlDz7x4gl9pBCWtHTxaCmAa1AAX3klltlzh0kmYB7Qs5P85fvm0uwv30HfS7PvsN7sOxnUr6OsAJBlsOqli1OlZHEKrPAI9b1L4AfPh4vCvuXvfuSACipnqxbyY8s28mPzFpKzaKwc3jhP6utmytGti+Tw1mVyfFcurG+JnN1LK1wuPx+pk2vH1smdMxvlzrktcufnowDlOSByDTH6smzRv//wQSdGEV4rF7+cdB/BCOBwYvkQXgewKgDIRCANVsqHOAZyYMUprRCNWNV4iAE8whvEqlc4Tlk4nKOfdvVlYPmAUT6ABiRlxy18NFNMFt7iiMpdg64JLTvDQQj/ATfCnoxLt2/JxFkz5S+wcN9zzi9Abgur3BIF/0ObdpJRslqO37orz9hPjFrNkSEu2cKlb33h5HYAPE92rp4BH3gqGkvTZGf5dNlRMVk2FY6RTavGyfr8UbI2byQaeHAlaIWXjZI1mYR4jKyYDn93cj8pmT9SiuEi5LNfNmMoGn5D4RsPllnjB0nvHnwnrwMAbIHK9YO0bNVc2rRvr+/TZUwfDgtMVyINVhiVY9lwxDtcfe5Rw3shbAtUUP6Mke/itcayg7Tr3F0mThwie9fPhj88U45sni9HtyyGH7xCzuwtAMSFcnpPoVw+uFp+Pl4rt86sl0eXd8q9q4flxZN7mm8Uf0TDzxS4/82hgYZ9bkCCULL8CDTLiZaPFg9lgTKxEVIOLLltlDPL2oNOrSjLmMDRmtOIwZVJhJhviTiYHcC0+rxOIMbL7QBMJ8YNgLGfaWCPi5tURAVpwrGkltjANAAdYA5AricLz6UfxgeYsrAGc1OysDyPCeX6J1iRG7duSsrkCdKME2x+aiUtW7TS+QXft/hRhk3N0Abeo4b78vgpBz1eqm/MRx0L6NjeKtlTuQDuAxpy5ZPRyp8r+9Bg2rUGlrh0omwpnCibV42GRR4ttWjYlS0argCvwaO+DI//3FkD0ShLkWK4DqvYs7AA7sTCUYA4DY27ITJl7CBJTxuoP6z57rsf5HuoZYsfpFfvTtILfvvokf3hV6dIKRp09IXXLEsDxGmSjYowoFdH/XZFy5/aSnOcw29e9OjaSbr26iPjJ4+VTRVz5GDdLDmwDve4ZYmc25UDXxjWuL5ATu3Ow7IQEFfJ9VPrAPEuuXfloDy9fxXAmDsQNJwV6qCXgW2ON4CMllMhI9hhL0KsvCAbLlbrF7GCMZADaUOPT7+IRebHWV69pghxYM09C6vrvG4QH5fuGu467vfKYc+Ypg9gE+pG3QneiCm63982MWL6x3YR/3xfFi6Z7Nxo3HRP2BPCRsb2+npp37OHfK/vsbWVFi1+wmP4O+k/Bg2hM5fk4ZMnsUxmZrwByE+fPJR9m/NlV+V82VMDkKtmSX3NXDTuZqNxNwUNu0myvWQKrPFo2Vw4Vmqz0ehaOkKqVoyBO4GGF7vbYDELF4ySknnDpXDOEEA8WFYB4nxYZvZETB41UAb27yl8V+/HH1vIDz/8KJy+qW+R9OgpI1O64pwUVIgRsMTDpSozDXGnoXE4TFL6dJPm3/0of/lLc7gjzXQmW7cuHaVL994yYvgw2VKWIQfgTtSvna0Qn92VDV84Xy4cKFKLfL6+RK4dXyu34U48vLRDHlzZL0/uX3J5HhgRdfHou3K0FACb2IDW7zwTNoCnQ8oIb+WVaB0BFC10IDuWADLdBshgdn8nDSBmOIIcgTgaj13P3xdLV8Cczic2cKKKgmQnJztGEcLGut78c2w7CjAVDeufw4zVt0nQcCtfXyfNUcjfteTHSVpL8+bfSfOOnWTVxl1yu+GJPH7yOHbzb9BwuXfnsmxfuwQNuXmyb+1S2bN2Plr8c2RP1WzZBqu8c/VU+MYz1DfeQJciB37xitFwK8YAZPYbww2gLwuftgIQli2ENQaQ+QvSpQANNfZKTB7dX7qiQdeuPT8QyOmcbXXCUDu4Pl3g9kwb00uKFw6V8qXpUg54qzKHIV5YdlSQaaN6S/tWP6gf/QMnG3EyfNvWOlNtzKj+Ul+bIUc3zZPjW+FK7FguF/etlAv7i9CgK4VLUYT1Mrl+vE7unN4kD+ATP7y8RxrunAnKzCt4rsPa+lbSus1M1qaJtWuQh9q2CCBivvoAqwJr6QNHKNkoC6/FN0qCb2JofO64whuE5XlmydmotPjs+rod3IveD9igD/9ViG3dTvSP+SKEhDecXun821B+vInX82VhLKEU15+h0fby+Uu5+/ypzM5aJn/h19o5bbElAGjeXKZk5su1B5wAhOszY9E44Jc0f750RLbXLYQ1A8g1S2Xv2oWyfy2ArsmQ3WumwyLPlN0V02UXgN4Ed2ItLHEtAK7NG6sgr8lkdxuBGww3YxggHgGrPFJWwc3Ih0XOyhggc6YOlP592uucYE7tbA2QW3Ja5k8/yeA+vWQ5Gm9FOLcS1r1iWQp84iEKceWKdMmeN0hSBnSQNrif5s1bwlXi5Pzm0rt3RynKnyLHttCNWCjndq+Q0zsyFeKLB0vk8qFybeBd2F8uN46vk7tnHMSPruyWhlsn0LhzT7HQRXBw0SKrmwVw2MiiK8Hhe1rk2FeaApDZl68DTgFIBpMTK4XbjrfWvA6P8Vznxrj/RYcQ03eOh5gW2l3Hv5YK8TF+VhyfB/d1KL7trBPWfYUwRS1kuB1/jgFsS13nbDJPnNHGqZp8585N2XThfcXH6Wai8bqWcJ0VxZoPnb54Xgalp8pffvyLvlj5HdyK1Ckz5MpDXO/Zc3nCeBCOBXHh5G7Zvm6Ztuz31iwEvIvhX86X/bUzZN+aGbIHfvKesimyp3yqbFwJawytzQXMeQA510FMl6J06VApW4rlEjTS0EBbtQgNu/lDJW9eqqyYMURmju0tg/pySmdH6dye7+y1AsBdZeGUIVIwf5gULUE87FpbDJiXpsL3HinVWcOlMpMjgykyfVQ/Gdavhwwb2EemjBogq7MmyOFNS+Xo1iVybPNCBfgcfOGL+wrk6qEyuXKwTC7tL4UqADEadqfXyb0L26Thyl55cuOIvH35CA059pc7WAlYPBwA5iX84Vd43L8CwK8/IpzrPQh7E3guLXIANfSGA0vwb905BJ+/HXDuQAxmDzY9x7P+zi92EPtiOL2WXs+5QDzfZ4+z4HQmXPAkoJ/c7OkzFrq9fUGFEPsA2XYUNqco6MkhZlg375iQfh1iC2MV5AlnqiHxtPaEedWaCrgUP8qPsHjfwYK17t5Tdp84KU9gBZ7wPJzPCUMnD26UPRtWyLEd2XJw3RIddj5QR4hnA+KZsrdipgK8s3SKrAe4dQC3OmcUrPBouBWjAr+YLgUaZkvYRZYqRQtT4Q87iPM5xyIjVUf0Fk4bLHMmpci00YNk9qRBsmwmAIW7UbJgqFQsGaXddhVLhkkV/OKarJFSs2KE1OQOlfWrsJ7LQQ+AnTtZB2IO1s2RwxvmyvFtS+Tk9qUAOFsuoTHnQ3zlYLlcJsTHauETr5e757c5d+LaIXn76qG8/wBg2KCDRfT9W0Ks80wA5OtXBBkW8iXC6ocGzUIH3WE4z+ByQNLt8IVwweM/Jg9iByXiA8hqiRuF2FUYtbKByJQZRpUHMfUUrDQLJ5CjRR9t/UVkx3zYKNcl5oOOizFeXwHIDk4HaBhfYrwME5d4SOEl8PwGBrZPX7koQ8eNlO/4Dlz7dlj+JOMyZsv1R5zt9grn4LrPH8nRvVVyZHuBHNuWIwdqF8hB+MSH1rvl/qoMqV8zS/bCJ95ROg0+8QRY4HHqRtRyCDoTPjGsZ/nSkYB3hFpgAly0EA29hbDGEK1obsYwyQGsWbMGSjZchxxOncS+/IzBkj9noLojq5ekSwXOXU2Ilw9XS8wKs3HVJNkMbcofK7tQkeorpsneyonwhSfJwQ0zYYGXyJldmXJ+b65CfKl+Faxvsfx8uEJunahRiH8+XBVAvFUeXNotj34+KK+f8x8eAMe61YJHNcUBEJWC41wO+6iKDmjwEa/i/tCdpHTuiyebbWjSSoJwxo0PsfrhdFuwNKhNNuDin2tGjNKyD+CNg9jgMplVZUR68UikLmIDMQRSLxC7IACMQMzK4stB7FeMRIj9eHlc/e3HT6ThPr978VhuPrwvS4pXSrM2LeUnuBQt28JH7tZFthw5pp37L54+kruPbsj+7cVyYleRHNmYJQeq5gBetPbXz5cDNQsAcIbsq5wGf3i6bC2eKusLJsEXHg+QOYI3Uaqyxmp/ccXSMVK2ZKyULBqpINMaFy5KB8Tpkgt4c2YD1gUjJHfuCMCbKqvmofE3h6N0Kdr4K4QLoj4x3Ai6E4S4DpZ+HSDevGoKfHFAvGqC7KqcIfvR6NyFNO0HwEc3zZGLO+lGrJCzu1bI+T15CvEVNOquwie+ebxarh6sxPoauXkKjTs27AgxLPGLJ3fVneBfN7XRxpG7YCQz5neibN3b6VYWtH4OZCdnDSkrf3dOKDdHA7xYnFz3uHFhCLLrP7aeEXMvYgogDtPiZOWv+9WFMIBplQ1iQGVycLnHvntTI4TXEu0iJ1wBsEEtsRrDtzkYr7kShJavKHGp+2OAhtC6yuOAtbjsuAvrvj7Eb108aWjQ713ce3BPDp06LhNnz5DvfmouP7ZuKc1a/CBDJkyQi1fvyGs8Hu/fuyF7tqyCK7ESrgQadGjMHaybK/uqZsnO8mmwvlNkZ9lk2VYySTYUjJNqNOqqc8bCCk+AJkplFhpiy+EGAOQyWNLiRfSHhwPmEbJqfroUzCO08ItnD5S8+amSxXkWsMz58JPzcSwHQK8AzHnz4UsvGCYVALiMfcSZI+B3w/eGxV8HF2Zz4XjZVjoe8I6X+hpO+pkLf3ghfOHFcmF3Lhp1ObDI2YC4QC7XFwPiEoBbKteOrAbE5VhfDb+4Wu6e3Qx3Yhcscb08f3xb4dXZaADEvYhgDSe6FihPtcJsXAVvzARvYjgD42Rl4oMVFV0VNsDUr4WchacrYtacQJMfhmF6klhl7De+jDlCq2MF2M+KYhDHllAzH2DKt5YOOvrLXmItcqyHsMXD5/aFlpqvDFl83DZLGwJtPrmLM4wnjMNk7+xpfFjevX9Xdh8+IB379pC/tGyOlj1AbtlCZmTmySO0hh89ui/120vlwKZMWOB5srsS/i/ch3pAvAONuS1FnDU2QYed69CYY3caoa3KHqdiQ6xksWvIFS0cJoUAsRBAcj5FAd+44My02YAYLkTe3GGSTfdhHht7aTJ/2lBJT+sto0f0lflThkkJfOeyRSmxaZc1WaO1T7oa7kvRktGyaPoQKcubLvtQ2VjJDiC9xzYvAbxZcgJ+8emdWWqJz+9ZKRfgF1+ERSbIl/aXqH98/dgauX16g9y/sEPuX94tT/EUeoVG2wt9KYBzSN5p15V77BMKWk26A85HfQbLa68S+fLLOlrevhjOGTo+wR3EVKJFZ7j4a2svBcJYXMpZAK66J4GrkiAcS4DYIHGguBc8/UT6Srbf7XOQPn/uwCOsrkIEFjoA8lsgtjDuOPeZ2+Ou0YA03rhzQ8qrV0uHnl3kh+Y/6NvCzfv2ltX79sidxw2yf2eFHKArAX94R9l02V42Tfbgsb0TjTlawI2cT5wzUq3iajTiSpeMlDVZsMq546Vsabr6wIULUmB54RrAynJWW6Fa4SGSP3ewQpwzE9YXVjdvVn9so0E3K0VGD+8trTt1lp/at5WUoT1lBY4XwVoXw70ohaqXjpaa5WNkFSz8sAFdpHWbtjIsfbRUroRLgSfGgbp58N3n6XDziW3z5ejmeXISMJ/bkwP/2IFM3/jcnlVy+UApIK6CSwG/+Nw2uXdxlzwBxC9fvpPnr53hISjRPl1CZNLjnuWlWCY818rEulB9cV90f2jsnFwcXgVBvE+fYR9cFy7Z/++frz8nCtyUKMTm1zcKsVlMg8U90p3ltcS49VDcxxoYJpw376Az2Cy+qL4GsR2PyjVC2cB7JA8e3JYHD+/I/OXz5bvWgBgwfNeqtbTv3Vfqdu2RU4c3Sv36LNlbNU+2FcP3LZki20snwweeCL93NDRGewqqszhFEpYXfm8lfOGq7LEAmn3CDmBaYFpfzmjLnzMcArhz3HzhnJlDJFctMhp4MwfL4mmDZczwntKydWtp9pdmMrBvR52umU9XI4infDFHBsfIgsn9pWunttLsh9bSsk1HwD5crXC9aqbsr5slRzYtANRz4dcvgm+cKyd3rEBjLxcgFwHoQrXGVw+hgXe0Rm6d3iR3YY2fPryuED97aeDw/UQsAzi0XxbwWsNKYfZ82bCM/TJJlEHsq6mydXG+SAJxkE4TrwuXVl2KIM22jK0jna53wlPc4xp6BpA4Ecf1QOAx4N2cQeseISHEDMeEG2jPg5vhjfkVJPFG/Zsg/FYJXEVwsv0uDJ8WTx7ze3APZe/RemnTu4t836aVtGsNKP7yo4ycmSHHj26XPTWL0XibpY0o9gRshy+8qWA8HufpsMJwH5alSzlchuKFw+EqjJSKZbTKo2GFCRzgg6uQP4dvZKToK0u5s1Kx5Dt5XCfAA2UF4M2eOVxyADLfBJk3ebCMHNRDhvbuKNPHDJCV80foy58ZEwfoC6MLpvIduhEKd/qQntKtUxtJHdQFFWi87F0zRycr7auZKfW1s2V/7Xw5vH6xHNmwVI5vpnuRJSe3o7G3uwAwF8hZWOPz9UVy6eBquXa8Tm6e2y4ND28gj17KEzwRHVzP5Anzj2XHMgsgjm9cWd+w82XNgPlWNApvcphDYxiWW2jZ1b1QcdgZbkRwHR5z18N1eD2uQzbhx6Ub7gkbgACZfnGzhgbve8MUAYZ8sNk4I4jUi6BWhYkJZRfn8LCFN/FGGL9VkOQQx8vvurMMtGubWMm04j1/LLca7sroaZOlWfMf4VK0lB/4PYievSW7IAv+8BLZVzFD36XbkD9eewPW5cJlyATAnJwOt6EQVrV08UhY3BHq87p1QgyAOeWSbx9TaMhxcjzXswAutQIgr4BfnDVjKGAe5sT1GUMkazrCwN/ldsa4ftKnV2dp0a6z9O7dDRZ7qJSxssD600qXLhuOBt9INDg5VXSq7IUPX181G0KDtBaWeN0COb5xMdyKbICcLad25Mmp7flycme+nNtXCLeiRC4fXSPXzsOdePoAIDQgn1y++XlIo6PzJAKIrcfADT2zkeUGO8LGGV0NVIgnjIeugXvDR42IfpYh/Da1D7HJd0uj5ejzY7IwdswMpfOfnQ+t/7rDPoXY178CYq2Z3vmqANr4G2saZNcAcA0Cq+1+Rji5sI9ojV8+kcOnj0nPgX2En5JqyclB37WQ1JGpsq8uU3aWTJW1eW5Eji+HOohHamNrNRpbpfB93VvPafriZvFCvtVB98FBnAv3gbAatASZ65kzBum2Qc3tTL7KRMCD/QR86ZT+Mm1MH+nStb00+7GlfoBl5oT+SAMak3gKMA1VmSlSs2KYbFo1SnsrdpRNwFODmgQ/fjp85dmokHPkABp/hzYulYMblsnhjZlyfHuunNmTj0ZfoVw4UAmI9wHgR8gb5msixA6MsNvLZHMoTG5SkGugEWQD2IkQNwBcKvw+dTKIDfRoOTItyRRNa0y0wHxCkAtacFpiWrFHjx6o/k9CzBvxQY5aZOrPQMwazoLiyCN7Qfjn9r2H90nHHnArWraU5j+2kC49esim8kWyu3ym1MEH3gDV5YyTWk7ygR9cumAoXIkU+KgEdrC6EIVoePFtZ0KcO4tuggNVwQwgNnDjrfIgWT5joILMbQUd4fgdiUzsnzupv4xM6yVdO7eVQX3aSzZclGrOoVicImuWpkpddqqsy4M1zknTWXVbi8fJtpLxaIROhosxXeqrYZmh/Wj0HdywUA6sXwSIl8kxWOWTu/LgXsCtOFAjty8fRf48wqOY+Wp55fIwlo/IV1o2HWgAsFwmg5gW2ZZmlSlX5i6+8CPsBDXsRQrlADfI/bI0nnzZMf+4Xk/fGXTikDP7irWf2KywghXIB/DPQMxzfGlcXEccPsQ+yMkgtmvZDVkhhKIVZ+a4NL/A4/PB47sydu5MafbTj3Atvpcf4B8XLpsMf3KJbCufJOvzRsKFQONtKSwfXInyRcNUtMir5rGLbIhzIWCBXRcaG24OXmdVh8iyaQMCiwto+bGTYD1zRn+E4zaPD0B4Aj8otlw+rR9cDcQ3G1YejbvCOQPQuBums+XWZKbjSTECEKORmTkcEI+XrUUTsRwHi0w/eZocqJ3ptJ4z8mCR1y+Uo5uWy9GtmXIKEJ/bA7/48Hp5dPO8WuKnaPgybw0ey0cV8tUgNim8AbC0vgZwFGi3Tpg5w5CPelpmK59EiGmlzVInA5mysvbLO7rf/mjwjFMXIIXY1aTQOvrgmgxgk3PSQ7nHFW/A1UIngywQB0AM2OAavKa5Ej7Ets/FH96Mkwtrsm2tDNALtTpPZf/JYzJ96Xxp2b0jHt3fy8RRY2VX3SKAMFXW50ySavZGAOTVcB/K0ZgrmT8YFjno980YBNdhsKycNxwaIXmAOZtvNwf+bha0dAqAnY590wDsVAjLbLgQK+hGTHPidyUM8Gz2XqDBx+633Fn9UVmGwG2B5g2SsiUpOgm/Cr7xOvjDtSuGA+J07fpbnzdK1manwRqPhTsxRa3wgdoM7bnYWZkhu2vmyaEtcCd2rZTTaOBdrC+Ri8e2SsPje3gy0WAwn5yFJASuDze0ptoj4clgNsus+4L9vtsRivsd3KwQ2lBjz0NQJsYVr2/w+gD7gNI18MWBjKih9Fng3Bj2YCjEBOGPQZwoP9EOsHiI/fgoFwbrSeIKlQixpdOXxePifALXCPtx7vGL56RXykBp9v130qlDN6kqRENpzUTZkDNeLXHVspHwRdOlbAH8YbgUxeo6ELaBCnEuLGXe3BH6KalMugn6HYkhulwyebAsm8IPoGA/pI03AJxJaKe7r/gsm9pfP0lFkLMAfA7flkY8ObMB8Xxcb1GqqgRPgZIFw+BOpEvN8jRZlzMKLs84HYTZWjxeNheOke3wjfk+IAdBOGizt3qe7K6aK3vXLpADnOnGBt6uVXJ2T4ncvHTYdaXpyJuTc83cIIRCGUDnpkG6CTgGMeGMG0mLAGz7nFxYDvPzrRF3/C2uR0BZ9saFA9eHWLlAmTJ96jYGXWm+ohDb/cSEfc3Cwg+tWRTiqCy8LwNY4wBIlshYYhEmWTy+9bW4uB5vkeNl1/OXFEfn7t67K7ehBvhgF69elhFTxuvEoL/80ELmzEyTvXgUb17lJvZUQhVL+Xko9k6k6WT3lXAXaIlXzoVVpU+Lx37WrFRZDgCXT+c3JgDyNFhiLBfDGi+Blk6F1Z3O/UOw3Q8+cV/JnDUA+wfKUrgddD0U4hlwI9QqD4CrMlSK6HdD/OKPNi4XE+QUqdXZbXAtcmCN80fLRr42VQSo0bjbVjZNdqyeKVtLp6slJsR70Mg7uHm5HN+RL6frq6Xh3lVYsrDgYy17QEzrG4MY67ScBvK3QMz9IcDhMQtvsm46Xt8MEDkwiA1k7rc0JkCM/QnQBrJz2M0WB7GKUEDJoDPFhQ9kADM+VwPj1Zg1N4iTQotGybPniNMXLKx/Pf/6jx4C4of35B6s8/PHyCho+8F9MmrmVGnWrrX+eXPj6kWyo2KKzpGoQsNOBzcALyFevWSk642YO0Qf95n8zNTMEbJsxnBZOjNVsqamybLJw2T5lBRdLpkyRD9J5T5LRYD5ARWsT+8D6AfBCvPzV65BtwLw5nJoGpY+B/vyZnP4eoSKryxVLk9FGobAEo+QGrgS/HRVbfZwQDwKEI+RjcWwyuVTAfI02Vg4RdblTwDMsxXivWjcHdq6XOeHXD29U17yV21PEiF2Q79cZ09DMBwMgE3OItOtcBaWy5dqsd0+t98t/W19V88DmP6zvfLEykLr71wMB7Hvn4dQOiDjpGkO74PyAdYJaq9fsWFHiEM9gQWLQmxgm+IAsiWg49IB+HWIDWTCy0ePk0sk93Ma5TM00qLidX1Xwt9mg/QR5L6gCeG6D3B8z8nD0mt4qnzXoYMsXwwLVrVIKnPHSwkALlw0Qvtny+GXli9hb4QbhctnQ2wa/eA0QDlcvwuxeFqqLASoCyfBCgPixbDGnPCu32dTmHFs4hAc7weA2fjDeXQ7sM4BkDxY81z4xjpFE9dgheGXgNgfzeHuKljgtdnjpDZzDKwx/OM89xb2Bjw5NpdNlO2V07GET188RTYXTYGPPA8Nu2Wyf91SOb4tR07uLtMPp3DIlv/NCAcr4qXAKNBY9yB2VplDufCV6Td7vrPb57razJLrGyKxcO5cO998Zf2lAd/iAHSE1iCmyJu5jNquYvnThSC8TUDMuGIT6AmxmXmTQRwHbQBItOciBjqhU/CcVQxhDuVb3KgcwKxhyAQk1MVHXxfX8eKkfICbklWyx48fysPHD6SgtFxa9Okt/dOGSGnuHKnInSQFi0dJzhxYVTzuc+ZygrubE5wLwJYC4EWwrnMmDZYZE4bI1PGDZTrWZ04aItPHDZQZYwfKrAnUIJk9cZBkYP+8yUNlPrbnQQuxnjG2v0xJ7ytzJhBkvv3BhiF7OAAyXzadB78YjcnC+cOx5FvQY6US8FYvJ8RjpC5vnKwr4EcEx8mm4qmwxtOkJn+irIVvvx1WeFf1fNm3Ybns5Vsr2wvkyqnd2nv08PFzNOrY8KFBYH46C+xAiH8ka0PMk1ltXwxn6+yJIEAGkYHljE/YduEcDZ3boBOOwqmZxpsDmX+npXEyY5YIbFTcz2vbtM2kEDcFry8/XBQ0H15TFNymxPDROP+I7ElBPaSL8eCOHD19VjIKi6Rj2nBJTR8qkwDmpAlDZfyoATIuvZ9MGNlPpvHTrRMB6MS+MnFMPxmFfakpPWXI0F4yZFhvSUvtI6NG9JfR0KjUvpI+jB+37i2jh/eVUWl9ZAy/YTyin2riyAG6HJ3WSyYA5GnjBgD0wTIPPvRCNg45ojebo4DDdBAlb26KTrAvWuy+S1G+HFCvGCVVaODVFkyS9UUzZC0/4Zo3RWpWzZDNq+fJ9jVzZUfNfNkNkI8dqpNbty/LowbcN7/XjAInwM+fEzQCRP+UMHtAAKooxFGQfBnIvrifDJmfG3MX+DSmdQ38W5tjzPC8tj71A3aMDz9Ok59eiscZj1UkVpQEiM26JgM3mRT2QH6CDF6TD6mv+HCslQSREDM9fxxmpsP6vTmAc//BPXnw6KGcv3RFCrdulm6jR0v7/gOkde9e0qpnT2nTs5e079VLOnVpL917dpSefbpI997tpQvWO3XrJO27dJB2qvbSrlMb6di1vfCn5vzFQJcu7VSd9cc1raVDh1bSrt1P0rZdS+mEfb16dYE6S2+oL+Lt368r1EXSAP/o4f1kbHp/wA0rP2agTBnTX2bCsmfAPVkI/3vRLLgvc0bK0gVj4QKNk6xlY2TJopGyaOFIWbxknORnZ8iagnlSWzhf1lXmyv6j9XL2+g25dvO2WmCCw0c/AaYVdhY5hIGAqLvxDRBb+Oi2D7HPkIJMSOkqwPLr60QBgFQIfQOAB0dYuvJ3Vjwaty/uM2kYVI4mIX7MARAoCq6/LwpxcjibhjgGIV0IgMx1N+GEaYqHNCq7ti/LGKbz/v278hDW6dr167KoMFfaD+4vHfv2kdbdu0mrLp2kbbfO0qpje2kJQFt2bAd1kObtsd2+g7Ro215atGknLVq3kebQD21ay/etfsI+hG3dWlq04pvJLeSHls3lR+gHrH/fku/7NZe/NP8R2y31xzMtW7VG+LZYtkU8OK9tK2nFPyJ1RgXo1kE6d+I/9NpIN6z3Aez9+neHekj/gb1lANLbe2A/6Tqgt3Tlj9VTh0n/USNlyMSxMmb6GBk1abikTZsok7KypWTzdjl+5gIq72NpwP0buM4i27prTDkIEiF2fnMIu68oQOYiGHCUhXVvXTipVQZbFgfTwM8qsJxspJjjCDxusH6L9FqorAqxLzfGHcKgQEQU50pABr4vg8wg1gpi1+HN4OZ09I+AM0xc2HhA/f22zz9m51t6mGa9NsRMunn/lly4fllyyorkp949pW3fvtIBVrgDQG4HgNoAqNYdAVm7NtK6Q0dp26mrtOrUCdC2Uuj4o3H+YJwgK4StWwFkHGvVQj8/1ZwQt/hB52v8RGB/wvGWP+lSt1tyG2qBCoB9P+DYD4C7BeJifLxuqw7tVJx73KIdKk4HVCD+fb8XnhY9usuPHTtBXaRt7/7SacAwaT9gkHQYNEha98O9DB0ibVOGyahFC+X0lZ8BDawc/E0bIWOeG3j2GNZHMR/vsGT2yFcRjECurCBYU7OolIEbE2HGY90aY4yH4WiNYxbZi1dBxrKB5YnjfGeScj+rSaxETIcZWcZlroqlKwFiH5TGII4qGcg832B0ABJEgswbIsD/GogNXD89mmbuR3jW8hu3b8mZq1ekdMN66T4iVVr17SFt8ahv2x2wdugkbTp2hvWFlSWY7dvJ963b6aeyfmgDS4t938Gqft+CsOL4TwAvEIHkdy8UUIDJT2t9j6XpR2z/CIhNP3CbQniK1pnxtOQf9rt0lZ/atUfFgJVvh3g7Qp1aS6tugBuuCd2ZTj26SseePaQjXKGO/QZI1yHDpMPAIdJpaIq0T02RwbOmyeEL5+Q+GrJPnzOvmI/OAhI235f8n0DMY36liE1SDyaqM04Lb9BFIeZonMZHIOFa8N1JfleE17QwBnQcn0EaKLtGUoijEPmAJJOB5Ct2Lrc1PsJIUCH+IAYA/ysgVv8X1tZcH8p8YsJMS/zw4UO5dve+bDt8WFbVlMmEWaMlfcJgGTV2mKSkDJDBg/qoH9yhSyv4wXzE8yOA7aRbzw7SgSC1bSmt28Iat6ZrQBcBMLcAxAQRcDZv0VJ++AHuBED/ES7E97DM37fAti5RAehq8CODXGL/j6gULfjPO7omdDkA7g+IQ8Hml4Pa4OnQtiNcjo6w1HBx4Nq06gb3Bxa5Rfce0qZPP1RCPFEAcydYZH4VtN2QQTJ2cYacv3FV7jy4q2+8sDx94Ezaqqf1xPqfgdjijcXlgWyyeGPnePHGAMVxxk+InzS4bjf6yozfh9iXpcVPUwLEUZAUyAi0PjBUMpDNGpro78YGLF40IIHBZCJc649AbE8Hkw+xpY/7zNfiko/Wm/fvy5krl+TEsV2ytS5HasrnSuWq6bJm5TQpzZwgeUvHyLJ5I2TJnOGyCA2rudNSZNaUYTJ2ZD8ZNWKADB3aW/oOQCOtbxfp3qOL/smzY2dYRzT0OsJKdsCyM9SlCxt5raRt2xZQc2nfgQ09/im0uTb8WCn4F1Mu2yNca+xv3ba1tGnfJqb2Hfg/Z8bdERa6vfTo2x3qCkvcSTr2whLbrXu2R+MUT5E+3aUT3IrRGTNk68Gd8ghW+Akaso8ePECeuTL1wfEhttd//ijEdjwGGuLk52AZFy0xu70MZDuvKYg5/5yW2HW7sez5xA6vY+f4lc7SRAHi4BEfyG9wKTgeiDEFsDSmp1xGznHTAnGMDbegF0Lh9RSrOB7AVHSfD7DC6wFMGbwKMiF+8lBu37spV6+ekbMHN8rJXSWyd8Ny2VW9UPasmaNvF++rw3rVXNlRPlM2FE6RqpWTpXD5BFmxcJxkLR4vi+eNkrkzRsjUCUNk4vihMnbsYEkf1V81evRAmTBuqEyekCITxw2S8aP6ybiRfWUCllPGDYQGyLSJA2X21CEyY8pgmTpxMJZDdTkJxybgnInjB8m4Mf1l/NgBkjErRRYtGAGNhEZLXvYUKS2YJqtypkhR3kwpyJkpS5ZPlMVZUyVj8WRZWrBQdh/aK3fv46mDe38Ga8YRS8LhgxwHULBNuBQw7o9ArMdxrv5/DuK3Piib8OV4odX0zidkECEm0LHKwTDRuIP4VXAlDGJaY/OBDWi7B72GxcX7cBDHgxQHcBKgGlUAUMw6R44/fYYWqAogP3Vx+9f9I9eLgzi4bjJpWggxHlX37t6Qc6d3y6n6Sjm2o0D2b14he2uXSH3tAjm8nv/DWCgH+KXM1bNkR8V02VYxU+pgqSsBTfnKmVIMkAoBTPaCsZK5cKwsXTRGFs0bKQszaL3TZcW80ZIN2JcvGifLFoySrEWjZeXScVK4bLwUZ02Q0hVQzngpy5kglfmTpWrVNFmTPwXCsnCmVBXPlFr+zalsjqyvnCdb+QHEzblyeHepnDxQJWeO1siZI7Vy4uAaOXUo2D5eJ6dObpbj0LWfz+J+n8oj5O1jgoaGUhQAX7bft3qE2/bbPgtDuW6x+LKiMdL2DYECYHx/7xkgNqscs/QexP41LG4qGcAmC+9XQFtP+HhKFCgqGUi+9DyuB+AQrmiYx0/wyIfUrUhyDVMsPEH0zvf1NYj16eFvP34qD25fkTOHa+VsfaEc275CDm/Okj018+TIpkVybNNCObRuPizyHH2df0/VLNlWNkU2rJos6/JnydqVs6Uye6qUZ02RciyLMidJYeZEWGpCOgbLsVKSSVgnSj72Fyx34JbnTJIqwF+dM1Wqc6dITe4kqV05UdYXTpaNJdNUm8tmyHa+T1ezQPauWyr7N66Q+s05sn/7Sjm8q0hO7CuXs4fWyoWj2+TS8W1y/ug6OQ2ILx5bL1dPbZXr5/eoblw6Ig8f3ALAj3XAQy2lV/hW8Cbb7wPi7/dlIBnEfjlRziIjXsD6NBDhjQHMbQDnA0glxhsPrMnCWxzR/QkQ+4pCY/JvgDI/mMA0ZokN4idPOdT4bdfzz/dlx7/JEjdweV9uXT4oF/gp1H2AY9My2V8DaNfOlmNbFgDkeXKoDm4FtLd2luytmi6biycC4MmyfuV0WQv4anLHS3Weg5E/PqwEpKuzJ8rq3IlSAZVRORMB+QSpgNbA6tbwAyx5U1AJpsi6gikK74aiKbIJ8FIbi6fK1vIZsguVZy+/2gmAj2zJl2M7C+TEbgC8u1hO8scyB6rlwpENcvn4Rvn51Bas1+n2jbM75NrpbXIdun1xrzy6exGFzC8lPUe+0Lh8G8TJwPFlYRIh5lM1hFj9XwrQmr8agxj+rHWh+TAnu45di0s7ZuH9c2w79i22qJJBYwqPJYITkx03Ad6Y4sLEy65hgMZf053HMXeqoQEVA8tYfIF4Lo/RH24AxA/vX5VLJzbIpUPFcnp3rn7idRfgObSOEM+Vg1geAtD16zJkz9qZsnv1VJ2rUFcwXWryJsOSjpaalaNkTfZ4WZ05Rqqx5Oet1mRPkjWAejUgLYdrUJ43EfAS4AmAnd9zGwffGtY4bwKWgLpggqwthCUGwBtKp0NojHEORC3cmLpFaoUPE2JY4ZO7+RX4Yjmzt0zO7a+ABa6UKyfXydWTBHkzrPIG+fnMVrl5fgdghkU+s0XuXTuG+6fL9kLzrDEIKNtP+fA0JYPYPUUdzO6pyutAL+A3q7zGXAAxG2XaMPNA9sU02TV839hgpuw+LM22rZaYCUlo0CUBOgYUW8CBaOWeAi6zxk6JYfS1+gAyE7/gHi9cJzimbknQOLOeBgfmPY2P4nrDIy55DfcEYDgNz+vC8jdAd68ckwuHauT8fli3bZn6/Ynd8H2PbZorx7fMgU8MiPk7gbppsnPNZFhHWMpiQFY4DZZ0IiAGtBCt6+oVY1VcX8t5DAC5ChaZDcHVgLciaxyOj4f7Ad8XqoIVr0D4iixUAn6gcOVIqS0cDYDhUsAqbwHMnFK5p3qe7OPHDtfxX3WZADkHFW6VnNE/JZXK+UPlculYtVw9AZBPrJcrx2vl4pEauXVui9w+v1V+Pr5ebl3cLw0PbwLiZ7h/lCsnAQUARBUFJNwflrtNAbBwBn2CwM0T9kszPD+Yo189dYARUOsRMYgVaPaOBC5HzPVAeF6LgzR2zWgaGcYX44u5E03BG4XYICKgDr5EiEPITAQw1GMA6YPuFAL8rRAzHgvvIEZ47kM8T2H1Hz66icftDrl0uFJO71kpRzbDCgPgA3iEn9gyT05unSdHNxDkDNm/dioadBMA7wQ8/vHoL5yqbgB/nUvXoAoivFQ14K4DuNWEleBmQ9hfCStdkTUmAN1B7MAfrRBX5o6S6vwxcC0mIf5JsgVWeftqWP/qOYB4vv5w8SDcnSNbs+TETve2xqk9RXL2QKlcPLRGrhxbK9dOrpefT9TJpSPVun7nPFyKk5vk+tldcCkuoRwbUHlZhvGA+iIcUUDc/vgydxbXHUuA1/QViKlvgpguCM6zdPmw2rX8faZGfeLozVD/b0CcDOAQYh5z16XcurPwdh7f7lAr3ICKieX92+fk+omNcu3oali2FXJw4wLZVTkT4M4FwJSD+CDciL01kwHURPiq8IcBL1UHv9iH2ESQq2hxl4920ALeSuxbvWKcfkeinH9dwjots4PaQbwmZwzi4v/yUFmgrbDG2yqmAeLZsm/tXH2D+dDmpXKUH0fhe3N7VsGPL5LzB8oV4qtH1+J+Nsg1QHz1aK1cwfatU5vkJtwJNvTu/XwMDdnb+jP3xx6kBoHJ9kdl0w5CFmjc4s9NUBKIDTCDOAavKckkeOvBsHjtfIvL9kUVgzgKLGXQJmwHEJmSQewfd9CH1tLJ9vtyxwz0ZBA/eUz3xbkfPMeubSA/YoWhG8Evxj+8J7euHpFrsFg/HyyS07uWySFAvL8uQ45vygDAc+T45jlyZP1chXgfIKY7sbGYVhI+MS0t/VtaXkLrAUww12QB2mVjpXz5GCkHrGXwk8szxwLiMarSZaMhLkdKydLhUrw0Rcr4QxuEqc4aLWtXjJGNBePRyJuAyjNNdlXx5zJzAPESuBNZ+mekM3tXybl6/pejXC4cWC2XD+FejtbpPzquH18nVw7XyI1j6+X2ue3wlQHz+d3y+MFVnZdAiGnV/MI3QChC6287uSeyuZeuH9iBlBg2UALEiSNuBrFvka3xZ7Jz7Dz/GhZPVAyr/cQGsbOyPmgmZzlN1kBTnxNQNQQQOmidZTSYQznQHGx2HXeeWWvbju4Pj1n8foVhvEh7LK0Ih3Q8fIRrPbgpN0/tlJ8PVcjFfYX6adQjfJVn3QI5sXWhnNk5X05tmytH19MST4eLMUN/Br61cIpsXEUrDF83G9YTVrSa36lAI4/dZGtWTEADjy4C4OX/PPjafxZAxXoxLDDhrVgyWlYv4t+V0mTlgmFSsHi4FCwcgyVdjwlSlzte6vJglfNGyXqAvLVsKnzj6ahgc+XwxkVocGbq133O8DNVewvl3N4SOUffuL5CLh+shgWukavHnCW+fKQWEG9V1+IaQGYvBQclnHV1UNrABAueUPjWt2lQAJTOcHsJWAGezoYL4aI4/4G/l+C3gm1Uz0Cl1PJGrW6kB0P3M5x3Hq+v8QdptDTFrhvsT7TEMdAcjITGB0sFeE2E+HEDIAtACy0wz43C5uJ28dPaJoLrKxnE8fHFp1fTTNCRrodI96N7P8v1Y5vl8v5SObMrXz/9dHT9EoX4+Db+A2OBnNySIUfWzZKDtdPkQDUgLpooO9Go20RLXEA3gp94HaMw1/BVfzbiADFdifLMUVKyfAQs7HApy0yHtU3H+khZtSBNf5tbxE9gLRguudC8GSkyduRQGTCwpyxaMElqSxbIuiL2UkyWzUVTZSP8Yw6y8KOB/BXDkY1L9DNVJ/kW8+58B/I+glwmlw6ugWsBq3y0Cj5yDdar5eZp+MQnN8hVWOf7N04hf9jOYSEbxA5kAyAKAhWC68sg5veLCbKbDxwn9kQEvRAGp4FIqfWNQOzLzlPYPYgpxt8UxNzWLwARXoPZZqEZJM76RuCi9fUUPa5h4AJYRQjjCyF2LkM8+IlxxEPMMBaXxeevq3BNWv6Gp4/k3q1zcvVInUJ8cnuu+34ZPzSycaGc2A5LvH2xnELj7tiGmXIAjbq9VVNlC1yJnaUzANY0+MQhxNWEOJeWeZx+MXM1AKYbQatbsmSk+sFlXC5M148P8nWnPL56tChdFkwbJoMH9JCuvXpLy05dJX3iJMlcPk/WFM6SzaXTZGvJLEA8FRVnkuxaMwMQ87vES+XUzmz48Xlyei+tcQF8YwfyxQN4shwqB8Br5NrxGrgYXK5X35gNv1tXDiIv7itc1uPkyje0vAbEn4E4IQytaQRKAshjXCqYAag8zpE8nWPhDU0T/D8NsfqZgIA3yht+wSVvOgZHoiV+BMtLxSCOg5DQcWmPdweyD5pzJ8xih4peJwpx1BI/9Sy9xf0U6dXRw+cNcuv6CbmEAuY3fI9tWaFfkzy+AY2mTQsAyGI5vR2gEOJN06W+ju+tTZQNq8YBZFrGKbJ+1WT99UE1G2NwJ2iJaYFXL4fvy5/IYFnG0bqlbMiNk5LFI9X6rqIFXjhcCpekS+68NJk1boh0atdGZ6k1b/GTtO/YWUYMHyrludNlG9yIXeULZdfq+bIVQPNN7P11s+Xo5kWoaPyqT476xqf3wBrvc428i2jkXeZPZw7zv86VWHcuxk02YAHxjYt7UZlvAQIfYlfGBoAPgq0bJPH64xCrVfaOsxEXewk0gNhmuxnE1J+BmKOSiRAH0htXOBIhbiCoAcSPIQchwxFEJ7dtcvAZaE6EOwpveD7l+oCdYvu45Pn0s1kwamEC8T6snxMQX790UC4eRIMIjaNDG5bIYejI+oX6R6KTsMQntiyS4xvx6F4/C+AA4vKJ6p86gOlOTIHPyn5iNOayx+uHtysBK1/oJMAlsMLFALiQ//GAD8zPtOYDWroQRbDAxYsB8fx0mUmI27SUv3z/nf7XrnXLFjJySB+pRKXgbxZ2lvN3vfNkV2UGQJ6s/+s4CD/9GNJ3bOtSOcFvEe9ZKWfVIq+SC/UlcgmNvYv7ivUpc6kevvLeCrhO6+UGGnzXzu2UJ4+uAQIWOsuSFpj54lwKFn6yrjMfvFCEmBASYEDF7eCYgaZdY7yWrjur6sfhh1G/F+6F/azGwFe4FWLsY88Fz+H1nuFpoeljXLw+4CXAAcRsuDaLWTACgBvVqZGx2ktfmcfiraUPnlsnqAYnLSOX4TlOdtzJQRpaWmdtffBdb0S8HsQ/AZgugByDGGIhuX7G+3L1zC61Wvwo9SHAewRuxGFCu3EOGnTzYZkXyLGNi+Vw3QK4E9NkexkadIXTZWPRdKlbNU2q86YI+3mrcidLJfzgSnab0fouI8DUKO154Gv//AEN/9FRMH8kIOafRvlTGsC8eJQsmZEqqYO66d9G23ZoJ726tZfFU1Nkff5khXZH+WxY4jlwZ+YDYPdd4gM6mgiffVuWnOIXL3fnytndK9W35zeJz8JPPq9fiC+TqwdXy/l9FXLlyFq5Drfi6qlt0vDgkgJkgDrLxd4KGJNAUZB98OLFY4mWMLodpwDamOg3Yz/D0zITWLPAJnuhVT/qYlY/eAqYbJK9vd1BmBMgdiC4hoCCoRC7Li0fyj8KcRycj6h4d+HbIMb+oDEZk1pn77g29lBYDXflyumdchFW6tT2FdpQ4mSfg+vnwt+cL6fRsDu5ZSEgXiSH182T+poZ2mfrIJ4ma+EPV+XB8uaMdYMUK0YrxLTCpUvHSNESaPEIVcECWOD5wxXiVYtGSSHApWUm5Pw87Mq5aZI5e7hkTBoqGRMGSfYs/haXvxqD+1IMiCtmANzZsnvNXAV5RwWeDGvn4okBt2d7NpQjZ/fwY4FwKQKI+YX4c3thjXF/Vw4Q4tV46lTJz8fWyeWTW+X+nfMoQ7O6Jgex3w6ygQUDLJni4PTCcT0+fk8EzFP0XLW0SSCOKgqxVQo/Xv3dgQ+y3VwMYn1khyAbzH8GYu37fXhfHj6g4Fc/vBsn6x+OyYMzJh/gZBAjHU8bHkvD/Vty+fg2ubi3RE5uzdSGEi0xIT6xdREApmCdtY/Y/ZRxE9yHTQrxVKldyf5gdoeNkUo06ir4ySv+QQnuA31gQly4aDisbSoEUOlGwHXgT8sJMX8kQ4jLATy/KVGoYVIRJlUq4CvXonG4Ln+S1BVNEv4kfTeuv3tNYI1hlesJ8ca5+puDo9rIWyGnd+a6bjeAfJojebvQ0Ksvl0uA93x9JbRarh6tk4vHN8vtG6dRdoTWPZmcOCcBT8FAziK7YwTPQPtWJYDrywPYYIsTYW4CYvfBFvetuDgFrkcMZlTUZjaF0iD2a6kPsQ+yg/LPQUx4H/AN5AfxAH8bxBz44HfWHMDOKseHYTqeAeKHd67LpaNbFeJjm5bCqi3WH33vq50FiBfLCTacNi90cyZqZ8jeytmyYeVkWOIZOqehJm8S4J2ov6ZdDVdCeyJgdUsBaAkALV46FsDyd1/DXDca/1cHiAsJMa0x/GT9z93isbDKY7QHo2RRinbDcU7FWvjZdSsnSu2qCbK5ZKzsWjNd9lQR4gWyG77xrqqpgHe2HFg/TX88c2zrcjmxbQXcixzAvFInCR3fiYYeID6/vxK+cgVUri7FhWOb5MbPJwJo/Qk1rnw1n4Jytok2BC8BtEAJgHryw5mVpfzHvj76vXB6LsMngZhuBNUYxPSj/R4NxgdL7MCMgfoMN/cU+7B030JzMLta62Q1OSbARVANcLdOkOOBJ6gPH9xx4rr2ZMCNeHhPnkBRqB/pPge0qyQA1XM/dHRO3RKrSASZleipPLh1SS4c3YjGUDHcheVyiF+PrJ0Jq5shJzcvkZP8RxwaeAcB8IGaabKrYopsKBiDhh3gKgBc7InImojGHOdGjIcfPFrKFo8GxK4hR0tLWAkuf4lLcbsIvnIhrC+/LrQKYegTl8Ny83tr/CdIBXxo/qR8bR7nZ8CdKIRfXDZd3yihS8G3S/bwoyhwMQ5v5Hzn2XJ82wIAnOP6jeFasLvwyBZswyKz//jMnlIsIf7u4HClXDiMBt6lo8gHlBXzJMg/ulrRbwQbWH9EBirXo0DTTeC3ikMj6JSsj9rEuOLcC6wTUNdQjHcnzBJbWFp0+MQhgKoAYoqvE/0ZiF1PQgg0+ywbYEENzgbAqRD+TyFmXEkgZuHcv3kBhbkODaJCNNyWKsSH6jIUYsJ7bMNs7J8t+6v5B88ZCnEdvwW8cpwOctBfreKcB/jAqzMnwo2YIKWLADHBBMSrqIUj9fvF2fwF7hz+IpduBNwMgF6AY/SPSwB02TJo6UipoBXOHK19zRwN5AQgQry5eKpsK0MaYIH31cyXfdUZgHqKPjn4C7DjW5YqvLTEao3hJ3MQ5PQuNvRWyrndxXJhf4Wc218sVw6vkcvHNsitK0ddfiBvKH1K6ryI0H0w8P6oDGAqGo8DnPu/DWKeG4PYXARzQbRnJB5icyNiQjiFOAZwBGK1yHAnfHC/DWIHFgEjwFGIzTL7QCaXxWOQcj08ngxidSeQxnvXz+pn//lnoaPrCTFch7XzZD+s8eF1MwHxLECMBlQVIK6aJTvLpkj1CviqnJwDt4KWck0W/WA25hzE9G3NEhcsTNe/IfHbxfwUFdcJdSFAJ8yrFrj1kmXjpBTinIpKDlUDYv3eGhqMa1eO169bbimZLNvL8TSo5FslGXApYJlLJ8hujuBVwydG+o9vWS7HNy+DK7RcTm3LktMcydvBn89kylnc4wX4w2fry+TywUq5cnwDLPEhzRvmibmKBrGB92cVBdGBC6ACKF1FCY0e5feERGVxaPdZIOeCcJ/rpTCZJY4J1rgZXYjn1LMGlUFsw8puUrsD13ypBDViiUPoHLgxAGGBnxBwWFoOV8cGT+x4oDCe0KL4xxuD+DnSce/nU7BMa+QMGkOH6xZK/Zp5cB34GhItcQbAmIvtmfCFJ8ueykmyFQ2sNcv5uwH3NkY1/OA1hA6WuGL5eFhg10ArBrz0gRXiecNlBT+cDUts/nAJwC2msF66ZKwU8T07nFuWOR6Nw/E62qcjgAYx3JeN/CUuKhH/68wGHv+WtKccfnrFLDlUs1AO17oelCPrF8jxTYvl9DaATLcCAJ/YukzOAeJL8IvPAeRL/Fn5yY1y8/IBfWGXf5eyt8n5S2HflfifAp0MYNO3QGxpiEFM94CiNaYU7HiIYy5HIHbVNXMNN+iZ6yNWy6vWl/A6gE0E1i0JM8ACsG7ao9/I4zqXTvGw0S+mACEBDiDmBCKVByjF82lFDGKea/For4TCa8sAdvWJH8udK8fhJ66GtVopRzcsAcRo8VfPkYNwKTgN8xhfDkUjb1f5BLgSsIaF8H+XjVA3giNzlVmT0KibJBXwh0uX0wceLkW0sICVgxq0tPnz0vX3B7kZaVIwD5Z3oYOXEJcspgsxDu7EOIBMiANrDBfFIK7Vr15OBMQTdORut77fx56SDFjhmfrf6f3Vs5BuNPDWztX3AI8B4hNwL04AZOrk9ky4E/lycX+ZXDpUKVc5Ynd2K9yJA1qm9pEaPtJZfnzTxf0EJpSz0Hzss/zj3QDXOAyhj4Ifb33D48aMXdfFnwiwhWc8HAhxohvhxI+FUwTaWWa6GRTXnd+sryfZxb4mC2tWOtZLEECcqBBIB68vH9Zk51JmXX2IfWhDwGPhmOHIlNsXj8rpPRVyfHs+oF0K6zZHfzV7eN1c7VY7AotMS7yLvxGomASIYXmXE+IJOtG9AtCVcih5OXzcJbCyi0bAF4arAHi1K02XoyRrBv1hDnLQhXDHqWJAzPDF9IvZ3bYUS/5eIXOkrOHXLrNHS03uWDeveBVdiimq7bTAcG/4u69tJYC7ZJw+Pepr5+ofk/hHUf7v+eR2ALxzhQ6CXNi3Si7y/3Vo1P180r17d/vyIRS6+zYeu0sfs9xoEBSo0DiF+8hAIgdfgzgKZCgXF6/trhXfiLRz/X3RIWe/sacuhncOLbeGefkqhNgUvQlLCJc8rjf9DRAboA5g+sJRiOPDULTkvgxMA9WXv9/WOfmHH6rjr8Bunj8IiMsAsbPEtG6H6uZincPMc7VRV18FP7R8okK8iX/Y50eu+T4cu9QAXOnSEQCQlhWuxKKx2lBjgy0fboVq/kj9zUEeLHIBrHABrDCPW6OuADAXqp8MS76YQ9Ppwk+2VmWP0vkYZokJ8Sa4M5s58MG3PPgnUbgVO8o4LD1Onx77aubp7DZ2FZ7angV4cxTgc3sL5DJ/UH64XCHmLDZCfPfqkaD8HEQsN98dtPK2bZNf7q7MEyH+FkXjYcPOXA9zP2w9Ci6lQAcAU+piAGSD2MKwK04h9m/Cbi6ZLEHfCrGD15QcYj+MD7QTw8RDa4rud33UEArtMXz6a+f2yem9pXJ8B3zidYtkD+AgxEf4w+8A4n1rpmI/fWL+ItdBzIk+OtmdE9u1bxcww6KyQccGG62wG15OVwu8gj8mhytBS0x3go07ilaYPnIRYNbRu8ASE+LKrHRZw98tQGaJKf0fR8UMwDtVfzDDf9cxbXvWTJeD65bor76ObUZDbjd7JIKeiT2r4AeXydXDqxXiy0fhTpzbIQ9uHHdlhTyxPnRffpn7YaL7ncvxxy2xsULxaRCFNRnAts/B6VwLAhzrUgPIfng95wV8YsLp30QUXLsZrtMiu0cTbvYJAXYgJ4PYh5P9wq67LDnE1nfsn+PkznGwhv6xD7GmmemD9MtDCvED+fnMHljiYkCcIwfXLpCdZQCBo2BoIB1eN0cnwNMCO02WTfnj9HcDVSvsjQ34wgQR/m/RAv7laHjMlSDEVDb/75zB4Wb6x7S4YxCGDTznTlDad8xhaP4bhBAvgyXW68Aawzdm4249J8WXTlVtr5guu2CJd6+eDoCnAeSJ8InRwNMeiiwoE/Dyp4v5cnZPgZzfVySXD5bLz3wbmjPajtaqJX5444QCxPzx34wxhZC6svffovHlwv4ZiA3kJ4DNt5zBvAnA6ltjf5vH3We2CC9g9noj/DdDOCGIAyTaxWbgqfWDnxmv8KaZKHMtDGzNBLWYznoagLFBjUYBTVT0HJMd53V8q6swR0Tfj116V07tlNO7i+TYthVypG4RfN8ZcrAG7gQaR8c3zEODaRrgnQhrPFl2l0+SjXlobK3gHAn2UqARButJC0oAC2CN8/UXuQAWUK8EyLlwIZbP4H+e07A9UlYucK4Eh6B1HgVEN0LdCr7VsTgVx4erRecbH9Vo5NXlTpK6vMmwwu6FUU6K3wl498KVoCXmclcFf/vFTwosULfoyKal+od9vn/HGW1n9xbKhf3FaNRxAlAVLHKVXD+zVe5cO4b8IpzxgMblFfLQ9vOL+pQf1rbD8Gbk3CigNqIBMeEzmLkkiL61TCaD1pfBHAun//9wvyezETv7bwjdCB3hSw4xEx2Vu2GzzgZvUxD/GSUDmLLjjP9rEDfo/nty+eQOORVAfHT9YtmLx/Qh/cE3RB8TroT5wztL4ZOuHAvLyNftJ0rlsjFSDh+WDTJa0nzOUFvg/nREiPNghVcA3qX86SL/tA+g82iNaam1/5g/cSTcgfUG2Hy7Y/mcdJk7dbjMnpKqn73iNy3q0LgjxJuL2ahDmirhDwNgdrNxSYvM3glCzOHzo5uXyfFtmXJ6J6wxLDEnA53D8hKs8dWj1XLl0BqF+B4sMV+affgwBDQKqeVZdJ+tW3j/XHeOG/mjCLNZZAM6GcTJoI3KII6JUzIDeA1m+xuTDVGz262ZwecAAYyBnxuTQhw+enwZ0H73mA/lH1UygCk77q4R+sFctwyPSfffjUF8fHs2wF0oewDIwRq+hjQTy5lSz7kKFQR5suwsmeggXgGIsyZKBYeJYVXZ51uEpZuhBstKK4xlzpw0yZyV4iDG0kFMEfBUhZfQU6sU+uGSMXmwDOnbRTp36SCD04ZIevpgyV04Rtbl0Z3A9YvcgAf7idk7wZ4UwkuI91dnyOG1nHG3VOdQEGKO2p0ByOxeu7CvAPBWyNVjNWqJb57bLg9undKyS8ifQAawlaVt+7KwBrGBzJ9dRkFuFMRAPqxfU3gefV66FR7IXHLbhziEwyDGuie+tRG9Sdt2Pg9cC4Iegdi2o/ubUjKAKTvu4mGF4fWQmbFMDfUQj8+HD27rd8tO7ipUS3wYDbrdgPXQWviWa2fqMPM+WLy9AGRn6STZUTxR1ueMgi88Rio44WcplmzQwUUoovWdm4ZGHH+ZiyWUncGfMw7TX3uZO5GPsHQzdDZbbGomLDHCE/Sxw/tI61b86nx7ade5q3Tr3Vumjh0mtTlTZQMgpiXmPGIf4gO1cxTiA3iC0BIfXs9J8sv1bQ/OkT63O0/O71kpl+oJMRp3gPgadPvCLnl467R7WjUiM0C+/ON+eTuLbpbYAWwW2HxgwmdWNx7Eb4fYLLlJJ8cDWH/Y2SYIEeKYO+FDREjMtfDl3tIgOASI+2gN2dCij8THO48xDgJ3R+Px5QPoGmv3AFoIdggs17nPwsaD7bbteBA39JDiMegBjwHiKyd24DFbDP8xBxDPh9Wdoj0SR9bN1kbdntVTATYaUgB4a+EE2ZA3Vkfs2CtRCZ+4bAl7G0ZIAS3r3BRAyamWgSUGuJnwhzMBMiEOLfFwQM5f6TqthFgBls1Ok5RB3eSHFj/ID81byI8tWkubDp1kXNpAWZs7TdavGi+bS6fIDkC8kwMelXQnADG/0rkG6QXEh9fPl6Mbl8lJVMrTO3O0d+I83Ai+tXKhvhD+cLV2r107Xie3LuyQB7f5sqgDMwqpbbvGVyg38BEFmuumsLvNdyEMvqaA9YGOysJE47PBDLXIgdx/SLjuYKbiIKYSAQ6Hk59EjtlxJ9vHipAIsYPSyZ9PbIA