tag:blogger.com,1999:blog-3099553932456734962024-03-14T07:18:47.696+01:00ELLOG - Das E-Learning-LogbuchELLOG - Das E-Learning-Logbuch der TU DresdenE-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comBlogger388125tag:blogger.com,1999:blog-309955393245673496.post-1709461904685623582024-02-01T15:34:00.001+01:002024-02-01T15:35:01.736+01:00Neues OPAL-Release 14.8: Mitteilungen per E-Mail jetzt auch an ausgewählte Lerngruppen<p>Im neuesten <a href="https://help.bps-system.de/wiki/bin/view/Releasenotes/Releases%20OPAL/OPAL%2014.8/" target="_blank">OPAL-Release 14.8</a> gibt es eine interessante neue
Funktion im <b>Kursbaustein Mitteilungen</b>:</p>
<p class="MsoNormal">Das Versenden von E-Mails zu Mitteilungen ist nun auch
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<![endif]--><span style="color: #333333; font-family: "Helvetica",sans-serif; font-size: 11.0pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: DE;"><img alt="Screenshot Kursbaustein Mitteilung. Hervorgehoben sind die neuen Optionen zum Senden der Mitteilung per E-Mail an alle oder ausgewählte Lerngruppen." class="fr-fic fr-dib" height="320" id="_x0000_i1025" src="https://analytics.bps-system.de/media/images/b1ae874fad56bb160a6212f954bcd0d1.png" style="height: auto; max-width: 100%; width: 598px;" title="Auswahl einer Lerngruppe im Kursbaustein Mitteilungen" width="286" /></span> <br /></p>
<p class="MsoNormal"><b>Aber Achtung: </b></p>
<p class="MsoNormal">Die E-Mail-Benachrichtigung ist nicht zu verwechseln mit der
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<p class="MsoNormal">Wollen Sie also in einem OPAL-Kurs mehrere
Studierendenjahrgänge über den Mitteilungsbaustein informieren und dabei sicherstellen,
dass jeder Jahrgang nur „seine“ Informationen erhält, sollten Sie pro Jahrgang
einen neuen Mitteilungsbaustein verwenden.</p>
E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-32617641372261863812024-01-29T17:00:00.001+01:002024-01-30T17:25:07.506+01:00Preisverleihung des E-Learning-Schmuckstücks 2023<p>Über 1.000 Angehörige der TU Dresden haben aus dem vielfältigen Angebot an (teil-)digitalen Lehr-/Lernszenarien ihre Favoriten gewählt. In drei Kategorien standen 21 nominierte E-Learning-Schmuckstücke zur Wahl. Im Rahmen der ZiLL-Entdeckungstour am 24.01.2024 wurden nun die drei Veranstaltungen mit den meisten Stimmen zu den besten E-Learning-Schmuckstücken 2023 gekürt. </p><ul style="text-align: left;"><li>Frau Prof. Dr. Alexandra Schwartz: "Kontinuierliche Optimierung" (Kategorie Lehrveranstaltungen mit bis zu 30 Studierenden) </li><li>Herr Dr. Robert Haase: "Bio-image analysis, biostatistics, programming and machine learning for computational biology" (Kategorie Lehrveranstaltungen mit 31 bis 100 Studierenden) </li><li>Herr Daniel Haak, Herr Maximilian Vogt für das DVR-Team: "DVR - Dresdner Vorklinik Repetitorien" (Kategorie Lehrveranstaltungen mit über 100 Studierenden) </li></ul><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoYVwf9IKX0JGZvpAWcBwyMP87nqUKzaEXGEdPvXmxoFSns5uwGmzm1HFWtP83_kWr7BOvkBCa-4HOujfrzNaBcR-vqktZixJnjpQBNmqjJVlac9B3FhRaJhAHeK00P6QLHdF2_jmYMlmCfx0Xkz4-bJy3vbBB348hlmcx3iMggGLdyoly8lp-HKIk3Wk/s910/DSC_0117_kleiner.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="673" data-original-width="910" height="237" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoYVwf9IKX0JGZvpAWcBwyMP87nqUKzaEXGEdPvXmxoFSns5uwGmzm1HFWtP83_kWr7BOvkBCa-4HOujfrzNaBcR-vqktZixJnjpQBNmqjJVlac9B3FhRaJhAHeK00P6QLHdF2_jmYMlmCfx0Xkz4-bJy3vbBB348hlmcx3iMggGLdyoly8lp-HKIk3Wk/s320/DSC_0117_kleiner.jpg" width="320" /></a></div><br /><p></p><p>Die Preisträger:innen können sich über jeweils 2.000 € Preisgeld freuen. Wir gratulieren ganz herzlich! Diese und weitere E-Learning-Schmuckstücke finden Sie in unserer <a href="https://tu-dresden.de/zill/materialien-und-tipps-fuer-die-lehre/good-practices/e-learning-schmuckstueck/schmuckstueck-galerie-2023" rel="nofollow">Schmuckstück-Galerie</a>. </p>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-28684971282077092492024-01-12T16:49:00.002+01:002024-01-30T16:07:50.436+01:00Gemeinsame Bearbeitung von Dokumenten mit dem neuen Clouddienst Datashare <p>Seit Ende September steht mit <a href="https://datashare.tu-dresden.de">Datashare</a> (Nextcloud), dem Nachfolger des bisherigen Cloudstore, ein Online-Speicher mit erweiterten Funktionen an der TU Dresden zur Verfügung. Besonders interessant ist, dass damit nun für alle die Bearbeitung von Office-Dokumenten direkt im Browser möglich ist – auch gleichzeitig mit anderen Personen. Umgesetzt wurde dies mittels Collabora Online, einem Online-Office-Tool. Ein eigenes Office-Tool auf dem Endgerät wird dafür nicht benötigt, allerdings steht im Vergleich nur ein eingeschränkter Funktionsumfang zur Verfügung. Trotzdem ergeben sich vielfältige Einsatzmöglichkeiten auch für die Lehre, beispielsweise synchron innerhalb einer einzelnen Lehrveranstaltung oder für die längerfristige Bearbeitung durch mehrere Personen.</p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><img alt="Screenshot einer Textdatei mit einfachen Formatierungen" 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" style="margin-left: auto; margin-right: auto;" title="Abbildung 1: Beispiel einer Textdatei" /></td></tr><tr><td class="tr-caption" style="text-align: center;"><!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>DE</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="false"