+uH872OfCOGtr54YymCkHMfZBD1B5nAC0ziXe7iBGoR8EBHvhOnComVMv69GoY9farrLJsoPzFor55/1x7s/7/BgKP8cKiLWRBl+WAOur9/RzaYlhWZdPG6IQ08oSZIpuRgxihKU15pIQTxo9QLp2aSUtf2ouP7VurT+bmTcpRdbChdH/1JVOlm1s2MEX5sji/up5gHgenhbchjuxkW+iZMopTsXcQVciF9Y4X87t5ev8xe4VfkDM+cTXz22TezdPwGK6p5NZ1CjEyUfRfIAZNrGP2D8n/tzkYQzSqJJB7B+z9XiFIJvifOJkIpgxiAMlg5hhOA+D69E4HHQOXDefmMsQYJMBHIIcHw+VADEqDCEOQcb2vVty6dg2OcOG3ZYsQIzHcvkUPJIz1J2or4IVrnAQ71SIJ8v63HFSwyFhTrtcOlZ9Ye1dYKMOMObCneCPG/nTcs5ay5wxTCFegYZdzhznJ+fOddBS5hdzmQ3wl8wcLpNH9ZfB/TpL/z6dAHV/VJaxsm5FunaxbUYa2E/MCUD7OAmokoMxc1DZWOkSIT67i65Egb6ipN1s8IWvHuNXgdbK9bM7AfEZBdggTgTYFALnAPw6xFHZ+Y0pOYyhomEN7mQgP336PEEJEPuAmmx/4xATXroc5nbEg0zgfIA5Kd5NjA/dBAclzkNr2oC3/b6SQeyD/JAuD8LQEp9lww4QH6qdJ7vg+x5Ag+7QWs4fZqNuCiDGI7xkkmyjT5w3ARCPkzWcdrkYlniRGzZmvzCtL6da0hLTynLCz3L4w2aFc+eOCBRAjDAMS/gVZm3ccd6xC7cSFaNo0XCpyeGvb0frH/W3omHHvmzCuwcyiGmJD9QmQnx+T75crC/SwY6L+0vk4qFKuXQE1vhIHRp2++Th7csxEGNdo88IpIM3hDQeQjdC1zTEfnhTImyNH4vKwvlxJwtH/SmIfXAaC+Pm+Rq8zl/246RCiAmwcx+cCxFCyQaEa0QgXOAf+3Jp4ZKAB3EzjR7I+jFB7KdPfJaDHduydBING3ZHdJDDWWLOXuO+7YB4a+FE2Zg3CRCPh188Af7wWDdQsXC0DmoowJTCnKqjdPy7/vIZIcjmTvAND/eHUAeyuRXFHACBZS5ZmAa/O12qs0dJbcE4qc0fJxtXjsfTAJWqnL66+cNz8ASZL/Vr5qKRB594wwIdrTu5NRsQs2G3Uv1he9/ufH25nNtfCYtcIzfO7lGI2U9MX9Z8Xs5o8yF2Fjo8Tjlofci/DnH0eLIwjck/x/e5TYnnEGR+dDBUgk8chY/6WhjX0DNLbIoH3T+f4BrEBrI2zOLcAu7jtc21CCuJr+h1tHCQJnaxnd7Dr8JnAoIZCq2+yVEzS9d3lo8BwOP0iz+bCyaoO1ELiCvhD3O4WSe+cwBDh5cBYwZ7J2Bp4TpkzUyVxVOHyLIZ7GLjgEcKAE5Vl8N8YmeJnTvBvuNS9nYsHq6T6isy+f7eeKkBwHVo1G0pnIS0sLsvgJiNObgQh+AT76vIkP1V8wAxJ/4slxNb0LDbnqfzibWLTRt3BbDGgLi+Un4+XiPXzrJhdwltA5TDI/i9+uIs4ACwPsDmZhjYlPU4+fsS1RhgifKBTCZC63fVRWXhLL7QIofxJ0D8Lfo6xAQsGiYEjdsW1334rwRZw6FxGGdV1doarH78oczFibk6tCC4xtXTu+TUbkK8XH3i+jUz5Ag/EQWIOUq3s2wCwJmgEG9ZNQGP9ZFSxbeZl46XksXj4A+7tzM42T0XFjgHoObBjciBD7wc/vCiyYO1nzhz5lD9R7P+pzmDvvNIVd5cdrnBki/g5KB0uCfpqBzp8IM5KZ5fFBrnhpw5g42fsCplY5Npy4Alno/KthCVLQPpnOzciQ2LHcSwxGd2uHkTHPDg8kL9Krl8kHMnquXGSbgTF/bKwztX9Q9KD+G+cenejHEQ/n8FYh9WQpzseBTuKMRc/38VYgPN32/WWOMNIOa7d2qVA0vsW173un/8teIqCPbxGtfP7lWIj25bpgMFtGqHADPdib2rpzpfGACze21TwVipWzlKKjM5kX0cXAk3Y40AusEN15jLnTXM9UwA4sWTYYmnsZsN7sXs4aps+rxz4PtCeXM5SOIqAhuIfMG0fOkouBJuKmY4DZPTQOMh3gfLW1/DF0Zn62tK/D6bQrzFuRMKMSywfTHz8uEyaI1+IfPmqQ1y5+JBeXT3Jp5wzF8+9e5oPmm7hZU8Ih/QZBAnhneQ+bA2Jh/IqHxALZyvaBgqCjGVALE+2iOKhvEhpBIhpkKwFC4N59b9eLiMXSviTjzAPtcAdP60uRbxcnGY2LBjT8nNC/WAeJUc2boMvvBSObJ2MawbIK6mazFNdgIa9koQZM5go1WsyByr78gVLeX8YU5+hyWGC8GXQHMAsEGcSZ946lA07lLgWgDy2emw1LTA7CemP5wC+FPVFybEjLN86VgpX0aIR0iVvgbFV/bhiwcQmzuxu4L/DJkle6rRuKvm28/8wOAi/W4GJ//wbeezO/Pl5K4COb2X3y0ulUuHV2NZoR8avHlyg9y9dFQa7jLfXN4yXzTv/z8KsYVpShZfFGIea8abNBh5szGA6JMGUNkjPqYAmBDMpiFmOL8y+NfzFYPZpPvYELQGIOMJC8cp8KlNSDffGLl96bic3J0vx7cu17kTh+rm6WOZo3V7Vk+RHcXjZPOqUbJp1VjZyA9p547XST/sXitcCPgWpOmMNPrDObPRYIOy0JDLnAnNHiqLpg2EBinQ7GLLo/XF0jXqgsGRBW4ORSHciZKl/OjgSG3UrckcKbU5gHglIZ6iPRNbdUI8JwDN1D84sa94VwXWYZ0P4klyZGMWLHE2IIY/DIiPby+QU7uK9CuZ/NwrP/166UC5fjzl9uVjQV6gkvPphfL4Vvkgh0C7XxA0Bh3fLtf/M/O3toGiYXgeh6tNBrLFZ1AamCZ/f2OK9U4YRH8UYioRYucyWDiLO3qef5yKgRiRuRy2bvuTnoN0N8Bq37lyRk7tK4QPmSmH1y1A446DBoCikiN1kwOIR8pGuBIbAFNVFlyJxfRZx8OdGKkQ81NUtMSEmOL7dJloyC2fNUQWTu0vi6cP1uFnTgLilEwCbz0TaoWD4WdadYU4k3OJ4UqsGCM12WO14qxbOUH7iLeUhhDvgjXeB3+Y1nk3rDN7Jw7wu8qwxpwAdHQLKubWXDmxAy7FniKIP9ThbLYy/XfH3WunUE50rUJLy2UyaKPyLa5TCC6X0ce7HmOjMRAbkf7fQU087/8ExLTKMYgJgMLyDRDbOaGifisf84lw2rad54ehYiAG8uG1bTYEuW7xJJzHdKMhc+/6BTmDR61OAOKPFmGFFeI1BGOK7CwGPIB4Q/4oHa2rXjFafdZyvhO3iCN1ac4nRsOOljbbQM5Ik2UzYImnDoIlRuNuuhu5y5tL/5lh3YCIDXYQZIO4FK7EalhhAlybM04t8YaCyfqnpi38Imb5TLgTs9Wl2A2Y6SezcXdgLRp6GxfI4U2LAPBiaAncpBW4N/7TIx9uE9yL3QVyfn+FXDu5We7fOq//dvatKteTQRtVIsQOuKYgbniEuB8iHJYxRcJouMCaR+NoCuKo/HAWVn1ihUof1SHA3wqxOz8KMSyzHuexEFAuY9cLzvUVB2MgPzy3fajteFwcuI8HDx7Kw9tX5Rx8Rb7ZcWzTEn2rYz+71xTiqbKziK8kjZT1+SN0wIFgreb3IeC/6key1aUI3QkqexZf0R8JiFNghdG4A8DL2FcMS0zI+cJoMkvM4esiWPnipWlStmy4uhO8nkG8oWSabCmZLrvKkL6yDKRvpg58bMd+DngcqJ0vB9bBp+d84s2wwvCNj27L1ns7tXsl/OM8QAxLDJ+Y/7R7eOeyPAK4fFXrjwBMxb8czPVEgH0YVbCshNhAfkKoI2EMWFu3OG09CqbJ359MDNOMjSdOotGJNIDggScCoT0EwXH7pKt2ZXn+blKI1cVw4oCEi4c+GsO68xS6RmA0GcAWPt4vtjBheN7DfTYEYbEv4NF6ApaYbwg7nxiNpTVupG4nHuGbCkbDCqdLXS6hGq0QswFGd4KTf3SkLQYxBzkA6yxO/kkBvIB46hBZOm2og5jda2gAcrKQThhiww6VYeX8FMCcIoWL0wKI4VKggbcmCxUH1rgO7sSGIlhiQLy9BA07QLyzdKZs4dRMuBg6clfN/4wskYPr0Ujd5HxjPmEIL3souOTAzuVDNXL93G559OC6PELhOlfAWdNkwDrxWChC68DnkhA5mAgf3QBb2rpCGROgDNwKAzQqH2J/PR5M/iKX1+W2G9wIj/vbbtksanH9uaPaMIAMIgPXuspMyeatRjPL38c5vwo0gDOXwcEYAksZmKG43w1LUw+1x4L73HEHNV0i6r5cOr0HDTt+SBAQrIUlrmYX1pTAJ54smwvGywZY4fV5o6Q2d7SbR7xknH71knMm6A+rnws4s2cN05G6FYCXyoKWTeXI3TBATYhduAJY4vygd2IlXZL5w6RgYQosMX88M0J7QPj6E3+fUKv9xHgiFE5Fw24GfGN+zmo23IgM2VKIysa3OippiRcDYn7Rc4kc3gifeDP/c7dCrfC5evj9aOhdRAPv6qG1cuPyQWl4zC41QvN1gH3ADKhk2wZsAsCNhPX3J9sXvY7bFz8SR9nQsr/N5ePHhJ3b7J3wAFZ5ICp4ULzVTZSzsPHnJZNlng9xU65Bong9xBUHsTsWiyPorXiAa1y7fFSO4LF7EA27fWjt71kdTIQvc5N+tqxyEK/LGSnV2SP16+/63Qh+Rw1+LKdW6kAHh5p1QIPLVMkCzPSDl05lf7HrastmzwRAXsmvASE83QjziVkh2FfMr2VyxI4W31liNO44KT5/EtwKfpFzqv5mYUvhNP3M7E747vSJ99csjIP4CH/ZwCmZ+2CF4Quf2LVKLrCL7fBauf3zCXn2hI1rQhMPcWKZcH/4yDcZqAZrFLbG5EPsxxGNh+EoZ3XdujuPS4OTk3/4Tbd4iHmc4SysWuKYnxt7k8NqqZP77awDWYEFMPotNVUAVxKIo/FE9xFIH0Czxk0rEWK/u02tuo4AwsI/eiz371yRk3tLpX7tAjToMmQXW/8lrm9YBzny4ZcC4JqsNECFRhfgKl4YfGstaok5WgeXITuAWC3xNPjGgHjpVOdSMFx+BiwxzuEgiYOYvjH9YggNxlK4Kmtg8auzxshauhO5UN4E+MfOItNH3pg/BdYYVhmVbQ97Kqrmy179FzU/TQv/nr9sQOVkP/jxHfnCv46eqy+TS3Cf7sMffkZAvskSU8khfgj/tjH4fPB8hTAmQmzHKecKJPb5EkofYl8xiOMAdqAnQGw3btKJ7wHE6hsDJvtiT2ih/zjE6m8DPFYMA9BgNP0RiM0tIcT3792Re/fRMn98Vy4c26i/m+WgARtLtL4bV47Vt5s35AGkLDS0lg2TyuUEGa7E4rFqNdlH7EPMmWs5s113G99yJsSZM9LUnVgyZYi+NEq/uQDh83HeSs5Wg0+dv2AoIB4GgOkXp0opQK6Exa/JxLXZzQbRN+b3LgiwdrvlTlSI+SsENu52lqMC8tvF1fMU5P3r2EuRrd1shzZly5ndZfpD80unt8Cw3NaCfqpgAULKy/eoHKhOjwL3wgfaB9RgowxIO25huPTP9+Oxc/x4DGTKQFVYIzD7+32A3aT4CMTuy/AAIBBbqP43Jij/HL6+5B+zb1JwvzYW4ar45/gyVyYmgunLs7JOBDkE2KZz8m0Sd9xB/eD+Lbl37yYK857cuHZJ9qOg+c3fnQBjXX46BD+YsOBxXp05UlYvSZWKxUOlHJAV0g2Yz4k/o3TmGgc5cjM4jTIdFjhNVsyiNR6hyyz4wiuwb+k09lSw/xjWGOH5PYr8ue5bFNrAm58KiIdrDwWXpUthjZeP0u62CjQoSzmPmT96zATc2L82d4xsLOR7d7TOE/VHODvY9YaKuKtqjtQD4kObl2tvRf3aRXJsW7Ec2VEqN68elodPH8kDNIieqKsQefp5RsblcVg+sTKOnGN+cxRAH1au+2GisuPRMBaXv88UH54wv1Q9IdCeHuP8BIjtTeJQcCmagDjZNsNz28EJuHxQm5LBa/oKxJSz0Hbcge2sOtwTfXLck/PHN8q21fwp+Ww0nvhjmfFSR+uXPUZq+bvaZXAlFqdI2UJYUu1V4BvKgJg+sfYRj4ArwaFlBzIbcgox1ukPc/7EMuxjjwWtMc9ZybefAbF2t9GdgI+tE+zhYnDCfTn8Y351vjQT7gv7kJemY1+a/mV0AxqcdXharMdyU7H7MtA2PEX4/WJa5H3rFkv9+uVwMTgAslzqN+XIyf210nD/ijx61iAPCUHQ2PaBbBTi4MlKRV1DnpcMQG5HLazt9+UfowxcX9EwiUK4J/CPn/wLITbZub7smA+n3wPSpAxeUwLEDlRfUYjdOdx3V+7d5cAIZ8pdkgM7ymRz6Sz91hnnK9Txg34AmEta48olaVIOK1m4IE1nndkMNr7BbJbXQOa2WmW4F1nYbzPXOAStb3vQIsMacwI8Xyx1bgXfEKGPDFdlPhp6cDlWsS95IYelOUUzXf+NpwMhsMT2WSv+pHEL/HhqR8VMQDxX9tQulF3Vi2VvLWFeJvXb8uXGlcPwhfkUdO0Yg7gxhfnMdafoNyqcWAFCa+srCrHt8+UfNzUGscXrh3HHaPkBbANEl8ITv8+W6BOz5vn6BogNQts2WTge8wdRTDF4TT7AVBKIEycERSG+HwvD5b27t+U+7uE6HrV71y3Rv3duLYJbAXhrskbB/xwHiNOleukoWGS+og/Lyx8psoeBfu3cdMkjvLNgjWc7t8JAXoFj2bC4OXPgP8+B6zAXlpfwsgE4i8PUKdh2/ce00Fx3AyDwkecMAbxY8gmAxl4F3Ig1/PqQfmhwtH7WSt0JaAvfvyufJDsrZ8ie6vmys2qhbOeUzbqFcmBDNp40m+Txo5sOHDx9+C6k9hyh/Jq2xNRDefDggco1wvxjzir7QJp8QA02bltDjvH6DbrwnPjzfIijcYbxPsX9PFMlhZjw+MCx4RQn+kgesBTBdr4Tb5wgESjEg7iYedrgQxg39c+F1TeSo+LjzFfMijI+7kuE3wA2OYgD2HXaId0JiMdRCLpkpjbclktndsrW8lmyrXgK4B2v317j8C/fq1sDiKv4pjNALpyHRty8YQCUgxbwiWFNlwPCFYCVf0GiuJ4daAX9ZlhWfsoqj41BnKffn5gHi0vri/PzUSmKADD/3cEf1vAapUvQyOP3inl9LGuRJk7PXJfv5lRsWMXPvgLk4okAdwZ84vl4ksyDX7xQ9q5dBl9/mZw4UCb3bp9DGcEXJojIt8coN5ZLFF4fzFAOOIPOWWNfDsSmZBBynSDynEToCbhbut4Fd05jMogdyH7PRSiLI6Gf2AdYLR1g8wFW4Zh7/ARS6BxMDmIOguDmkYEqzQwvfCDL1FjmBnGYOA/iD0GscgD7YgW5x/Q+vitXT2+T7WWzZRMAWZc/Rq2e/oQ8C0tYZs6hqIBrkQNrmc23nOEXZwPMTFjlFYA0C2BSXM+dN0py0IDLwbGcBWjQcZiafvT8IZI3HxUArkMhYC5Ew65k4Qi1uMWEmEPQWJbBL2a3Xg3/F509Dj7wZP1K5vqCSQDY/dGUP8HZyl8hsFFXuQB+MXz7avjF67Pk6K4KuXXtpNx/iDYAoLV85EDPA75RbtuxfAjy2SsDwmaKwmf7fRiTycDjemPnWN+udY/ZD3Hs3MbkW+Q4xeJtCCGOwcybhOJgjsjPFM0ItcYOJC657bskyeKgLFNN+ghkpQniigKcDOK49/V4HOda+qj7dCkQ111c7y6u8RTxXzu9V/bULdVXgzYVT5D1aETV5vHfzfCPcwg1/70Bt2A+LOu8cZK7YBwgHa3KRmON4vrKhWMlXzVa8hehMcjX/LEkyNqA42ewAmD5D2gVGnJlcBsqUHFW67ff+Bf/8VKVw+HnGdB0WZs/SdbzX88lM2V7xTzZsXoBGnZzsD4XfvACALxQjtQXyc3Lp+TZw1fIr8eu/IJ85D1Tfj5QdjwsA1rqEGIfPoJi69EwUVk4C2uVIV4hyP8KiO16vFYMYh8Sg9hBmJggywzLEB9iwsR1g1cBjsu4UH48GhfO8/UtltgB7F5xMlkhmu7duy137tzCNeH/3cd9Ib23fj4lB3eWyMby2bB+k6ApsqFwmqxdOQlAT8SjfYIULR4tuQsnSN7S8ZK3CH7vknGSt3isiusFi/grgwlSvAxaPl5KMsdIyXL+8muc/qujPAtLQFqM/VQRf2IOi0uVAOZyuBBrAG81fwVWMFX/XFqVOxXrSEvxDNkGeHesWQ6Il8EHXiQ71y6VnRtWyLH9VXL92jEUIgzK3SfyiBOekF8+sD7ECfkcK4NEiCkDhEp2/M/p6xD717VjUYjtmMUbg9gAua9DtlGIeaOuM9xO1E503e/chBBixAXLqH6t7m8aYv4ZKS6DPZ+YFjk6IUknJbFQ4oT9QeW5T93DfUQgfngXTwcsHzN+Wm74Zo+QiY/uX5VLp3fJ/i0lsgWP6g2lGVIDmKoBcl0e/FRYyPylEySHf0OCz1y0fIoULpus4voqAFy4ZCLAnQQLO1nKsiZIBc6pyJqK5WRZnT1eygFpKZZURe5EqUDcukS4MkBO0KtYaQqmYd9Eqc6bLlvhMmytnCuby+djfalsqwLI61fI/t0lcvb0TlTKn9UHvsf7De79Ie7vXnDvBq4tmddWVvG9EM7njcrK2SD5I/LPjdefh5iNt8c87oXx49YJQGrhAouswEUVQGfgJojHvfAKF5eeLA5fcZB/JazJj9MPy/WY5QlkjbwQ+LCC6rt6mna2zu/KrZsn5eypbXK0vkrqt6wCOItkU/kcqcXjvWTFBEA8FsCOVxUBbIJL6+urNGsiwAW8OU4VWCfYq3MALvzeiuxJsiZvqqwtnInKMl3KES/D1RbOkrVFs2VjGeCFxd1RvQTXXyI7ajNl7+Z8ObSrXE4f3SQ34f8+akCFRGE+AIx2vyYf4GgeubIKIYtCZ9vJILFjf0T++d8qu3ZMT6CnAB/LR4+RDvZsBCBbeIKe0LAzoOIUgBIHri+FAmFYy4NzkmVknLifGc4CCGDzCyAhfKCHEem+4ByKjZqEeAMZxLZtaXVPBLbu4cuzkXr3lty5eVpuXDsgl8/vlNPH1gHuCtmzZaVsX58tGwFZXeVCqYW/Wl2WIVUls2U1/NlKwFlVNEeqi+dKTck8qS2dD82TteULpI6qWCDrV6NyVC9zqloq2+tyZMemQtm9tUQO7F4NX7daTh7ZIudP7ZGfLx2W20jHo7tX5Ckq2rPH/IgjAIEb4d9z7N55z14emphHLCf3BHUAJIPOB8jAShb2z8iAs/jC3pAmhEpn8DYJcZwV/pMQ+/6vgzk+EynuZ9ePScNEQYsUgl23KSUrtMYgNtlxPw334GbcuXcLS/jXnMpJC42MZHyP4cY8eXRHnjy8Bbfkhjy487Pcv31V7ty4KLeunZPrV84AuFNy5cJRuXRun1w+Vw/496suna2Xi2e5b79cOX9Arl44KD9fPCTXAOitn4/L3Ztn5O7ty3CD4CI8uilPH+MaT2Btnz6QJ/o7NhYW9Ogp0ov2CN0sjoL69wsxL6L7TDym5cR4IpASFgPClx3/FiXAl0SM838KMS1yUojpB1POrWCjLADXVwBMFF6T+c4+zNGMfAxr98QTt/WYDxyXgXjMrtuUGC4ufDROSP1kyLYpHrewun2PlpmVgq17xMlz7t5Eg/C23L2PR7Wm18T7dl2IsTxgv/gT/jcunDDlJkchTpzvvvvgzuGSvynTX67pHBV+nYcvW6KAUDgPENd9hHn4CIX3EI/Sh/DfsY9fNyLEDwBxsuFhyvLElx23QufSByGZDNBvUTIAk4X7mhLSQAUuRew/0Ui/H14hpuW5z8aO9ivSP+Q6gUZhsyGlfcDIiEim+Bnny44lCOc1eLL4fHB9uNRyI76o/OtoIyWIh0uTpdNgVlADcZ2NIbW4WLLxSDAcFDiHS8aP+2avBxuLtNKU5pPmFdPJ8xieFSgUP2jIfOM1nGjlnaW/j/2xxhStjBY44WoI+j1RONin31jWfGNY3K+GC9LH+HEPlq9+3luDO5bnwfmUq3iu4A0C2/blH6OYRrOaFsalO1T0nGTiQIcb7OA1GVd4zL82l1bRYsewzX0+wCYeDyCmFWShPwoy3rfODixfYSbFZ6K/P0EeZFHYDDCzlnoN7Der7svis3OjcVJ2zKRxI169T7WqhIwDBF5bIE4BoN75Cg7WY0J+xd2fCmF1wlPoolnD+f4D56YkzhKjBbeCdRDauhO3w/y1NNk1/XhMYVyhlSSIBrIVvgHjy4774vkWlsvocYurabFHgtMpGUeYvuj5lg5/ny//uqZm7Ja5h0epFTKhVrADkJ31CR/BqkhG+mrsWGNAWniD2H/0x67nKwhvigMrUDSMD/F9QKxPFw/a6LC67gtgs/QnvVZwLBSuF8DrQ8z4uK49C5y62gh0TcnCRq8Z3e/H5xe0gWyWk0AYML78c0x+2GQgGWBNyeYGuzjsvuxYGDeX1i9sx31Fr837AcT3FWKFOQA4DmQ+TjmJBscNJEJhgFjmOV8xhMb2mxqDmIqdF1SWhErjSa0plpaGBLAgi89X7Byd6IJwEWijcvNCoJgfjHj0/FDu6eUJYaLxEF6bQMVtZ1lDOCkDketmlW1fY4rla5JjpsYKnood42PdV5KwlB+XrZsMwqbk+oVpjXlOCDHdKD+cDW5Q/jVM0XRRcCfuAVhnge/eQ0Pm7g25iwaNQqwiwM4iqx8Y+GQGkRZc4Ku5RzD3owCDTE6e2dx2ICvM6ttShCEAJAKxAWoWNRnEMdCCNDSWlqjFNGsZJ+9e9MPdlAcsr09/l/liouuVEA9kk6vcOnz9oBDj8+RrEHMfz+NxFl78fncsel5Y0GaBE8T9nviCaQOAs644ys41a+4GLQiVS6t7vT8e2qgcgFYJTI1XgMassaXJxH3N6KvR4hrEd28D4js3AG4wlGtuhSeD2OQaR5ECjIATy1gtUBZmMNsNMD9m5vFbBQxrQDJeyIeUir8uQXMK9xN+Vjj3xgdHEq2yWPwOTOermmzeRmz+hge5E/e5grTCdI1f+rvWfnC+cFw+eHLHcP9BXvh5QxhCIKJKLOxkhWpxmCytll5/22Tfi4h9NyIYUbPRteg9azzsLdFGGuG2Stm0Rbb0+rKeB5NvfXlOFGS7T0uP26+WOIAYIsT3aIWhPwKxNv6Cwo4VWlBACdLjAAvLr0HMZQw8bFNqiYPrGry+ZXYW08Fr8gHWuAL4fPnhKbufUO6ewm42CPsSwznF8iFQ7BjSF80TgzoKYSiCnByKEGICFRiKQFbYPoBRRSFmX7QDlNdwMEfjcGD713UWkYqm02THTdZ9pvIgtrB2X7HwwTav789/5n02I7gGpwKtL1p6wj7u92WPdJPrkgstkRV4soJyVthB7KweQLXMZFgDjVBCPsSPoFjFSSKD2ECMWdVInDrfwgOY8gGmbPKRD6TrTuO5TgamhbN1fzu6n08KS6vlSzSPohATFAPJFC1cFybMb6cwvAEYFScP+XrwgGEdyI1D7OSuyzQkQvc1EWJ/EEOtsnfcrmnx+mkwiN0b2QHECqZZWVrfQIT4HvUViHUSSlzhNQVx4E58I8QKb7BPhTChBSYUDgi37WD2Af5WiM0FMfEJZPfjW9PoebF8i+w3eE22Xyu99pC4e0kGcaLCwjTFYAi2XV8wK3EoK/ho4fuKQkyADWKneIAcxJZ2Xttcj/h0fU1sREYh5jUsDndPySE2uf2AOAqkD3EIMwpAjzlFz3EDAThGgIICsUJqSomZHu5jXHYtXTfFLGEATGDZLC1cj50fKIQTcd9HBrDA9Do85pRgiYP9cWoEzGSKheM6ZWlg2tQnd+DTLWksX/xtZ/kMaCvAxIKN032c68n/6Y8T7skL/4hKiI/XIFTmI3M9hMuA+5osXq04WNd9fHqouO5cBYrHfJCb1p+E2AeEip3Lgg4y3y8Eihlv61ZIUfnHLG7/uGuQsfApAyYaxsnO1zgUIADF9fs4Dph9y8x7CkE3BeF9eQBTYRpC2TGz3tHKwet+DWJfTL+ft5Q75goxhC2JvgFiDrGbCFhiPLxOPMS8rsFpVtW2G5OfVjuf5/qye4qe17T+RRD78kHyC8MejdyfLKyFt/XkYZDpweM7fIwnxkPZ+SotPCq8B4PXFG0LuDdGwuOqCLCJaXH7fZB9t8a5NoDpT0CsZRO7J+ZVCJrvHsTpHvLBVwLEHB+4F5OBTBlszp1IhNj07bA5+YBGIaYsLh/4pvUvcieYsVFwuJ2sUHz50Fl4W/fjilMASkyBO+Erev7D+8gUdSOwHlja2L3g3tz9Re87DBNT9NoRJQP6z1jiaH74jcFQXwGY+gaICe49zxKbmoI4HrBvA5jhCWi09yGZkp3fuACxFXQMSg5seGJhagOKy9h+V/A+xFH5heAX0NdkhWTxxNKlwr4ADpMbcAjlpyGme9hP6X3w7RUuXSGawt8mcJ1x8f5wrwwbiD012uAz0BWuULFzVFwP43Mv0xqIXGI/93n3THGbELFw/ILifcSFUfeAIpxO5hbEdBf55+kBrK0K+Ui3ihad17ofgTcE1CynNfDotxJIhrM0msLwth4Vj/nWNtnx+GPumm49/jqhkkKMzI+TFTThZf8x5Y4ZAFx3czBCRTP9W2XnWLoSFIHYrFRTcu6BL5wXpD3UTchVWr0nrN8LBoLcgFDgZmjFNkXjaFy+b800+Xlj6bRtg8gvVAsTO9fzdWM+rwcjlQgx8pW6G5yPBm70HIPYl3Xxhftc2k1RiONBdPKtb/RY42JYWn8ujZFomIg7QfhCeE0oBNw4lyxENxhCoN1xFhCXUYgZX0LGJ9x8PMCUHfPPjVMEYmfVEuOOk1pYptXgc2nnfYT34gZ4Yk+aAOJY16IeC/WtEMdfw+WX3UvStKpcYYWF7sDx8yGhaywJkAZtFGJbJ8gJ1juiZGD76aAsvSZLty/zef8YzAxHN4bnuDaVH6eLI4A4Dr4EMQNcrb53Nyx4v2D886OyCpJYUIn6UxAHfZZNinETdlptzwpb+rn+EMA6l8JZTboPBvEdAM45Jf5opgM5jKsxRfPK8sO/J6Yx/r65Hlo3g5iKnR8AGRMtawQ2gq0WGscNZC3HO4iDICez3o2ATIVxu7SECo9ZmqOwmcJ78i17Y2I4c2WsPMPznQCxD9xdP7NjchDfuxMP8X2vcLjkuVH5cfuFZopmRmJhJtGfgNgf9TO4HND+ullXB6ZZYpsUdedOCLGB/C0QWz7G7Qtk92TpDO+beRAC4dbD4/pU9KB0QLpzfOkwMi20BzEBDiEOAW1KBrLFa+kN0+3Chcd9yOwevgVaF5e/jyOI/AeL5ZWfLnfNBw5iy1SCZ+uUAXj3rjt2FwXHQn0EmB+a7hBoVwHi4OUy0N07sFyIzxJioDYJayOy7qtYNxYgdjcewuzHT/n3pOmAoi6G77NSdCt8aH1xghSXcY3cQD6sKsT1dfmFksQtgAijzW9I5v+aeH4iQMnj/LMywJqSKws+/ukKmF8bny5Lmwv/CGXDvHB55srO8gOcmOFKyLt78RD767bt5hpzzjFBdVbpAcC8T3hVAJviPpyjIGPbh5jiMbuowWXrXEav3aisa8r6YRt4o8zcMG5bN7n7COV6DeIhjsLnAI33gxPlwG0K4mj6o2lzigfE347tB7gx/xfr0Ud+1FoaGLYePebv/6NKFk9UbmiaS7oRX4eYcr0lLk/Ctg6vif0oc+26jMs3J/WJbSMKktvmMWYaAEXB6YQh7FcgAkD5dR07l8vGIDb5CWCNTXbt5MI12UvAm8FNhRAngtu0Ei1xFD7nKtgxJzsnPDd6DuNF5nuK3kPy9MQD4m+rAK0PsboHjUDsywekMUXP+RYliydRDkAHr/m1iQD7cSbmi7snMmj979H8pOIgjh5UUOl/aSZhaQBFwiu4ANV3J6IWysUVgsrz/wx8djPh4yUejP+ntHPbjhsFoqj//zmT2H0ZTzIfmqldxRGHEt1pr3k4SwKKAsEGIYm2X/P55+VEPeCt0Ha9AvG+/K4VEA+nWD4EuICcS4k4P9mYOtT47ABJnu9VFaTPxXXVcoByXoO4wK/+K044ci0xyUUfbTefhfI9sQJANht26kbDZWEUcIaEvMD7/s56kdESwGaBnEtVhufrwOkiHgs7BlGBxy39ytp1DA735TpG8SGus/woTh80DrFkyQ8SpQwzYCgnFTY635T5NZ3B6+JnVbVxqcOy2smPPiPL5xmYfX5JeZXf5fl3KkCxk+26bCjhizqWnCuxUlKYPq6J8JgoR9sf74mJ7DAUOOdKK921OI/OTogFSACgcjwP/nv4ucIm4NXs2SHelYFUj68oobUHyASbxsY/5ViZS3lRT1e/hsV2yIGp9l2hQcdXtdEHPpt1HXkahB7utl2y9fySl+U+erzL85fwPfvsVS13+wjTfssrtj0M1bAut5l2NWL8XJ+Ej7Clo0ed+kx1K3eQ1zpv1QB9RXuI42iS/6V+Ddout5UARTPnvsPPQO4g7uGeZyfZdNtd3CN1O8r2dOT+SpOJr2jH65uT3RNrvbleRC0teidUAWvcelGqtNs86tRn0kaaWpMGcKNsNOu95tlB+iftIGbAPIOY69FrvkfaX3N1MiCrzbq8PVHdjtEESPDKpmBZ+2EH2E7K6/kf6RVbtynt3hrNNn0m2YvbN94sPIJ4ZioViFS0d8IEudYtdGw1dDUcF1Hpnqd36PTxWMAriBNk8o7bvGzcZ/pNu1L9cZgZfqgDYuqJn+F7iIe2Xt4eYmbIqYLPr5s89YDlWyKrnScEAlAzsOInFNjP8zV++tnlc+1su7rtLr/H7fU6xLt0wpqAT8sJtDPkXB3lzpDiOcqH4jx+l28npcuXa31Pu/9qtvN/1AWZrdTfKuQDXc7A5Gf2Oi+jsj5x9DL6T6z0gUL6tIccdbiWAep8wax02a+qnxHVFy0+FJC3BoDyrdDspbIk4pRfZXu4q6fLr8cpXv7rfN+/O/WJVu1PHGnHckJyw0fnXepEzmWnuC63cR/IbZDsFl14Bz3Vb/GpTTndd8/TIS77yldwzLxS900+BzjD493uIUAes6lLcKrD1fmKP2uFuAbZCpDCPX7nt9t3sHdyf9LODnU/QNzZ24k21tH70+NPECvBjcjU01zeqY/CmpGVtpNgUFj5F10i3lS766KMIf6aJT56PvlP34SbOtR5a87bM3UJH7H+7j7dr3QMguGnQ+zgdIAlYPDjXmeIO0gOokPkflW+5+t5PV5pOleZktu5up8zxPOu71IbI29zjqRvZ2Ik42dpi1qaClUehY+OZqYaUO8k+6WMIfbC3lwN4l0e1H16HrQAnLZ0CIo8t5j1Udh1ke517xDrA8XxocI6fAI5gX4E9lkdYjRBcggl9sBwJF3lK4/n7XFd8icgPW0Xp3jPU+fVJ89EG4sJb3Mk5t4+3r//dmkfhD4Xs1+CDS/5KTl3P1EBMuMUiD7DJhoImMZtl7R8gMrCqHRt7iDsHa7KuFRRDQBVtCofgISv+zUahTjbhDPrO4W/BGtzF3BgkQONejxrb8qvhzKuaYDKtQzb+sVEdBrtMnaNdeUPVQV1dG7O0AkuX7R+xXJj/AQowto88w9fvO6Rjm08GOavRMbnXIHct11eUYPtb770kQ5E4efaIMv4YU9cPpgzOG4/I8ygYfAwAflgWgdCL7P8nG0uTEDJRYSj7bjTXfKON8S3hvaKNjkY8Wk7lnt7iBexc2ucv0dB77XQzj8+HSP7crmHBrhHQwhG4gnTSFURVWqno6Ihh1FxBTEARDmE8+FuhdhBJk/3f9ShSbBKPT7PR6egvFauOdJU7i3aIz8JD5ASJtv6KJF+LC+4noSB2TegvP8K/zXLAmn+ET7+tgN/bJv4hJ/rAYyagXNW5jggPuow+kPy+GsMRHRcS5OuM8tZIH4+e/sgkJRH8RN01vGEJ6DAeYnzj+jXy+hb9dliI9Dj+Pb+46/frh3UCQbgRjjtOKIA/CPEeoaRrwZQJVeFjVUoQTLABJnsBCL7lh0kFxDVb+c4LxvP/7Q8wibl34l0wPHOyetkHZcDXaK+YWdi0KMOckI8oNtBfM8HwAB3zMY/maXvkZ53Ijp/D7EGRw4QABx1fST6xsN+fSXCVk7I7SXlk7/up5fj4eKDcPU/fcdEmdsYrB/Vt7LR8QTxWeHwx2VA/W2IQiLMX9C8fgtHrBetUnGr0AztC3ZVQFAp7PE6x56tnuxX1t7lz5z59FotQIwZ/vQpePjZlfn/IK5rWzqHGYQyUvNO5cC+f4/BH21IXAIbUGjGJJ2H0/IJcAFvzHrAzHJB0OQmmoAIiD9vAfON/99Ry45DYQe4epXH37bT2lr15d82oOyrKPue/UNb0R+b60vRXsQzKBhk/2Z9NCvLvyQgJflHhKd/eIn2pT7RHtcYmPrRhSaFZC6Ozgb9oTbP8+vH7/8ArI0yBczjqK8AAAAASUVORK5CYII=" alt="" align="right"&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6782478</link>
      <guid>https://artisanscentre.ca/event-6782478</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Tue, 17 Nov 2026 18:00:00 GMT</pubDate>
      <title>Basic Woodturning (17 Nov 2026)</title>
      <description>&lt;img src="https://artisanscentre.ca/resources/Pictures/20231218_122230-500.jpg" alt="" title="" border="0" width="175" height="233" align="right" style="margin: 8px;"&gt;