DefSemiHidden="false" DefQFormat="false" DefPriority="99"
LatentStyleCount="376">
<w:LsdException Locked="false" Priority="0" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 9"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hashtag"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Unresolved Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Link"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Normale Tabelle";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0cm;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri",sans-serif;
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
<p class="MsoCaption">Abbildung <span style="mso-no-proof: yes;">1</span>: Beispiel einer Textdatei</p>
</td></tr></tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><img alt="Screenshot einer Diagramm-Datei mit verschiedenen Formen" 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U9pGOv09KwrX/lpW4BBKScK3b0bhcKCQqRnpKNLl64CxDI5pk1g7vr163B0dIStDdMoNJtpfDx4kAwTE1MYGxmKz3jEJCYmwYyjKpR0xHiDWTyFxEohz+LfGZNwVI+BFO8PUvIS81u8nvD3JGInMysbRYWFsLaxEddhpy7s5k00bkJRXwN9QeBwaF26JoNNvs6DlFTRBjMzU5HoJIA53ZvvJYFwxkpi36G/i+/RF/lnxkvJycm4GRoKvxYtYGdnJ9rO5/B3lPc0Jg+UD8ZeLA0Y/N8jGNnZDi/0aYLclAhkJ16Erc8IlOSnICv+NDmtekQK6cHIuikMTSzw4uRZcGvkjY8//QiFBFY0iSjIjkpD0olo+Exth/jDUShKyYP7CD+KGlMSmKEBzpw9g9fnvIHde/fCwtxCkHfqHrw+JyclY+7cufDy9saI4cOwdOkyYZtXZswQNmVbqToeG8CKzbjSgmxMrkegzMDW/Iw7VuEVPUEAmxqGTUdOo8fAKXCgsZsWeRIrr+XjxZAAxISG4SJR0+Yt+6G9VSI274wnYBCC45vWoMyN2Ijoiyh0bgvdB5dg23ESuvmYC1aitkPBwB7FkvUHYGLbCDpmnpg4ogM2LFwCnSatUH7rDEo8e2BYNw+EXbuL8+cOw6XXGGjuWo5QvQ6YQtl9i+Z/Dc+QV+CjGYV9N4He7Uxx6Fw0Wje2w/Gz9zCwf1uc23kOQc/3x+Ele9D95eeRe2kLLqdaw8siDReJQeruVoSFR5Lw+gtB2Lf7JHq/MA3NrEkaQYxGrQcxwtqlGdix9Ri6Equ0fcla9Jj6MgpOLMOXB7Lx/sSu2HLwAkK6d8CZTYfRamxveNs44Nz+Dch17wrv+BsIq7BFB38bCvMWY+3c1Wj/8kRkndyNCp/eaKIZQyCrGKMm9YMZleNQFXIVDOzZ/Vi++QKcfd3Rsn0wKu5vxx29dmiRcxlLjxZg6pT22Lf5Oga90BV/bTuA7kMGIXrjVhh3HYUQv1Ks+fU02g5wwZ7dl9B9QB/c3L0ZOT590Nv8LjZdyEHbJvq4HJ6JNk2NsPnQDUybMIbA9250fe4VtLKnBUYFiyYY2FN7sGLbFQLEXmjfuQuSLx9AlJYLgpuaYt+RywgK7ow/f12CjhNeQ6D2Lfwy/xRGvTYKWxcvgF3vF9Ek5yRiDNvi+WB/yti8ivArF5Gp2xjdW1pgx+ZQDHxlFIEsvTo3Y5Zj5MVex86dcRj6ah8kht1C4r1QnAgvxSsvBePXr3+Aa79J8C+9jeO3SwiQGuHsnRT4u5rh1NUsDO7rgfM3k9DKyQonY3UxsEU+Nh5OQNuWVjh7OhyDX3odTcyJgKzNSePFjubwzRN/YcuxSHTsOxS92vngwKoFiDV0hVNRAqLhhubakUg0aAc/8zs4clcHo/q2w+71m2HTvDXiLx+FQZtRGBfURCUbr2Bgz+KPhfth29ydJD+d4GoYi+MXH5C3rwG7FoHQjjuCk5mNMCXEAd99Ng8dxvwHPVtaIvpuLO6HnsXVYmt0sdfCgbB8vDCkAzHzNrAxpEVOBdAR/XtlH+YT+9/Wx5XY/BycjozDpGkvIWzFSrQePRZHt59AyMhA7Ni2F+37DEVh+AHcybOCh14yzscYYtasMdBTUz+u7sL9pM/j8VOeHoHXJkxAmmNrlMRHoPHwd9Bf+zR+v2yNeW8HEYhchMOHD8Eg+E180k0bMz9ZROVw2uDM0Qh8tvxnHH9rAnaX2uGdd16DSUYoNvy1G1djivDTsj+w7e1huG7QFvoPbkLHsy0Mkq4gs9kUfDdAE/2n/IaQzt64eiMGnbrQOnboCCb9sAFTejQmNJGHZf+difU3iuBilo9M++54d1AjzH7/e/i0bYNbRyLxxuJFwNEv8fXeOAQ0NsWZKCOs/et3uOoR+62WTOtJW1O+3rOygFR3NDomVgA4M1OKGBKA0SHQV0QsaEJCApycnASoSUlJgT2BuouXLlIkxQamBGK51JOlpSUiIiJga2eLFi1aClAZH5+AFAK65gSwHOn7DwgY5hfko1EjFyTExwss4+DggCT6PJckRvy5KQHgewSm9UhuZGFhSeeUE4bRRuSdO7CytkZaaqog7aysrODq4oJ4alsuhcSdGzUSfyshsHn/fix9X18wjAyomcFNpPNsqd3MNDMm4nuWlBTD27sxMjMzkUHA3dXVDYYEDouKihEeHg57Imy4fQyqU+na/Owcci8jAovBnru7R7UwO4Ng5oX9p+/G3KlN0bu9K3JTI5GTeAk2TYZVAtgz0DNxQkHmXZg5BMDIxhedKPo3ftQETJ/5sgCwitCWBmK23oRth0ZIOR9HDq4DTD2tSI5AURyyTXRMNIL6dsfxEyfgRs+pTmRYeXwxeZOSmkb76nyyBe1hLVthKjGv/Fxsw7qO//0A9ugZ9Bw4GXbEGsVe3o0d0QYY1NwCx89cQ/zt+3DpMBQDAmjD259OLJIzfpr9NcwCAqFXlE0bbzuURZ6mjnkBgd5mdQLYlLBD2H46Cl2CeiEx/DK0LExxbvNOmLYJIIYhC7Ytg9FMNxUnrkbgfmICmvQcDjvaCMtbjUUP32IsXvYXQl6YCRfdZGz8/TTKLBJxPqIQrb2syLMzRceOjji37zr6Th6Jc6uOIXjGYGz/6U3cgS88CHiUEXvqY5iO67kOeGlQe6xZtRB2bYcj2MeS2l17J7OEIe/uKXz++26069Qal44cQNepn6Fp1jnsum+Dmc+1x+pf/4Rz9z7QjNyHa3GG6DesH6Iv7EC2aSOk3oxDzwlj4WZEHmlaGBYvOoQxc2Yi7eBKnM10RZC3MS5HlGHgyHZ1JuMwiLh76gAOXclG554tYGPnjPsX1+OuYRs0y7uBy7neGDesHTb+8BN8Bw7B5WvXEDK4Ly4vWgGDwKHo1qwc21ecJ+chH6nFThg5rBNuXzmMq6WOsL++BYfi9dHEzRz5RjbwMS9EVA55kkOCsWfVXOi1eh49mtuq7FtuW+TxfTh8PReBxNA5WOlj/Zb96DJsCvzIyd+7bxuKdM2RcC0Ow14fB71bR7DhUDJemjEGGzZshFe3kfDO3ofdUVoI9nPD8WNnkBR/B+UOLTGmWwCO7b2FfpN7QbuexCAJwO7am4iB4/xx4eAx3KPJnBBjjGlvBmPzlqMY/OJ4OCIRuzduRGQSLXx5FfB1N0KZlgUCmlvhApVJaelkjXPJOmhadgH7CDQ0JQcpo0IXffoPg7u5KqaSdRHaJEnQRFbMdSzeeBDN2nTGrWN7UWTjCju9Api7+MEiKwIZFh3Rwfk+LqZaIsgN+PKX5fBqHoCi/EJ4tg0msOlazZFVXnwYwKbePIstuyLRaVA7mBnbwtXZAuu/mIKzev3x41tDcf3sXtwoo/HQWhO/rdiN4ZNnwCTtHvYfOonEzGQkaLrjlaGtcXDdJmg5B6L/gABwtL8u5ynq0n5supqDoRSxQHEWOTgH0XPoeMRs3oQWQ4bgwObjGDKpL44cOo3gnt2wffEPSNR2gacpJcQZuqP/iO4wJr29igDNs9rrq92Xx3H8mdWY9OEx7DuwEGeWfIlt2c3Q3+4Wll21xGevdERkSjHu7VqI5fmeGF4YgxibAfjuv30we+R4hLw/B2c++hweb8zF+G6muHDmPApz0/D93G8xgYDu5V8/R+AHy1G0exaOmb2It3zj8Maf9/HmaCu8szEDu78fhZnBpJvbthwX5/ZFctuv8N/RHUhHE4mxY2dj6q/b0MMpGdOfew9mhtrIM+2KX34Yh28nT4HHcxNx5o/v0e6DNRjjfA2jpq7BV8t/gocByUVkAPuvGF//VCMYIKanp+E+Rblat2mNyMgoAWSNDA2RmpZG7CdJjWhfi4m+JzT41tY2AmPZ2FrD3MwCN4kVdSEQxUDX1pbWF/o5i0Bh+K1wAUpjCWyZEYhNoCgmk3AMPvPy8uDr6yvAaMTt23An/T8DUObnUlIeiPsz4GSwxgyosbERfc9aMLDm5ubIpe+bmppQm6IFo8vnFuTnC0YxKSkB+noGIhxuyv+Iib1x/YYAs3n5eXRegfgbs8B59HM+5crwNT08PcV9ma0NCwsT5zPzzMflS5cEuGMAbknAmkGvb7Nm1C7jqui2VJu/1Uu78MM0XwWATbmDnCQi7HzHoCQ3Gekxh4iNHUlSgiRk3T9B0agWCBo4kwDsOAKwrygALB1aJCVIOhWDguQcoYVt1LuJ0MJy1F0CsF16B+HEyZOU0+DWYADLaxcD9V9++QUXLlxAz+BgTJ4yWdif7f2PAVhlCYHCA3jIyj4VBpYkBKv2HEK3QVMoFB2HTZuOImBAf0QcWgrrHjNgfmUnwuCHQZ2ADesjMPKl7ti6dDV8B09DGxtKPtIoxpblv8Ox23R0I3qqLgY26fpuHLyVj+eGDcS+DX9Ay6U1Um9cQ7PBk9DSgpIQynOx8eclaD7uFeSc24w4h7ZwvLUPxS2fR19/4PvPv0fA+PfhXXAFe0LL0cy+CGfi9fDy2GCaAMXQSL2O1avOYtjMMTj420Z0f20ybu3+DWnWvTEqyAt5xeW4c3oHjqXb4Y0RnbBkwa9w6ToOvXwJANcKYEmPqVOBA2tXIkHHGa2a2CM/8TYukx6ulbUWziZZYPbEDlj09UI4BYegk18jRB1Yh2Okm2uqnYZc2xYwvHcGaNwDQU2tkZUcha2rj2LkR28hZcciXMxvgu5EsBw4m4XRU/tDlzb4usL0EYf34sJ9I4x+vqMYFxd3L8I90w5okXcV5zO9MJHA9PIvvkGrYWNx7uJ59B45CjGbliHeviN6NkrB4nURGDDYFydOxWLsxAE4svZPZHuEoD2u4GSGGwHWjigtovDTpW04HmuCl58bgE2LPodpwCSEtLSvE8CG79+N0Ew7jBrVhuZKITYtW44Sjy4YROzlX1uPwLetD45uuYjRc6bA8PYBrNp1HzPfnoSVq1eiSfdx8EzbjmNJRjDLSUKMUTsMdIrEhos5GNWjLbavP42Bs8bBmpLd6gJADGBzo69g5950YoHzsf18Pl4a0RHLfthL+sw+WLZoCTqPmQ2Pgks4drOQtLC5uFvugOcHB6IgtwgF8aew6VwyOpBu+XiMHvr4pODoXTNMGtUDBdkZ0DIyhW5l8t0jCwJpYMtLshETn0OevBPCSD4RWWABnWyq/9eiF3r5OYo3tVzevABxFsHo4hKL3eEaGNWtMZZu2IkBY1+Bs14OcmEEUxI7qgKTDGCTrpAE5GQuxrwSAi3aQDJir+HQgavIotTAYOrzsrADOPjADtNDrLBo+Q569jeRumclTqQ547lu5qTpuo4pEwbCRKcMO5bMh3nXFzGgDclaVCQP8OIYfm4PjqTYYMaAtvTo+Viw6Ef49RiH2I3r4T9yJHavO4yR0wYQu38YPQcNxs1tq1Hg2Y1Cbx60aRZSQpy+Ksv9U/t6vfdhZ7Uw/jJeGj8LLn1G4v7hjbAY8C5GmlzC0lAH9LTZj1/OWmGYdyG2ZDfFl8Hm+GndGfQPboPNG09izi8fY++sD+E95weMdgtDn55z0PvNCeSkr8CELxbhwo8fo+P7S5C3azYu2k3EDJc7eGdtGv4z1hyvbkzD3i+G4bWQT/Ha9t9x4pveKOrxG0a6PkCmsTvOLP4Gl4q80MY+BUfirDAzxAlfL9hBzkcgVv++E3OWLkfpobnYGm+OQNcSbL9QikUk83CRGdh6+/3/0gkKiWE5rhOB4eDoAAdiHWOIiS2g0L0BsY0MFBU60AoClqnw5ERTYmhjKCnUjs5lIMrMrJeXF65evSoYS3t7OxGijiPA6uvbDOGUpMrxykK6ppubu5AnMBMaRyysHQHe3Lxc+r63YD0LSc5gRGDViYBjbl4+srOzRXjcm4AptyeUQvs+TZsK4MpgsoBkD56UfKtJ6ykD6Fb+FJGLuC0YWAalHA7n+6Wnp1P7rgiWla/HwJZfEBBNicQsk3BzdxfPJUkdbty4QQywBZwpwZuZYpYU2DvYk3QiRTwjg/1GxAAzyJXkmXLR2KkAACAASURBVAoJgQb6vXsYL/ZywuhgdxTlZCA1ajdJ0doSaE2hxN9cmNiTlIuumZ9+C8aGepg4exH8mrTAux/MqQKwLCMoeJCL0B9Pwrm3Nxx7eAn5AB/6xChfunIJ016bTvLJfbAmh6Ahyb0M0POp3+YTeGUnoH+//li4iDCJoxNeoigZ93ddyduPzcAqSwGEXICz2pRmkwhqk2EkbZr0xq4nJiFgrUhhKrZsWIrYTD3omttR+CoYbbxscefyIew7ept0MRbwbNUZHVoaYyMBVwu/gfB3SMPaLYcpTdsJAwb1QVrocRgTSGtKGoTaSjoJD4S9o6RwbNi4HTnlJrB188ewAZ1IVnAaG/adJjaWdGHDBqDi3mnsOhINQ3NTNO3WBUb3LqPUJRCt3DWxb+tWpOSVITO3HL2HPofGthrYtXY1whPz4NW2FzFXJjh97CYCBwbjwtbliNUhBq+HE9at2YTkIl107D0EbhpxuJ5uhL7tG+PooQOw8ukEPyeT2ss+cWJOaRYOHjkO3y5D4GLC/UG/775IWhd9yjS3Qp8unji6+wQsPe0QdeYEYgmABIf0gQZpD7Ms/NDaNhObNmxGZpkzutNG9+BmJFoTM5pz5Qii8h0p2ckUq5ZshnfXoejcgjSWKtgSIdaOuoL1fx1GGYV7nZsFoqlFATINXOBcEEPXskVQJy+c2LYTru2IKbobiWZtA2GUFYoVq0m2YedIGeQOCBnSCZGk67xINstPjYeJX3+8SHq8TWtXITK1GH5BfeFvSm8ZSdZCz07+OH9kG/Q9g9CC3jSiqm+5bQk3rpLO1xgdqA0VlExUnB2DbVu2IilTB/5d+qOLnyG277iGLkN6QDcxlEL2aQgZEIRTp07C3jcQdrmXCQAbopmlDv7asROaxqawd2uBkA7NsXXFn9B0747B3Xzq1MBqsFg/JQYXL2choHsj7KV+zyjXh4mRC/oMbIkTB/ciOadYjJ++I59DU9N8bFm/GndTS9EisD8B1wqcvZ1KemEThCZSWDfIA7tILnMzIQ/ebbugX6dWJAMhJ6OWHY8rEGiUZWLnyr9wLzsXxs4+GDqwFwyzI7B24y7kwBQ9Bo+EcfxFYiYbU3KXNv5cug2te4+GTe5VbDh4DRZO7uhDzmMjY22VelGeRwVJd7B21U7kk1dv59qYdJL5sG3Wg2x4HVeSLYltN8aKjXvRIqgrSpPvo3nnEBjmR9M834ciqo5g4uVDkpAS7Dh4DvYevgimeWZlSPp1FRIC0b+R1xCaZYjebbzJpc/D/mMHKZkwEKnnzsCtfXtcPRuG9j38ce1qKBq37gybsmisX7YV6aT3bRfUHx2bK4p7/7sPeuUjOQ9X9y3E18v2U5iUwoF9RpAzGomj8RYY6FeOLz5eAscO7WFt6oi+QXb4z38+gUvrvsi/Eoqhn36A7L17YNl7FLo31cbPpIG7Rk6Mv7s9mrbvjPRzB+FJka6iq2twl9jTXtbJWHcmFwM6GmL52Rz8Z1Q7rPpmC0JmT0TEjm+h0Woy9EIX457tCEzoYICP5vwHYZlueOfLjxHoaYbl37+Lv0Iz0NzOE0OnzoJR7DLM+HQbevboghs3M/HFku/hoS9LCP7dY+7Jto7BCrOJoTeuU5UQfZGNziDv3t27IpGJQRofrHdNpChnDgFKTy9PwWKmpqUK3SwDOA7hMx7JyMgQzCr/fJeukUm/M3Bt7ucnQB/PaSdnJySRXpYThVh6wMCV2V4GkaxdZQBqQgDT0tJKAGcmaaIiIwWY1CAWlFleDucz+xlPILiY2uncyFm0hdvB4X6WKBjSNe0JbDIw5TaGE6vaiP7Ozxx6M1S0sTG94YqfidthSECXz+O/379/XwBf/pwBbBz9zkwuJzsxaM0gQMySBuUEM8ZibL8vVl2jN2+lYt2HHYikoIT2LMqzySRWm3SvxrZ+KCkgu2VGU5KsPiwbtcOa1esx//cVOEzOvI5mZeWfSmDH8gFTL0vo2xhTYSVFYqu+lSE+ePs93I2PIQJuVZV2WJ2Rwc+WT0z1b7/+KsD9zFkzRc3axKQkivx8L/pg6tQpxDYrkvRqOxoMYAWgk15iQMZk1pWNz4i/5iG9oeup1YGtrCnJGbQVXKe0slwMhxg0SK/CA0w5a5kTU7j2I8mfRfa00LTQBse1IOtLFuDapDrk0XDYgfWCLLLWpIw5TWEDxbW4niTfT5S9oMlRwb+TRoWrP3EyVQWXEKN2ctsUWeTkXdCX+XUQZVQZgMtelBCbqk3ncpsqKKzLydYCGPLMoetyPctiKjHECRsVdE5pnUkOijq5Vc8n2YsvRck2Vdfha4j0es7wJ40yOyNUaqOM7s/VCiRmnR0Vzg7mBDotKnXEz8W1XevLPudxoUmhIW0KOwjtNI8Z+l2T7FDGQJvrwVY+E2ecsxfK11SU6aLnp6ZxO0oKsilEFIrU9GxagOLQPHgE2rqbC8fpIXjmeqhsI6qsoJaNuBwYCfzJrtwGhcNSeV/qI+7CEmIfOetdlAipHAf8M0+6ctZGsp04jM3fpcZwj/J/i+h6/D2uMVrf+OL7MpBkr7mUs+zpgrxG8HWlLPCq8UNJaZy1zxUvFM/NdXW5+oIiaVI8PznILAmQ7MJ1T+tMhxF1iGlU0PcV45eSuPhZ2f7S+GOnkesDU+a5ok4vjVWuAMHjmsYvZ5jXV4eZn5HvI2no+Xcei3RXRe1h+i+XvBNjk2zH4406hNpB7EylfdkZ4QQJrkhRQeOFM2XrOsTY43kjyrAx0OOayIrKBmK8cR1CHi80Drj+LddElOYdz82G1XxWZ+l+WudwFQzl95ZT2ysrjjD7z2NSOu6fXYXRr30FA6ruUW7SAr8t+BZNbXiNYtDI0ZuHWd5ShQLW24l5SzYpKae1hcdG1RhVjHWRZEJ25DFRwdniTGJwG5Srp1Df8tqnfOxbMAvvLj4FcxNDiiy9iF8+mgx9qlcpKwie1lj5d15XYAnO3Fcqn6VccUDKu5ESwsW+W1mRQCprJQE/5ez/1NSUSs0qJYU2by6+o+yUcrJWAhXoZ8DZooVf5ZqnqDjD15MqDUj34GvzNWr+rYoBrbx+VdvpQsrPJCVyCeKP/6YUvqxZMqtmGS3pd+l7Ujtqlpri9fNeIjmZ7x3GotdaorM/JYFRJFdx0IPReqv4kRcGwk9URuvC9bsI8A/CqkXfYdyk51GYppAR8KGlx1iC9hFeTOj/+jRXY4n97tmvJ35dsAC9egY3SD7AeCI7OwcnSXoQTLIBA0qG43WYNbExsfcp8fwiQnr3FjKFJwpgxcNUJm7V93ICdd/Y9e+cTnKr/i0WEM4I1cq9fPkivQqvDE1atqWKABYCJMqHbAHZAg2wADsrWhVU8eE4rt7NgU/7QLSgagwKgP/PH6yr0yjNx8VTxxCbr4+OXYPgZMQOnFyB4J/vjf9bd5RkCYmJiaKKADOnehT+rwmI+DxmeZk4YTa1oTVX/61WYzD4y5YwzNsSjp2fd0JjikaSl1ktIqnDVRAIwMeRxnXMNzcp1+ECIo7+iqWL16FT906oyKHSd8VFVY/IBJM2JSVnPshA38H94NeqBRb+8YdYPxikN+SQkvaYJFB2KKSqEUyS1NUXj8XAViFyJRBbm+5NYmbre91sQx5YPvf/sQVo433I3HAty2fz/uX/xz0gP/r/GQtUZ2sbmjn8pM0gvX2Pr/u/qfbuk7aDfL2nYwHlElcq2Txmf2sws0+nNf/cVTkyzkzse0uuUMWme3hnbGMM70IvEjKll7pUHjm5hdh+Jgmfr7pF1Wco0f3VAMyf9zN+oDD+6zNex9jRz8G+kT2xljw5KYuAasHuI0nbh59+CB+SaKxYsYIkH7pP5UVD9VnqbwFYvrhgWKW3BtRyN8HQynGg+vpB/rtsAdkCsgVkC8gWkC0gW+CJWoDr1rJMavvpWHy/Poxf7Qg7C12FbI8+T80uRmExMGu4D8Z0d6t8WY8mjh4/Ll4Rm52ZBXtbe5JzFQvJWB7pVh+kpYgXD7w8/WWhQHhWDvDfBrBsaUXJhtreRsE1X+Uw0BMdjfLFZAvIFpAtIFtAtoBsAdkCalpACtVzhYCTNx7gYkQ6vTqdKiAY6NBLiCwQ1NKOyn3pCA0qR9Ol8xm+nTlzhv6dFi+WMNA3gJ9fC/To0YOqJxgLrfCzTHB9IgBWTRvKp8kWkC0gW0C2gGwB2QKyBWQLPAMLSGxsdcKREi1Jv1pbojFLKpilrXnwufXVaP0nHk8GsP+EleV7yBaQLSBbQLaAbAHZArIFZAs8MQvIAPaJmVK+kGwB2QKyBWQLyBaQLSBbQLbAP2EBGcD+E1aW7yFbQLaAbAHZArIFZAvIFpAt8MQsIAPYJ2ZK+UKyBWQLyBaQLSBbQLaAbAHZAv+EBWQA+09YWb6HbAHZArIFZAvIFpAtIFtAtsATs4AMYJ+YKeULyRaQLSBbQLaAbAHZArIFZAuwBbhGrOI1vPS2PfFB1U8NNhAXZFV+PbC4XGFRsVyotcGmlL8gW0C2gGwB2QJPywJiz3ucQ/GadvmQLSBb4BlbgIGrBGAZvir//neapij5pXhlrQxg/44l5e/KFpAtIFvg/5EFpALnJbSJqHol55Mwh+IFOA2Donw2t0+L/jXsm0+ixfI1ZAvIFlC2wNMCsMzCFtMLF2QAK4832QKyBWQL/B+0ABcg5w1Enbfk1CxWzuCPXw1ZkwTl8woKCnDnzh00b94cWlpaal2fr6ejrU2vHX94RS6EXlJaWuv7G3MLih771ZTM+Bjp69FbhXRFuFE+ZAvIFnh2FuC3tAog+wQZWBnAPsH+lDaK2i7JDIW8iD5BY8uXki0gW6BeC/CGwW/JKS8vg66uXp1rkJaWJjIyMnHq1ElUMKikV016eXuhZYuW9JrIsmr3YsBaWFiAP/5YCAcHB4wZM1q8Krw+kKxN37sXHY0rly9DR4deV1lagjZt2sLVxaXaPRh8ltGrKTNy8gWDynBXS0ubwoXUDjXBKL8GU4/e125mbPiPr728F/B6L6/59Q5R+YQnYAEJe0hj7t827qozsBwdYada0sQ+vgGeOoDV09WptXUcFeJ38dYmb1IIfRUi3X/bwW1T1S7+XNUCrk2sAw8ydUJtFRWk6fgXPvu/rS+qtUdobDSVPqLNo1Ib869u97+tcTXs+E+PRQ2aI9VfbajaQIpF8eEK8riAoeZ1+I5qzVM6T79yfWOWUqxZtXymThfXZD7VCcvXtRbxPfmafMyb9zOSk5Px7rvvwdTUVOVrHzXJluW09qxatQpbt2wRoPKNN2fD3cNdvBe95sFr+9Vr1/H5559h8OAheH7cOKFHqwvEMvDNzsrC/PnzcP7cOXQKDMQrM2bAxMS06nuKPuW1VAFgpYMBNa+jyn1el215POgqAVjuG26zOpJaqT/V6bvazmEb1EVoqNoXa16rsBb2u65+fxrAWdX9nsa9GmJvVTiB+1mXnCMlkr/aZUtKy4VD9zhHbRGE2q5TF77h89Xpf75XceW6oqqtPJ+0yfHk9aK4uFjMDX19ffHsf3cMP459lL9Tc11V1sAq1poKmiPqzEbVLXlsAFsfGJNCVpcuXRKhJmkx5abwQtS0aVM4OTpWCXD/rrGe5ff52Zjl+P333xAbG0tMh25Vc9jAhQWFGDFyJLp26SJAe92LrgxeH7cvBYCVnJ/HXKAe997/l76noSm97/oZOAGPOCLqW1aXwAmDnvpYQPWvWPeZWjTvIyiEnkWArHXr1mLz4IVZ+qxt27ZqAWHehHidCA0NRVJSEiwtLODXogX09PT+1jvGeZO8HXFHgEXe3CaMfxGBgR3r3Ni0ieUsIGZ12dI/ERDQnv61q/V8vnZM7H1xbT8/P8TFJ8CZ1vPx48fXC2IV343Fpo0bMXr0GDg7Oz1yD2UGlkFrbm4uRg4dhLk//oxW/q3FnlLfURPAMsMcFhaOiIgIWqNVECsEwA0NDdGlS1chi2goicJjgN8XP2/+L2jXri06duhQpdGT2svnnD59CunpGQTIH323vLRHupAD4e/vL8a0Ogcz2kVFRaLdfOgQeFcFD54EuOF9nO9Z0/mq2VYGV+zY1NYWHgsM9tjOyrKSmtdgnaO6fcH9nJiQSM7VVREVkHxcdkpNjE3QhualkZGRWnOzZjt4zmdkZiD0RqjimR7JMGTWHfBp0gT29va14hsez+Hh4YiMvFMNF0n3krirZs2awd3N7ZHoh3Qej+HCwiIaS6fBOCs1JUU4eG7ubujaNYja0FiMPXXtps4YU/ccBqYsFeJxxvevxsCSzdJT08hFrYC1tXXVeFX32srnPRaA5UEroX1VN2VDFhYW4rXXZiE+Pr4aqMvOzsZ//vM2+vXt88jCxR7z2bPnyPDFlYDvoedfm8f3tNjaml6nFIrbsnkzhg0fXm1xU4TTCvHee+8ihQYR20f54A2VmQ9HWuBnzHhV/Kxqk31SjFd97MzjDBbl72jp6EIL5YKZ+bfw5P8kgK3J/NVnT16U9A30xSJO1T6ELg/lpSgooijEY6dZ13fXx/t7QwDso+NMkW0qDg6hNrQJagJYXieWLV+BGzeui02A/zVr1pyYwMEwNjZSe9NnpuZ66A0sWrgQFgQcc3JyYWFpgbdmvyUAZF1gmDffRYsX4/btCGIhPxebB7Mhis9u49tvvxMAtK4NhNtdRuesWLkS586dhaWlFQHiTHh5eWHKlKm1rhV8n/j4OJw/fwHDhw19BCCxyblf2EYrV61GXh49Ez1bYkICrcevCbamrjbxesbtlgBczXMZdN2/fx+//fYbOnbshKFDBosx/fPPP8HFxZXaNEw4kurcg59FsrE0ljZt2ohBgwZDh4iA9KxcYdecnBy0b90Cq9ZtRK+e3VFYonpk8d6Un5cnRp4yA8sb6tFjx0gicYrsaiIkFcrJYQxwGCibmZnhhRfGiz2rJhNfH1iThvuHH32MoKCuCO7Ro9oeJ7FSW7ZsRmJikkogzcDE17cpPWtP0V9VoIX6dNNff6F9+w5wcnKqcnAEaKPr/fnnEjRu3AQjR45AVNRd+hdZbT/irG1LS0vhcKkTZWD7rd+wAcHBPcUYkvqKx8amTZvQqlVLsa+dOXOmKixcHYhVCImImRnvedWBOF/jMklJ2Bnx9vbGtWvXHgH0PIa4/wMCAmg+6le1mdt16fIVcgLShI2qEnlo3LEtfvjhB+EgODjYVz0/r0t37kQiJKQ3eof0ImDYcGeX5/yaNWuxkcYorw+1HexEdOncBW+88YbQdivPA35mHsvffz9XtMvExEQ8Ez8b7/08dhkkp6alw4D2i9dee53+a/DIOsRSnPz8fCyh/j5HkQwel2wnvhc7FgzQn3/+eXQLCvrHQay0n+3Zs0fIkXhfNjc3E2DV2soKlvSPMZCnh4dwFrnd0sHji9vPLLJiC6kQ44PPq+1oMIDlDrxy9Sqh/jOYMGGC6MTaJgKfx+L8NWvWIJM8FuVGFhAj2adPH/g29RGTU/n7/L0DBw7SgliIgQMGVE1+Ngo/CHcmHyIkX7lRShop/q8AVGqE32sLG/J1uS0Se6x8Dv/Mhl28aBFemjbtEQDLf/v0009x715U5cL40NxlZaXCo4+KisJbb/1HdCRvELV3yN9nYDVpcDMTxBNCXe+9ITiD7Z7xIBF5FXqwtyUPioBsg4FKQ26o5rn/CIClycjgs7ykCPkEPvUNjKBRXoKSOlkSYuY0K3Dv1lWklpmhtbc9Tp04AXN3f7T0ciJPlUAMOWx1X0NNIzyB09QBsFo6etDRUoR6iwm8cDhIQ1ObQmPaKC7IR5mWDgxoLpfQPC5ryOBQE8DyOvHFl1+JDXrUqFECeG7btpXWjIHE6o1SO3zGoCbqbhSWExi+cycCjRo1QmPaTJ8nAMMbTF2bPLeBgWdkZBQ5r+9VAVjFZ5H4+ONP6gWwfI07dC5vdiNGjBRa0su0Ma9bt5bW1xfRprX/I8/C7bp37y4OHTyEl16aWuuz8kZZRJvhFwSshxGgZLDzww/f031mw8Hert5IkKrwsPQ5r3W8ro17bpzQsXKbHjx4gJX07BNfnEQMUOdH1vaaQ7NmFE8CsAsW/I6JEydBl/YWZQAbFNgey1auEZt5UlKiypHu5OSMlq38BRhQBrD8BWateNQyQLh7927VvsQhZWNi55i14qM2hpLbywCXmbPqcqWHTeG9pxkBz59+/pnAfUd079atFnZZQ4wPBiDKkUnlB+JnZKDp4tJIsIjSweNlwR9/oFevELi7s7RD4QDzv3179whwy5rkGa+8gkjabw4dOlS1Z/I12CZuxOoxQOd71LdX8v1+JUdl2LDhsLGxqQJS/PmJkycFAHOwd8AfC/8Qe2JNx56vz+PYycmxmgyFz2NHaOXKVWKOdOjQHhsIKNcEhRK4mzJlMoEes6p9k+9//MRJksYkYeSIEVU2lsbnBx+8T3NjGrw8PXDt+o1Kh0wTCeTEMY5gR6sJsaQMEpXtW9/yyfed/8svwgkyNjau9XQms9gB/e9/P3zExjz+GESvXr0Kb5I8x4wcKT7iiTHmZ7e2shS/R8fEYtmypXjllRmwIsCnjBcUttMWzsqBAwdEO2qSINzPPCd5XWlOTO6TYNzrs43yGD1HzvWG9evx3LjnCEwbC6eCQTXr2PnnPJpH4nkJCyljw7S0NHzyyScCfLPTwmP0s88+g4+PD62NYx5pQoMALHdeaOhNLF6yWDAdXQmUMY3+iIfOntWVKzhy5IhonCKk8XASsrGZhXVydsaggYOExyt5dnyPw4ePCADbr2/fKsMLYHvwIA2+QvrOACQlPxDUOQ9IZhhsbe0IJHYRA7Y+z0qwHmSYjIwMsSCVigVYl9phLjwF9qCYNebNTPJqJAC7bOlSTJo8+ZHwEv89MTFRhBN54HDnSHbhiaqvbyC8rtnE7DxNAKujq4Woa+dwOTwO7v4d4d/YmcBWKbTJYwUt0qWEJsSAqeCfy8WAknQovCGxbFShM+OxUlG5ASsmDH8mQj0E2E7tWo/wUkeMHhYCUw3S39A9BIghgCeFxcrJxjw+tPi7ImDAIVZKzuCkkoaAGjVnzlMHsAxedTVwcd8GbNwXCgc3KyRklOOFqa/Az+nhYlZO46mYHDNtXX1oa1SgnEPLKMG3rw3H3lx/bP1xOr7+8L9w7z0DU3s3IeYhFLae/nAwZSa/GHrkfSrMX0bzoG7JiZqmadBp9QFYnj+Zifdw9uhe7LgYh8mvv4sAd5rDBTk4tHEJTsTmQos2CfMWIZg6rCuIxxRjQ62jAQD2q6+/QWpqCr744kuxnnz22aci5Dpx4kS1HVluE68tBw8dxooVy8kJ/Qxuri5qLfj8veUrVgim61EAe4cA7Kd1AliJzcvIzMIqAn6OtMkPIS0pL/A5uXliDWEAVtPJ5/UlOvoejh45ikmTJqoM8fPGzaCVNwJef06cOE5gf3StkS+1+oZO4nWO23fo0BEiJ1aJyJMUsmYw5enhiWnTp9EcL4OtnZ1gUtRh+vj+EoBdvHiRggGtAWC7de6AlWs2YMrE8YgiEKnq6NuvP7bu3EnRsPRHAKzYj2gRunjpMnbs2E4ARsHslJAD6Uz70cQXXxS/17bhc3/foP2PI22KnIbqQXEGQgw0mP3bvn27YDlrAlgJbK5cuQJxcdUjk8rPwwlyrVq1IiZ6UDXgx21YvGQJevQIFkCUba4MHL797juwdKVH9+51dikz5hLo0STJEDvR0lHKyXiVBAvf7w+KTrDGmfctZbY8j1huHgsMoJgwUXXwPsN2UR1p0hCOb11HcQkTXWVV1+B2nTx1mpymZAwbOvQRAPvxxx/hxRcn4tLFi8TUXiJ8YCOAKs8dbkd0TAwCKXqg7Ozy58qyi9o0qHzf337/nebSCQHIajt4TjA4fu+992sFsLxerFq1EtOmTRfOJB8//PgDtdGedOTPid/Db93Gxo0b8PLLrwhHRhnActQoipyvb7/9RjgkygBQuT3cPxwhefnl6Ty7qsg5XlOkg/dh5TEkfa5OpEGVTp9ttH7DRuFczJo5s+peKampgkk1on+8HfCck/qjqj2EF1iDv3btWhHVatOmDY4fP05r/Bdkr2nCGVc+agWwUviJGVTJcIrJG4olNHmGDx9BFHlgrdS0ItyTjY8++kjouXhA1EzKYIDYg0Ir/Pe2bdsRa9K/GlBVBWB37tpFzMQ6dKfJyRoSbpsHeaGGhPBjYqJFokJISAiGDh0mOqu2hZMXWwatrFXlzufJx6EibhODYw4/8uf8j3W6UhitPgDLRpW8+/txcdiyZasAcjyYJcDOYbcviTWq6VFV75C/wcASA6ZbloV927chNDYNdl5tMKx/N+hVFCI9LQMVOgYwN9VHVno6/WwMawtj5GakID0zD+W0iFlY2sHCRAspScnILaAFTkefvG5bGFG0+0FiPHKKSENkaQt7c32c2bUBEWX26BbQDBrUDxbWVtBn6UR5IZISklFUrgVL8tjNDLWRRnoXQrEoLSpAcYUubOhcHU3qHzUxjWQftqOyh879LzEQfM7TBrC6FOa5e+RPjJvzOyZ8vhzTgz1w8sA2lDh2gJfuA0QmULiTwpLezVrBzlgbyXF3kVWuD/2SQmjSYrf19znYn+GNNfPeR0ZMFIztXZEfth0T3vgSHUa/i4lDuqOxix3u3TwvruXk2Ry+HrYoos2Mwf+TOHjC86KhvOjx2Fd2QusDsDwnshKisG3JPHyzMQw/bdqAfs1scefYMgyaPg8/7T4H36j56DtzM37cvAO9mprSPHi40UrhIX4evi/fv+poAID94ccfRQiS55OkiXz//Q/gQo5nfVpz6X48R/Py8vERORQe5Py++upMWlfUq2uqzMB+8MEHijAebehraPG9detWnQwsr4vM3PJibWRkKIBUATHXHEHSI4aff8/PzxMs3fjxEwisuFYBmfoArMRu/UJMEUuaWrdujw7CEwAAIABJREFUI0bPPQK97LS/++67wmF/XK2wtD8cJgC9cuVyAQx4LrJmc9asWRRxy8R3383F5MmTENipk1rOgGL+KmQHqgAsM7BLV6wR5yTXwcA6EtvcomWrRxhYBpzJRHyk0kbKa75ETkj35v1CYq6Y3ZTYvIebugbtHXmC9VfFwLLTz/vGTz/9VCcDm5AQL/SLqkCd0GsSu2lra1ttbtYHYL/6+mux6Yf06iVYPXbwJAeDn4Ova2hoJPqK7cg2ySQHiscJAyOeN+bm5rTuW4t+VQVgGbhypJSv161bELHZ94SZlHGs5LO6urrWynSyfWMISPLc5QgB74983er7oSIZ0d3djfpLp8oW6gBYZn63UDKiB4WqO3XsIGQu0tjds3efIL7eeP11RZk4ajiP4TjauxXSJyJqaJ1zdm5UbRzUBLAKGyoIMd6LJCxRP4BdhZkE7pjka9bMt5LRNcEYih7xERZ+iyQaG2sFsNyGffsPYMXyZRQBNFA5hvh5WPbBTLBEEkrknBT94Pay7aW5x/fmMcHjnDGSqggBPzc7ULUx2Nw+jtBvJInJOErsZEzFoP0mSbVEX3QKFBIe3gdUgW+O3G8muebbb78tHHBmvOfOnUuO7QvCqZO+9wiA5QbzxGLtAnuA9na2wqChN29iEYXPOcylCrzyeby4pqWlktH+WyUo50VYGUzyzbl2IGt2OtLAGjN6tFoAdu++/USbLxbonScp67kMKrUSXOblELEoTM2zt8heWU39iQRCFSJ+XTGJpc2UBytP9nv37onr8+c8CBsCYPn5ufPOX7ggaHBPT08C00OrwvgMljnhgW2kKnTzdzSw2rQppUVdwu7TkfByJ0ARFYfA/iPQxKIYW9euR6GdP4b29MaetRsAlyB0cCzE4Qu30Ni/PQwK0qBt4YLypCu4nFCKNv7NkJuSCkevxkiLOI/oHAO4WQOXQu+jfZdg5N85hotJoM3RG7EkljdwaYNebRvh3PGjKDB2hWX5A9yMzUOPft1w+/BORBeaIKC5E25euwHrpt0Q5O9GElASeKuJynjM8OKykNgAdgp4sRhAEpNetFDzpqNYPJ9iEpeQDpC+cc4IrAh1w+btP8GKmGhNWlTLS/Jx68Z5JKSXIeLkZhyNN8ePP3+GM/Om4PvDaWjhYAP/kFEojVqHA6mNsfKjURg3Yjh6vrUMQ20iMPmtb+HX9yWMGxqMjHN/YcXR+wgJbo3jO/chZMZHGBboXW82qppmFOOew4rMEPHPPBZfeuklMRckZ7U+AMv34vkRfWApRr+1Bp+sW4M+Ta2RGXsF77/zFvJ9RqOPbSL236Aw/9w5sNYpFcw/zyXerBaTRpQ3Ll4TeD7wosR/E2tEAwDsd3O/J63pLXQmvRmPgdsEGttS4gyzjOqERyWW4RQttr//9ivmELBrSLiN5zpvhDt37iAA/DGBDZogdDAzzHadPftNlUww69zSyJG8RnOH11teIzlEy/P/zJmzuH79mpBZMZDy82sBCwIV0htn6gOw/HeeKxx6e/XVGVQGq4VoVyI5ph999CGmT38Zrf1bqQ0saxtbzLgxCD9E0TKOSjF7+fIrLwvngYmGPxb8gSlTp2AwbTbqhi/rA7BdOwXgz+Wr0Du42yNNYpVoQRExdGRXlrQw+OdDWULAP+/ctZuA134BDmtungzY2Ilgxou1h7VpoNVhpvi+n372OUUEO6tkYHkvjY2NUamjzM8vIHKnDUZR8q+k75T2l7oYWGUAu2PnLvGsyvrBIrKNt7eXYP94jjBgfECgnpPxeO+zpjHIThxrUnmNrQ3ASg7SCpLd2BDAbtmypdA/M5NbE8DyeOYwuCtJIZSfQ7CdtKZzNJcz7TsTIbZs2bJaJQS81rxOQJMjpMqEWl0MLI/zyZOnYBeNRZaKcJRV6k/e3zna2ILKw02rlOAoHIkKrF+3HntJisEgbuiwERTtHSiiR9J+rQxg9YV8ki5GX+W93cuLdbxXhd045F03A7tKPBPbPSioG7UxSoTa+/QOEf2S/CAF69evUwlgt27bTizlGjGOVR18HdbWMhaR5B+l1LalJE04SQwyOyzjaO0NJjaf8ZP0jDxPbpGuf9GihcLRrUmus/1U9atiH1aQLfv27cPJkyeELfk7PA4dSd7iQbjInqIzzOgz+aDsYCk/C0fSeI/6gyQzfHxH0YXDhw8LdpadLD4eAbBCO0Xh+wW0APFm8zqBxPtx98VF6mJepRvz4snC6vfff18wnTz4BtIgUNDgFFYlxoMpYe5oHri8eY2gpChpkatLQsATkvVRbAhmKFgv1rNnL2FgEbqmybh12zbaUHYKr4MlAMr0OC8+7OVxmJ8HGLeVO5kNzqCIN1Vus1j4yHC+vr6PBWAvESvElDeHkD4gOygf9WUFPj6ApaQNYkovHdyOK0naCOrUBOf3H4Jlq17oHeCEXSQ8L7JvhcE9vLB33SZougXBzygZu06HwoVE/9YWtmjexAOhx7bhclIJvL3cYGfvBhezEmzbuheWjVvDw1obN2/cRqNm7aCTch2hOZYYNTwY13atw91ie3T3NcD2Q1fRuHUgrJGKG3cS4BfYA6lXD+KBnhfG9G9JIea1SDJojpG92xEdUCwGtjoH9xH334/EuvHGHETidB6TnOkp9fHTB7DAr28Ox5Z7LbFpy+cwLiYGRVuPQpKkybt1DXvPXUN+3HUs3BGKn9f9hYyNb2DeNVusWfwZ7PXL8NM7E3AovxVWfzwa40ePQNDrK/BGkAZGj5uOIZ/swFj/PDzfow+cnluIb6Z0wMK3h2FjXBtsWv0+jIoLUaqmreqyp6RVnD59ulgMmI176623xEIgLWDqAtiw7Qvw4oeb8ena1QLAJoSfwI+/LYWudSNEHjuIDIs2+ObHz9DSiaIaFAKU5hWL+19++WURguOITgfO1K50QhoCYBkosrPMyVIczf15Hm/C0SL0xOtOXQwjjydmIxg4LliwQCRWsLfPjIW6IW8GcEnkhH/9zddiMW7fvr3IcL9y5SpepdJQ/gQSlTdt5X7hruREDF6zrt+4QRVMFghHwp+SYjg55bvvvhUJn0wWiBAsr1OVF6gPwDIoYaaRXzLA4WRlOdMFcq5ZI8lAUwLE6sy/2s7h+cj7xY3r12kjsiYQSzpHWuNzsnNIfxlJDryH0C2qa8/6ACwzsMtXrcORwwfJWQmv1qQhQ4djIMnamDmSDh7PNTWwig0WgnXnfUBimKTIBG+o6hxSMg4zfBwKVTCyJBciJ2w47Wd//slVHAJq1cDy9Vnrpxw9qnlPBVNqKDZqZbKjPgb262++oeoH7UTyGPdFbQwaX095bkjSiAVURWck6ck58Ud5P1YlIeCkK57DjRs3foStVn4eVc4k9zfvt/xfBmKqJQZ4JGekPgaWNbDsyB49ekQA7JtEwLGTzn3OB+udExMTRIhbelYp8fwnCuez7WcQkJfYVel5FAB2gXAM/Eln3YyIOE7IGzv2OZEYxvpkZlWZ/KsPwDIB98cfC4QDfovGM+9l7MxyEicnmi2lSiC1SQi4DUePHReRCp7bquzGayqzq1w+j5+H+4HXDs5JmktgkIHkpEmTBMGm7hxVZ24ImSGtC1yNgw9e65iBPXPmtMBkXJmD8ZWiNB/NUaWqTdL158+fL/S9H374oVjDdu/eTWB/vtivunbtWm2OP/ImLl6YC8gDXEheIrOSpXSjAQRC62JepSuygTIy0mlT+VYsJsW0yX9NG40VZfZKB2fpMiXMDWc6uD9plqSQnyoAy4tydHQMDcRQ4RWwR8VZpLz5SVnHzGoU0qYUFhYmRNRShp+y0XnD4oMnXtWGTROINzCFpkdROoX/y5uZNDjUkRDwdbn9DGC//PJLMXE4pKkOG/Rw0X08CYEGJc1U5CVix5btKLHyQSsvCkWHXURCkQ1GDO6Cs1vXItPGH6N7+2AnZSaXOgaiX4CrYGrS05NwkcCXW0BPdPFzRPz9eCTHR+FqWAo69AjA3fOnYeLTGcHtfSkLoJDqq5bi6pGduFXqgFFDgnBl53rEVjihR3MTbNl9Fq26D0KAj70IfZdXlOLk7m3INm2KESG+OEjh5jTjFhge0rZBAJbtwwsMgw4Gsf369RMOAjse0vFUASzdhEHR2dUfYfL3hzF3/R709TZGcmw47t6Pxjez30f7OYvxvG0YRr65FF+v3YL09bPwS7gLtiz/FKSsxg9vjcOBfH+s/2ysYGC7z16JNzuVYtCoaRj66U5M7FSBKeSBG/X/AT/P6oF5M/thf35PrFvyJvTJqXwSAJZtxc9xlRIxmYVlkT8nRlZLElCjjBZf494+khO9uQbf796O7q5GOPzHNLw4PwZHQ/fCIXQD2gx7G6/9tg/Tejap6idJBsIsLGeicgJWNQlDAxjYz8lJvEJa+6ZNfUX72QHtS5VNxo4dKxyjuhJUeJ7upxDoL7/MrypXxQ7rJ598Khbz+pJb2I5SOJITLngTi6EC/Zxhyxn0rVq2UCv7l0FsFul3GURHUWKPGzGuLIUyNDQQLKADO2g1Ej7rA7DK4Li2JNn6alSqs0k9nHOKagecX15SWbNSqk1ZXy5CzfvUB2BZA7ti9Xq8/+7bOEebofLxX9Ibv0tkQRpJpR6upY8CWKltzN5t2LC+SsfImz2HuhnQqNIFKt+P+4ClCJ988rEgeqR9g8chy+f+omQqjhLWpoFlUPQbMf7RNF5UZbIzA9u+fQDGUuKKugxsAbHO82iTb07VOPr16ysAbM1EMR7XvI4q6zfZ7vyP80nsiBlTlk6okhDwORcunBdzpR3JALNp/1RAFWWpk6KkFLOTTFzVJCv4ngwoef7zXsv7b00wxu2tDeCqArDcR4xfNlKJtlxK7MzJzRGOnOLzh0mZfE+W1kgMrNS3fE4KJSNy3ga3qWayNd+XbcyAmNcKjlCzLtqveTNxCQagn3z6ibAxJ3HW3PtZZqjQwK4Say+zqO3aBQhZCrOk/H2WYHKYnZO0agOwzFw/oLH35RefC7lObQCQ28KYZiDlGD333FhBHkprGj9jEuXrGBCorbMudGUdaVXrgSrQK42no0ePivZxpNSA3ohX85CSzGtWIZhHRASTkMy48h7P+9T3338vkuSZuFI+atXA8glsaPZS2QvgEFY3KglSH3uovHBwx/Hk+eqrL0VGqScVw2ZPhwfATz/PEwwol9Fina3yA6gCsDw1aitOXLNNUohHlcBY8khrK4+i7K3W9FL/7QCWJ23irbMkH7iLoP5D0cTRBMm3zmHbiTAE9h4MgwfXceZuBhp7OuDuzTCYewfAUTcX2eXGMNPOwO3oHDRr5YvMuFjokRa2OP0e4rIMSN/UBtnRN3ExLA6ujb1RkPYAZvYeKEu4gluF1hjcPxA39m1BTKktBvcOQOSFowhP0UATdwekkojb0bclki8dRbqhJ7G/TXCU9LkZRr4Y2N2/wQCWxxdvFFK4uebi8rQBrAbpePVKs7H8t+9wLKIcge29EBaXihED++HQ0rl4YNsRbfSTseJgOD5buBjpW97FottOWDb/PVhoFeLXD6fjWH4LLH5vGKa/OAGdSC/6aogbvn37VdwoaITJL02AReoVLPzrJJo09URE6D2Mmj0Hnb1tVTJ5qhaX+j5XJKEotFs1mcr6GFj+btLtS9iwfDm2nr6DLgNHYeTwIXDSjCX2cx50PdvBuSIacTo+eOPl8bClwiEMZqRDhA8rZTSPlJlSE8CyQ8vl9riclAJwQpTzYRaUF/j62EUGjncpZMqMJOu4uB3m5hY03rtVY6PrsiOvEQxeeAPh7/N6x8CeQQlvkPxfVeGxmmCIN+/LlGxy/36ckAu0o/qrvKHVVsi8VgDLEYqasb46Gi+S6tQNf1ReR7ExKZjGug9FOLahrE59AJYlBEtXrBb7UU5lpExqh0h4o35QdjxqY2CZ9SwhsMpOgXIpSIm04P7jdkjVburrf76G8j35u8akaeYKGRwWr60KAV+TN/b6GFhuAwOM+hhYvieTN8xYLadERJ4H786ZI6Rs27fvEBpr6eBxyYwps/vK4EoxJylhsEYVH1UAlvHBQaqCceXKZUqEGi1IBV5PlAGoFNWZNes1kRj5iISA7seOLJMQnTt3Fj8r6+O5zTyG2A6zZ88W87M+CQF/R4rIVlDSl6IfOgviix0U1vvywaD6/v1YvEkgsqbERcIjtVUKYnuw9v4BhfhZV8s4g8cdjwNuK1eo4SpNLNVQVOqoXumB7cbad8ZVHHHhZ2I7SdWPuG3MXN6lSBJrYGeS7axqJHHxOcIBZx0sJQOy3WvWns8jZ8bN1U2AZBtrm1qdYL7n4+rg65oX3DaWZe0g4GlJVRW4f1kqxqy3iYmxIBZN6R+zwjy+eT2TDp4XDGD79+8vHEBuI2v5+fuc+1TzUAlg+URp8eVB2RAWkb/LHcWdyB4qhwmUPc0U0layvoFBcW0MwT7SunIVgobop+pZUf/2nyUAu4AyEPnNMZLHXfPC3HkXKPORNcDsPXxGWqiG2O5xJQS8ZZQSO1pcoQkDEVbg2V9GRckpgUhbnz6jZBXy7ApLykV9Rc7w1SgrRh55+uWUI29kYgYjOicnO0tkvjNYMyHNka54MRKVMMvNQh4ndhHTa8RlO8qKUEL30tfToeSsIiqVpAk9AgI6VC6K37RTWEx1JKnUkrEx1bDjya2hRa911KKySkX0M5db4kFb30ZYe7dJAvSaf33aAJbbq6GtCz1tYitIs5SeXwQTGye42lmgIC8TcfeToKFrAGMTQ9rEjFFelIuCUi2arEYELiqQn5tN/aMNUyN9YWcdA5rE7JmW5IlC8NrGNnB1tEFmcgziUvJg4+wOO3M94ZWr+3aqhgx0lXash4HluZCXmYLULHp+SgrMycyFiZU9LZRm0MjPwr3YOJRoG1EImRIvSCZSRGOuJraSNrpHmE41ASyPHOktWMrPrM4brPh8VQ6xunpN3uQ4DMyVRRSZwFzQXZGExIsuA1vW4LEkQJWMQLndEjMofaacQFuzT3nBZ83cAdrAOMNYChVnUoIWv0mL3zWu6uDkFE2uy1gplVAXZDKDxixONo3buq4vbEs20KH5LZU9UofN5u9JAJZZca6By9U4pDJaXGWiZbPG2Lh5O4K6dRfOgvLBa2zNZ6kJYJkp3r5jp9A4isx5Mc6rr0G82bKMgKvF1FcHWHmPlNrCc4rlLO9R5I2TmziZSnlM8TPyObwpcyUJVQwsjx9+kcQ4Ys9qMrBc1qp37z4iIUaST4myidSIgwRimcXnEpWZWbTeVyYRS+1TSCVobac3n6nTL7xOszSHw/HKZbT4GY5RTV22H1f/kYDho+OuQtxLOWFOOofHPLO+/Awsa+E+fjQcrqhsw0k/3F9Sm6UwOpdTU86hUe4HBoLc3ywjkJLzpORuvtbgwYNEtQZ15zxfm3ENS69Wr179yAuapLHPtuHI8kjSL9d0CPiZ2VllfSnLfDgjXwKvUtVsnl+5lGDGOTj8YhCuFFRzbEsOx17S4HM1DWayJTmkDq1F/ApoTmJj7XFDnq8h+4eqc7lvjh0/IXIDeMxwv3JugTGBVjMCrJxQxmsDy0q5X5UPiXFXtx11Ali+iBROUGew13ZTRtTVsowrr8nIm72tmtflhfIWlZDgQe3n11wsmv+GQwLxp0n6EEgenXKYRbl93H72znbv3gVnqkcYTEWW1Q1JKibA40kIFBsAF3Rn3FpZl7XSM+fyI5zFzl561ULGrJUSa8P3ZUG6shCfX8UqlT/i2rLStigl2/DVmOkSnnflz4xUHt7nf9g7D8Coii0M/yG9h0AKvfdepEgVURSQjlQRu4INQRGVZ6GoYEdBBQuigiBK702QooBI7y0klCSk9wLv/BMuhpCQ3ZCyu5nx5SXszp1yZu6935w5c468zKUtGRq9/8o3/s7vcS14gL3WYpGz4W6Fq3wFEPKQoT2jugElG01cZOUAuko1toDtCTkM/iChDNV2Vnqq2oFQ18q84aE2aip5GI8vQaPs/JZTbuXlpoFVzwVlv/lfFKF0afv1vlw7SUwZmONjUbXLRIDNrQ8F/T2fB9TQEGKzezbyM25BZveMu9228SVI29+j8pxsKweFeDCDzszp1UXJLxeApeaV9nbUVsvNmSvIlJDxTBAlBN0WGjaLt1pQKXnI/OULuEH9BiZ7hDAAlgc/WrVqrZQEETHx6vnCd8iU9yZh+KOPy8G2qv/ZTN9CmFkBluVzW5U/tzpdTdgixN4MU7mPnNKGiryWy2Gx6tWrKRlk9w6LkAN8twoGxOcxz3lktYHlc+JP8b9au3Yd1cbMGjTWTUgnyBJa+BzOqmhhHnM0b8aZlcZi70nozwxSGUoIqYtuGjM9C26UEpVfOftmz3DPmHEvZQe5GfPsP29IRtlsFzWZ3G6n67zsZGzMJ5p6GPcoF9Kcnhx/Y4zNYRujTAJjdq7BDAAjpGXfnwzFIE1EaIt6q7rZvpz87KtnsPSBkE7lB+2RQ8X0yEk0wNWqVZcDag3hJgqlwoZXo12c2zwsTP7jQXZP8URQEClXgL3dSjP8fN1cSk6uagzNCK+gXWz+OA+63V78dz1v2ltNisz2Z+rmziWWcdaW3Q7A5l8vrbOkQgNY6xSPya02BWBNLszcjFYCsOwWX2b/+Uw2/Rlnrkiyy2+8vPi8oa/LODH34o6WqYmHQLjVzQMSuT2jlLcFOXhXWcCxTu1aJlXBhcvSpUtlF6qJ+Pu+8TBtbgWwPi76+I6IjM3QtFLWhAIGrODCyBS4zM6EIMME6UZXTTc/g7P3jZlbu43vjd0BWs0wyEN277Ds/MhmLd9wT5b5c