&lt;p style=""&gt;This class will cover the safe operation of a lathe including appropriate personal safety protection and sharpening techniques for turning tools. It will cover techniques for turning spindles, both simple and complex, basic bowl and basic platter.&lt;/p&gt;

&lt;p style="line-height: 22px; margin-top: 1em !important;"&gt;Instructors: Bill Thompson&amp;nbsp; &amp;amp; Leslie Gifford Cook&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Prerequisite: None&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Cost: $325.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;ACP Members:&amp;nbsp; $290.00&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Maximum number of students:3&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Sessions: 4&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6762753</link>
      <guid>https://artisanscentre.ca/event-6762753</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Thu, 19 Nov 2026 18:00:00 GMT</pubDate>
      <title>Basic Pen Turning (19 Nov 2026)</title>
      <description>&lt;span style="background-color: rgb(255, 255, 255);"&gt;&lt;img src="https://artisanscentre.ca/resources/Pictures/CIGMBP%20ZW-1.jpg" border="0" align="right" width="284" height="230"&gt;&lt;/span&gt;

&lt;p&gt;&lt;span style="background-color: rgb(255, 255, 255);"&gt;This class will cover the basics of turning pens from wood, including blank preparation,&amp;nbsp;&amp;nbsp;turning basics, finishing and assembly.&amp;nbsp; Pens will include a standard Slimline pen and possible variations on the Slimline. Students will take home two completed pens.&lt;/span&gt;&lt;/p&gt;&lt;span style="background-color: rgb(255, 255, 255);"&gt;Prerequisite: &amp;nbsp;&amp;nbsp;&amp;nbsp; None&lt;br&gt;
Instructors:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Leslie Gifford Cook&lt;br&gt;
Cost:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; $90.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ACP Members:&amp;nbsp; $80.00&lt;br&gt;
Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Maximum number of students:&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;4&lt;/span&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="background-color: rgb(255, 255, 255);"&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;

&lt;div&gt;
  &lt;p style="margin-bottom: 0px !important;"&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;/div&gt;</description>
      <link>https://artisanscentre.ca/event-6762780</link>
      <guid>https://artisanscentre.ca/event-6762780</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Tue, 24 Nov 2026 18:00:00 GMT</pubDate>
      <title>Basic Woodturning (24 Nov 2026)</title>
      <description>&lt;img src="https://artisanscentre.ca/resources/Pictures/20231218_122230-500.jpg" alt="" title="" border="0" width="175" height="233" align="right" style="margin: 8px;"&gt;

&lt;p style=""&gt;This class will cover the safe operation of a lathe including appropriate personal safety protection and sharpening techniques for turning tools. It will cover techniques for turning spindles, both simple and complex, basic bowl and basic platter.&lt;/p&gt;

&lt;p style="line-height: 22px; margin-top: 1em !important;"&gt;Instructors: Bill Thompson&amp;nbsp; &amp;amp; Leslie Gifford Cook&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Prerequisite: None&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Cost: $325.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;ACP Members:&amp;nbsp; $290.00&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Maximum number of students:3&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Sessions: 4&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6762753</link>
      <guid>https://artisanscentre.ca/event-6762753</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Thu, 26 Nov 2026 18:00:00 GMT</pubDate>
      <title>Bird House Ornament (26 Nov 2026)</title>
      <description>&lt;p&gt;&lt;img src="https://shopmainecraft.com/wp-content/uploads/2022/10/4cdb7ec7-4f2a-4ebe-9165-07009e976ac1-scaled.jpg" alt="Cardinal Birdhouse Ornament | Lanny Dean" width="205" height="205" align="right" style="margin: 8px;"&gt;This class will cover the creation of a woodturned ornament in the form of a bird house. Perfect for decorating or as a sweet and personal holiday gift!&lt;/p&gt;

&lt;p&gt;Instructor:&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Bill Thompson&lt;/p&gt;

&lt;p&gt;Prerequisite: &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Basic Woodworking or demonstrated experience&lt;br&gt;&lt;/p&gt;

&lt;p&gt;Cost:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;$80.00&lt;/p&gt;ACP Members:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;$70.00

&lt;p&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p&gt;Maximum number of students:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 4&lt;/p&gt;&lt;font face="Calibri, sans-serif" style="font-size: 15px;"&gt;&lt;br&gt;&lt;/font&gt; &lt;font face="Calibri, sans-serif"&gt;&lt;br&gt;&lt;/font&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6782813</link>
      <guid>https://artisanscentre.ca/event-6782813</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Tue, 01 Dec 2026 18:00:00 GMT</pubDate>
      <title>Basic Woodturning (1 Dec 2026)</title>
      <description>&lt;img src="https://artisanscentre.ca/resources/Pictures/20231218_122230-500.jpg" alt="" title="" border="0" width="175" height="233" align="right" style="margin: 8px;"&gt;

&lt;p style=""&gt;This class will cover the safe operation of a lathe including appropriate personal safety protection and sharpening techniques for turning tools. It will cover techniques for turning spindles, both simple and complex, basic bowl and basic platter.&lt;/p&gt;

&lt;p style="line-height: 22px; margin-top: 1em !important;"&gt;Instructors: Bill Thompson&amp;nbsp; &amp;amp; Leslie Gifford Cook&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Prerequisite: None&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Cost: $325.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;ACP Members:&amp;nbsp; $290.00&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Maximum number of students:3&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Sessions: 4&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6762795</link>
      <guid>https://artisanscentre.ca/event-6762795</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Thu, 03 Dec 2026 18:00:00 GMT</pubDate>
      <title>Inside-Out Xmas Ornaments (3 Dec 2026)</title>
      <description>&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;img src="https://artisanscentre.ca/resources/Pictures/20230906_192436.jpg" alt="" title="" border="0" width="141.75" height="314" align="right"&gt;This class will cover the creation of a Christmas ornament using the inside-out turning technique.&amp;nbsp; This technique can also be used for other applications, such as candlesticks.&amp;nbsp; Material costs are included.

&lt;p&gt;Instructor:&amp;nbsp; Bill Thompson&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Prerequisite: Basic Woodturning or demonstrated woodturning experience&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p&gt;Cost:&amp;nbsp; $85.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ACP Members: $75.00&lt;/p&gt;

&lt;p&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;br&gt;
Maximum number of students:&amp;nbsp; 4&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6782466</link>
      <guid>https://artisanscentre.ca/event-6782466</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Tue, 08 Dec 2026 18:00:00 GMT</pubDate>
      <title>Basic Woodturning (8 Dec 2026)</title>
      <description>&lt;img src="https://artisanscentre.ca/resources/Pictures/20231218_122230-500.jpg" alt="" title="" border="0" width="175" height="233" align="right" style="margin: 8px;"&gt;

&lt;p style=""&gt;This class will cover the safe operation of a lathe including appropriate personal safety protection and sharpening techniques for turning tools. It will cover techniques for turning spindles, both simple and complex, basic bowl and basic platter.&lt;/p&gt;

&lt;p style="line-height: 22px; margin-top: 1em !important;"&gt;Instructors: Bill Thompson&amp;nbsp; &amp;amp; Leslie Gifford Cook&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Prerequisite: None&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Cost: $325.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;ACP Members:&amp;nbsp; $290.00&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Maximum number of students:3&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Sessions: 4&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6762795</link>
      <guid>https://artisanscentre.ca/event-6762795</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Fri, 11 Dec 2026 18:00:00 GMT</pubDate>
      <title>Bird House Ornament (11 Dec 2026)</title>
      <description>&lt;p&gt;&lt;img src="https://shopmainecraft.com/wp-content/uploads/2022/10/4cdb7ec7-4f2a-4ebe-9165-07009e976ac1-scaled.jpg" alt="Cardinal Birdhouse Ornament | Lanny Dean" width="205" height="205" align="right" style="margin: 8px;"&gt;This class will cover the creation of a woodturned ornament in the form of a bird house. Perfect for decorating or as a sweet and personal holiday gift!&lt;/p&gt;

&lt;p&gt;Instructor:&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Leslie Gifford Cook&lt;/p&gt;

&lt;p&gt;Prerequisite: &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Basic Woodworking or demonstrated experience&lt;br&gt;&lt;/p&gt;

&lt;p&gt;Cost:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;$80.00&lt;/p&gt;ACP Members:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;$70.00

&lt;p&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p&gt;Maximum number of students:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 4&lt;/p&gt;&lt;font face="Calibri, sans-serif" style="font-size: 15px;"&gt;&lt;br&gt;&lt;/font&gt; &lt;font face="Calibri, sans-serif"&gt;&lt;br&gt;&lt;/font&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6784098</link>
      <guid>https://artisanscentre.ca/event-6784098</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Tue, 15 Dec 2026 18:00:00 GMT</pubDate>
      <title>Basic Woodturning (15 Dec 2026)</title>
      <description>&lt;img src="https://artisanscentre.ca/resources/Pictures/20231218_122230-500.jpg" alt="" title="" border="0" width="175" height="233" align="right" style="margin: 8px;"&gt;

&lt;p style=""&gt;This class will cover the safe operation of a lathe including appropriate personal safety protection and sharpening techniques for turning tools. It will cover techniques for turning spindles, both simple and complex, basic bowl and basic platter.&lt;/p&gt;

&lt;p style="line-height: 22px; margin-top: 1em !important;"&gt;Instructors: Bill Thompson&amp;nbsp; &amp;amp; Leslie Gifford Cook&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Prerequisite: None&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Cost: $325.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;ACP Members:&amp;nbsp; $290.00&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Maximum number of students:3&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Sessions: 4&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6762795</link>
      <guid>https://artisanscentre.ca/event-6762795</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Wed, 16 Dec 2026 23:00:00 GMT</pubDate>
      <title>Basic Pen Turning (16 Dec 2026)</title>
      <description>&lt;span style="background-color: rgb(255, 255, 255);"&gt;&lt;img src="https://artisanscentre.ca/resources/Pictures/CIGMBP%20ZW-1.jpg" border="0" align="right" width="284" height="230"&gt;&lt;/span&gt;

&lt;p&gt;&lt;span style="background-color: rgb(255, 255, 255);"&gt;This class will cover the basics of turning pens from wood, including blank preparation,&amp;nbsp;&amp;nbsp;turning basics, finishing and assembly.&amp;nbsp; Pens will include a standard Slimline pen and possible variations on the Slimline. Students will take home two completed pens.&lt;/span&gt;&lt;/p&gt;&lt;span style="background-color: rgb(255, 255, 255);"&gt;Prerequisite: &amp;nbsp;&amp;nbsp;&amp;nbsp; None&lt;br&gt;
Instructors:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Leslie Gifford Cook&lt;br&gt;
Cost:&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; $90.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ACP Members:&amp;nbsp; $80.00&lt;br&gt;
Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Maximum number of students:&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;4&lt;/span&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="background-color: rgb(255, 255, 255);"&gt;&lt;br&gt;&lt;/span&gt;&lt;/p&gt;

&lt;div&gt;
  &lt;p style="margin-bottom: 0px !important;"&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;/div&gt;</description>
      <link>https://artisanscentre.ca/event-6762788</link>
      <guid>https://artisanscentre.ca/event-6762788</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Tue, 22 Dec 2026 18:00:00 GMT</pubDate>
      <title>Basic Woodturning (22 Dec 2026)</title>
      <description>&lt;img src="https://artisanscentre.ca/resources/Pictures/20231218_122230-500.jpg" alt="" title="" border="0" width="175" height="233" align="right" style="margin: 8px;"&gt;

&lt;p style=""&gt;This class will cover the safe operation of a lathe including appropriate personal safety protection and sharpening techniques for turning tools. It will cover techniques for turning spindles, both simple and complex, basic bowl and basic platter.&lt;/p&gt;

&lt;p style="line-height: 22px; margin-top: 1em !important;"&gt;Instructors: Bill Thompson&amp;nbsp; &amp;amp; Leslie Gifford Cook&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Prerequisite: None&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Cost: $325.00&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;ACP Members:&amp;nbsp; $290.00&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Materials, lathes and tools supplied&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Maximum number of students:3&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/p&gt;

&lt;p style="line-height: 22px;"&gt;Sessions: 4&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;br&gt;&lt;/p&gt;</description>
      <link>https://artisanscentre.ca/event-6762795</link>
      <guid>https://artisanscentre.ca/event-6762795</guid>
      <dc:creator />
    </item>
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