6NsU3caTG1zTvmM+kw1H7zd+ky9nu2iqRB3PZQbrBwuNA4aZmUQQuxN5ksmVp7bfc9icnPFZ8o8NCUsttGWLC6Jc/WFb2JX85zNWEwpWVyLeMax4ufqP/Wc/89jQV4rKnCAzWvDivN1CmJ1MlsCN/pm/O9UvdkFFesLMh4u11/GhTwXc/avWawHJcfO81zAAfGveFFcZLVr3y7Xw2vGi2OLbPEFihP1+iZoSNW5BDlZTTdGtEXLKYqg0cgMjWmSBFrYqLS8fhJkJrdrsnaQU5AvcANg8zL62QFsXsrR12gJaAncngRuBNYMe30NsLcnU321loCWgJaAVUtAbVmLZmPvv3slJO3xjHPg2W15XeulYeJSQ3xWNhL7XJp95LaFSt+qDHW8Y8cO5SEhY6cjZ7HR9Ig2wU1E+0o7zewOouUm9AyAvYoo8WRjthlKpr4Svr09GPknb/b2ubVTf68loCWQuwQyA6zWwOYuL51DS0BLQEugWEjAONChQPGa/WmOHc8gXHUYJesBk1sJy9iK5Ql+lW4FsFIHt+l5+CS7MJWmD4r455b6km6xRZxTWewmtTxuLhKsIxsXTqa3QefUEtASuG0JqPM2GYtrDbC3LU1dgJaAloCWgJaA+RLIOFRz62RKHtNqVtpkBtkwLfsNuZQimt7C8nCtvkRLQEsg/yRQUBpYHiqkPbhaU0usYH2v59+Y6ZK0BLQEtAS0BLQEtAS0BIq9BHiIi1s3yvY100GuvAqGZkEqQMO1AjTA5lWS+jotAS0BLQEtAS0BLQEtAS2BIpGAnbij0BrYIhG9rlRLQEtAS0BLQEtAS0BLQEsgLxKwi46J1QCbF8nl8RpTfBkaARNMjZiTx6boyyxAAsp3nnIObmnejy1AOLoJWgJaAoUmARXwQKKb0Re7TrYpAQafYEAaw8Y8r35xLUU6dhIBSwNsYY2GirTEsJM5RxojvDJkIp1eu0g8aObXyUYloNwGpSPobJAKHUvXRTppCWgJaAkUtgQyzr5dUYEjGOJVJf3qKexhKND6yBYRkREqrK0RlS4wIBD24rHDWpOdnObS07SwRk9WuAy/mZqSc5x7gmtISAjcJYRfQECAcuytk21KgG6HQsPCcfL4CVStVtWkSEO2KQndKy0BLYGilAABdvmKFRLG1hsP9OihDtxoP7pFOSL5XzfDnu/dvx9ngs6KmzkJcS48cnfHjnB0csr/ygqpRH2Iq5AErapRWzRpuQLshQsX4OburqLZpEt4RZ1sUwIMLXhRnMRHXo6QaEf1bLOTuldaAloCViGBeb/Mh7OzE7p266YB1ipGzLxGOkoEv/0Swe9ccLDa4SXAtm/bFi4uLuYVZEG5NcAW5mBkA7CEGNoeGWEXObE0wBbmoBRdXRz7S6GhCA8NQ6NGDYquIbpmLQEtgWIvgbnzfhGYcdYAa6MzQQOsjQ5soXUrC8A6ieo+LCwMUVFRqF69uoJYQo0G2EIbkSKtSANskYpfV64loCWQSQIaYG17OmiAte3xLfjeZQJYhlyMiIjA5s2bER0djRYtWqB27drKuFoDbMEPhSXUoAHWEkZBt0FLQEuAEpg7b75oYLUJga3OBg2wtjqyhdWvTABbooTYP168iJiYGKV1pRlBxYoVxQbJGefPn9c2sIU1JkVYjwbYIhS+rlpLQEvgBglogLXtCaEB1rbHt+B7l8WEgPauhBie9uRPqvjf0zawBT8MllKDBlhLGQndDi0BLQENsLY9BzTA2vb4FnzvrgFsWmqKgKtDtvXRhIButLQXgoIfjqKuQQNsUY+Arl9LQEvAkIAGWNueC9YEsLGxsepMkOEhgUGdeGaIfcictBeCwpyzArBXJYhBfFwsIiOjbvL7yUHy8vJSjoZd3dy0G63CHJsiqEsDbBEIXVepJaAlkK0ENMDa9sTIP4C9imM7N+CvQ+dQpnZL3N2iDj2EXk+p0Rfxz9FQNGrREM7yqbkxJnfu3ImtW7fCVQI5NWzYUP3+6aefUL58ebzwwgsaYItsmsoo24mpQFhYKA4fPnw9GobRHq44OEhuAq/O4ptN+4EtspEqlIo1wBaKmHUlWgJaAiZIQAOsCUKy4iymAmxycjKWL1+Oli1boly5cjf1+OCxnoPJAAAgAElEQVT6xdh61h5t76iAqBQXtGhSCw4l0hAbkwRPLw8gJQ4h4fHwdYnFj2sP44HuXRDoLsES0pMRk5gOLw+3W0pxwYIF6jxQs2bNlEnlfgm+wPYQZDXAFuUEvAaw4eFhOHbsWLYAW7ZsWaU21wBblANVOHVrgC0cOetatAS0BHKXgAbY3GVkzTlMBVjuBP/xxx84dOgQ+vTp819o4WudP7b+Vyw9moSnRgyF4CrS4i7jzzWbcDIiHOVqtUWHhj5YuuYk6lQIwbtfrkfXR19An/oBWLVuIy7HRKJmw3vQtkU15BTAdtGiRahSpYr4Rm+Effv24Z9//sF9992nDrzXrFlTa2CLbBJqgC0y0VtixRpgLXFUdJu0BIqnBDTA2va4mwqwhhS++eYbdch8+PDhNwomPR5/rpyLdXti0GXoQPieWYMFu5LRukkZrP7zKAb06YxN609jxDN3Ys7if/DYgK7YPudDbI4qi1bVr2DtziA8/8o4lMkhANjixYtRrVo1ZWK5fft2PPjgg8r29c8//0Tnzp1vML3UNrCFOWc1wBamtC2+Lg2wFj9EuoFaAsVGAhpgbXuoTQVYekTatGmT0nwOGzYMfn5+2QomPfIAPv/mH/j6XkQYKqFt3Uqwc/dFNY8EfLvkDEY80RzfLzmAEQPvw9KP/4dgv1ZoVr0kSnj7oX6t6nApkb28f//9d+UTnzvRrNvDwwM81DVv3jw8/vjjGmCLbJpqgC0y0VtixbcDsLRTYhQ3nbQEtAS0BAwJED74XAkMDLzJRC03KWmAzU1C1v29qQCbmJiIJUuW4O6770bp0qVv6vTZI3/hYPAVlPKMw+GzaWhczQU7/j2HO5o3hZuPD8rYR2HanAN4eVQnfPXJT2jefwACwvdizdEU0dJWh7unFypXrgCxis02sW76yCfEpqengyYNDPrEgE8E2MxJa2ALc05qgC1MaVt8XbcDsOHh4SDElipVyuL7qRuoJaAlUHgSYCAcAiwPA5uTNMCaIy3ry2sqwHIRxO37nFL0+eP4c/s+JLp44o72d6GSpyOO7fkTu4+HombTNmhayR2HT1xGnTqVELT3TxxP90fnpjWxf8c6HAhJQL0WbdGggm+O3gmioqJw4MAB5RvfaAdBlvavZcqUyRlg7e1LyGky0eua6/fA+saywFssskdqWroahOtJA2yBy92aKrgdgL18+bKaW9mtkK1JBrqtWgJaAvkrgeDgYNnW9dUAm79itfrSTAVYa+rodQ2ss5OjAq7wyFhIXChr6oPltVXE5+TkgNI+nkr9nSJyVWsCDbCWN1ZF2KLbBVjOrZzsk4qwW7pqLQEtgSKUwLlz59TOjNbAFuEgWGDVNguwhNf9x89hzNSfsEZUw0i/omBLpzxKQDRj3t4eGDm4C15/vAecBWbTrsmUfmC1G608ytXGLstvgF23bh127dqlbOBq1KiBXr165ZvEdu/eLfM2HF26dFERUpYuXYpOnTrJPPfGli1blL1dmzZtcq2P7ll8xE6KLlKsIdFfM7ez+vfvr/rZqlWrm6LBsB8rV65EvXr1lP9Cc9Nff/2FjRs3Kp+HFSpUwIABA3D69Gnw84EDB5pbXL7m53xav369WohzO4/zqm/fvresg+53Lly4oGzosksMmU2/jnfddZdyWN60aVO15V2QieY2HCPOX/qTNDXt2bMHa9euvX4/3Wpr1dQyCzqfBtiClrB1lm+TAJuWnn41NCIG7R+ZiBMng/FQn45wd83Bv4F1jluht5r666OnQrBp1Xa8OnYYJj3XX176Yk4gn2uALfThsNgK8xtgn3jiCXVis3fv3goSGcWEKS4uTn1OP3rUyhCUjM9pW8QHm6GtIaRmZ5awYcMGvP/++1i9erXyYXzHHXfgt99+U5AyePBgVSchLzIyEiVLlrwuc/7b3d1dhQFkeumll5Qt09NPPw0eFiBM0Djf09Pz+qETwhKvy2zfm5SUpGx+CcxGMmykeEKV5bBfNK0wruP3tKfK3J6EhAQFY5RH5kSo4ncsn+2hPCgXgjsjwxAq2eaJEyeiatWqapHAxLIo1xEjRqgDBoR6lsPyjLayHewPt3X5HVNm7dgbb7wBQsejjz4K+kBk+ynLNWvW4LnnnlP5s8qV/WSfCVT8zXZQPvw7a97MdWaWD8vNLCNGAGR5mdt29uxZ5Ytx/PjxeOyxx1T/COpZy+GihuNAWf/888/YvHkzvvzyyxtkbLSL487+ffbZZ3j99dcxatQotGjRQkUg5HxkNEJjfvJ31rEyyjFkz7luJI43r+eCiol1cSxYLt0BffzxxwgICFBz0qjDiIBozCe2g3+zXsJrSkqKigQ0dOhQdO3a9YY+WeI/NMBa4qgUfZtsEmDlRr36zaI/8PjIqfh2xit4pEf7ope0jbSg8+OTsWP/SZxe9bEyJ1CmBFoDayOje/vdyG+AffHFF1X0EgIly6Y/vV9++QX169dXxu/UJhEE33rrLQQFBanv+Zvg99577yk3JXx5E2AJpIS3jh07KqAhoPTs2RMzZszAtm3bFLy2bt1aQc0jjzwC+gzkS/7ff/9V17/yyiuqPALQnXfeiR49eiiBvfnmm6o9hERCLSGBoEbgmDBhgoIfo000j3j++ecxZswYBR207aMfQLaNiSdTX3vtNaX15N+MGsM8jGZH2CBAUZPZoEEDPPXUU6ocOsg+deqU0iKyLCZCDQ++8AFvgDAh4H//+5/y9ECXMjwRS9AiyLJNhFPmmTx5Mvz9/ZXj708//VSVwUgy7A9hj6BH6GceypCARw0lYZfaXCZCMT8fOXKkAie2jQ7ECWOELoLeiRMnlBaQdc+ZMwdnzpzB33//rb6/dOkSjh49qsae48vyKYNXX31VyZvuaDiubANhm0D39ttvKy06Nb+UMwHPaNuTTz6pgDJz4pyaMmWKysv2EiIJiuPGjVP1s+8sl3OCY0rtMfMzcaynTZum5E45Pvvss2o8WM6kSZOUXAmJdJ9jyI3/XrZsGWrVqoWHHnpIzcG9e/cqWVSvXl3Vz/E+cuQI2rdvj0GDBim50Fck5zPLPn78uJqvlAWBmeNZt25dNdact4RYnnhmnZznzZs3V22hnClvar/5OecWZckFDLXFlp40wFr6CBVN+2wWYD+YvQIvvz4DJ3Z8i7IlXbF56w710NOmsOZPtPQr6fCUB/gddzTD6I/m4qMvf0fQ5hmoEFgKyalpGmDNF6nNXpHfAEvt5sGDBxWwEUKoBeP279dff63Ahfc0YY3AR01rkyZNlLsSwo2zs7PaYiUsfPvttwoACRwEDWoOmagtIwgT6gikc+fORePGjRXofvTRRwoeCQXUGj788MOYNWuWiqBCIDO0kQQWAitBgNBMwGO73nnnHbRt21b5HmT7qE0mLDLP6NGj1W9CDX+zXiaCE9tJCJk+fbpqL0GKsMLyqJkjzBAMCXKEre+++06ZBBCUCd1M/J4a5W7duql+UW7sDwGNMpo9e7bSPlMWP/zww3UTApbHre9nnnlGARHbPHPmTDl9W+c61FLbTC0g4ZwwRNkSulasWKHgygBYyo3wxMSyKGdqND/88EO1HU8ZGRDOOt59910F72PHjlVlE+KGDBmiYItlsS0cL0IktachISEK/igrlk8Yo6y5WCDsdejQQQEgta2rVq1S5ieULyGffSTMUSaESgIS5Ul4p+acZdAc4N5771VjRY0mryEkM3HcOM/YB85Lfs5xYhkcT0I4+0loJvzSrIBjR7DkooOgyr9pwsF8CxcuVIsmypNjRrlwocY5zQUIF2icl4RozmfONS4GmI8y4Dzh3GS72rVrp+YIy+a9wXK58OIijYDPRRDvq3vuuQf333+/VTyLNMBaxTAVeiNtFmA/nrMSL702A4f/nAlf53ScCTovD+5GN56gL3RxW2+F3IbjZHn+/TmY9v1ynNs0HeUDfDXAWu+QFkjL8xtgqYElvPKlTe0mX76EoJdffllp2qgNpe0hX/zcBiYIERoMbRi3oKlpoxaQWi5jK9foPGGYmlXaERJeCInUxBKg+IInlBEUCEKECEZT+eKLLxTAETzYX8IS4YDlT506VWnMCEDUvlGLdvLkSWX6QJCkE23WR3Ai6LAvLJflMxGKCH0E2u+//15BGqGN8EwZUPMXGhqqgIfAx7Z89dVXSpNHqCfEMBGSKBNCGDWjLI/f8XoCDjXLhC1CH0HJsINkXsqLmlaaEBCmDPivVKmS0hoSBqndJNgRMNkX9pEgTfkzUX40G2AZlB8hiv0nTFJrSOBnWwjdbD/bw3xsL7XRhEKOIcGZ48u8P/74o5IZ5UITBS4uCN8Efcqse/fuaj4wL//Ntn3yySfKPIRtY/QbXkNoI4xyMcExpFy4wCAEsx2ERJZBmKa2lLDMdhMaKTMmLlLYB44fZfvBBx+odrBvXBhwgUOgZT8YSpsQSy0+NdmG6UrlypXVXGEfOHYEd2r2uUDiIobtokaabaYZBseT40x5cwHGuikjjg+1q5wnHBdqg6mZ5lhxkcVxouwI0fxNeRMIaZtsLUkDrLWMVOG20/YBdsvX8HW5ivMXw2QFm2E/p1PeJaABNu+yKw5X5jfA8gXNLVwj9B+hgKDDlzW3pAkh1JYSBqjhmz9/vtoubdmypQIHvqypcaMGjZ9R82i84DkeBFHafxJeCVnU5hEy+cIkTFITSa0kNYsESGoCqe3iQSACCzVdBFJqNQmt1JjxewIIQY8aWGonCbBsa79+/RQEEfAIIrTlJYz9+uuvanpwK5jQQ60gYZ3toIaXdbOd3Fbn9wQztosAxj7RlIJtJIAxUQNLGCSEE+RY3ueff64009RsUlPLf7NNBCOCJjXWhDGCN2GQAMV6CE2EQJpJUKasi+UQ7AillAO3tglSBogTynkdx4g2l9SGcoHBtlLzSdAnZLP9lAcBkwsUbvmzTYRAwjU1nMxHmKQ2kX8T9rjQoGzYRgIg5wllS5AmXHJ+sG3MS+00wY3gayTDfITaS8Iqy6ZcqKnmoolAyL9pHsDx5PyiiQPzMXFseS3Hnn1gfZybnEeEWH5OYCR8coufZgoESi5IaOZC2bFsmnKwjQR5zku2gTapHDPWRfMKap6pOeXCg/OVOxI8MEi4phkDZUATCy4e+Dn7z3uA9wMXfwRzLsrYH44v28lxpXytxeeyBtji8PYwv4/FBmBDLoQqDSwTX2Z8gFHrwBVr5kRNjXEghPkMn6fc7uG/mYzPsju9aRjN8zv+8Jqs1/Ilb3x3g0/VbMbPMNw36s5cJssxojrwUqM9RuQS/s7a1qz9zWnKsCy+UIyDHUY+DbDm32TF6Yr8Btj9+/errVdDW0T7T9olchubL23+my9q5iEUEe6YCAgEMQM2qR0lRFK7xq1148AL81LLxfJYBoGSdRKamRi3mrDGFz21dNTwEdYyR3ThqX5qung9NXXc8uUWObVgBD7jQBf/JmyzLpZBsOFzyLD1ZH2092T9bCPr4r8JKoRGbjuzz3wmGDJh/7i1zDqYnyDNRGhjmwlOvJblEcB4/1N7R9gm7DAfZUgNtHEojZ4fmKilpNzZN35GzS9BlGVQs01IIsgTbCkjQgbbwkQA5HY++0cbXcqTNp7MQ5Dl9jafMewHt/UJdYRWQhuvockE+0ugZV7D1pZaYPaTMqRs2A/WSZlxHrAdnB8cb7aNAEdNJcExs5cIPhf5PSGSJgNcZHBsWBbbx8R62V5qbPn85Ziyr0zcqiegGmPBdlGOHCvCPjX1LJdaWppAED4pN2pcOUbULDMRNtkHfkYw5dhw3lB2tP9lv7ioob005w/HhIsRyo4eMjj+nNfsI2GZ/SVcc5HHOpnfKIvtYB/YRradCzpz3VIV1bNMA2xRSd6y6y2WAMsHKR82vMn5UuKDmw8XAwD5gGTiA8iwlePNz+1H5jVgknn4IDQgMzOM8kHK1TIf0MZJVubnC54PGn7HB1XmFynLyQq0fLjxGraTD3E+8LgVxeupIaIxPzUnBmyzDPaD+fhwogaDZVIzxO94beb25zQ9WRdfxHyJZE4aYC37hi7q1uU3wJrTH26F88AVH2o8TETwsAYXQeb00Rbz8jlMLS6hmGNH7SOhVyctAUMCGmD1XMhOAsUSYAlzhFTjIAG1LoRArui50iUYUtvAVTJBlOBHYCTActVOLQQhkKt6JmoJqAEhHFLjwVUzgZhwys+oAeEDmWWwfMNVCtvBAWAePrz5ObUH1ADzNzUohEgCsOE6hdoQrqDZDm4JceVOuymCA13jELh5LbfS2F6uwKktMK6jliI3rS9f+pQJD7ZkfZFogNUPkltJoCgBlu3iwS7OXy4+dbIuCfB5yGdp1l0f6+qFbm1BSEADbEFI1frLLJYAyy0rAiEBk5pVA2a5DWScDuXn1JBy+8bYSicIcuuP23GEQOYxNJ4sjyBquKIxtsc4RahxJYwSLPlipdCZny9bbgFRS8q6CbGEVz7AqQEljHLbiDDNMpgIoCyD1xHA2V7mYRu5RWiUzbbyM+ZlWcZ2oKlTlu2jnGj7lTlpgDVVgsUzX1EDbPGUuu61loBtS0ADrG2Pb157VywBluBHuMtswE5QpfaUAinMRGilSUNBR20xt090FE5w1gBrruSKd34NsMV7/HXvtQQKQgIaYAtCqtZfZrEFWGPr3vqHsGB6oAG2YORq66VqgLX1Edb90xIofAlogC18mVtDjRpgrWGUiqCNGmCLQOg2UKUGWBsYRN0FLQELk4AGWAsbEAtpjgZYEwciVUKmnrkYg8TkDPdbt5vEwRU8XZ1QMcAL9iVuv7zbbU/W6zXA5rdEi0d5GmCLxzjrXmoJFKYENMAWprStpy4NsCaO1YmQSHyzci8ql3XHbeOmFJCaJq6tIlLxVPfGCCzlfstWEJrX7w5CWEwiHO1LSF47ddArw3UWfdMaLbp6UzmpaVfg5+2Ku5pWgLuL6fa9GmBNnBg62w0S0ACrJ4SWgJZAfktAA2x+S9Q2ytMAa+I47jsZhs0HTmL4A1WRlk79ad6TvWhwkwUs5685h67Na6JKWe9bFhYcFofvVx1C3Sp+8PZwFq8C6cq9l7u7B5zFg4F4o732v4xW0UMCPQ9QsRuXmIojZ8IwsFMtVA70MrnRGmBNFpXOmEkCGmD1dNAS0BLIbwlogM1vidpGeRpgM40jfbfm5IPwwKlw/CEAO+T+yqL5lOAF9g4KHNPTM6J1ZdaBZo7CZRSfOaJWCQHYFAHY3zeE4H4B2Mplbg2WwaGxWPF3EHq0q4lS3o6IiU3Clj82ws8/AFdFC5tEB+DifsvhmgcFxt2uIZFqxH0tYuPTsHLbMbRvWE7quTUoZ57SGmBt4wYv7F5ogC1siev6tARsXwIaYG1/jPPSQw2wIjX6TKX/VTruZ+QsI4xqZoFeB9iulZGWekUiXWX4gPUt7QsnRycFs9R/SgBZVR5h2NnZSeA2I/oWAwOki+bUxdVFrpM8UoY5ALtsx1l0bVNDANYZ8QkpCDp7BtESweZcEH2/OsFOyrSzKyH9sJc+lMQdLVvL30B0bArW7DiOuxqX1wCblztEX2OWBDTAmiUunVlLQEvABAlogDVBSMUwS7EFWPqBZdQXRt+itpFBCei8n58zGAG/I8gyyACTAbAPdasqAJmEVctXyxZ9CXj7eEu0LBfRgqYoLaijkyOiIqMQHRmNRk0biaa2BEKCghETHQMPL0+069hWAWxySjoWbQzBAy1ro5yfxy2nHjWwS7efQafmFeFcQrTEUs8liRZGTau3ALfS7ip6zmwbexWxMVFITLmCf05Go0ODMhpgi+ENXthd1gBb2BLX9WkJ2L4ENMDa/hjnpYfFHmAZwIBhYBlKlpGvaFvKwAIMw8rIWoTEzAA7tGsVgdVU/PvPXlwRLWtcbLxs3TsgKTFJaUEZ+pV/M/xr7bq1RAvqiJMnTsJBtLD+Af6o36i++jtVTA9+WHoa9SuVwX0tK99y7C5EJGLOin9QEhfh6minoDsyMkLZwHp4eqmDXIRpLwFvPz9/HD1ySPFsdFQEGjRuidAUb9xZp7QG2LzcIfoasySgAdYscenMWgJaAiZIQAOsCUIqhlmKNcASUkNCQhRs1q9f/7p7rJMnTyptbNWqVeHm5nYDwNIGNj3TIS5zXWrRXpY2sOnye86yM4iIvILmdfxxX4sqcHGyz3YKhoTH49eNh9GgojP8fASoBVapdaUJwZHDh1CjVi1lNuAkEG5fwl7MG8KV5jglORGunr7450QU2msNbDG8vQu/y8UZYOnxIyou5ZpN/G37Kin8wSvgGq/IM8/V2R5e7jS50klLwHQJaIA1XVbFKWexBliaCVADe/nyZRUyNUqAkFB76dIlNQeqVKmiNLOZNbAGwHK7Pi/JANgU0cAu2XheNKOVceB0GGLErrVP+xooLS6vsiaaEKzefR4VvRJhl5oAXwl5m5SUrLS9rgLYe3bvFLOHkihTtqwCV9ZBswj2z9WjJFZvP6ptYPMyWPoasyVQnAH2p3UHcSY0Qt3DPOip040S4CmBy1GpeKhzg1wPrmrZaQlkloAGWD0fspNAsQZY2rqGh4crswHjhwBIaC1VqpQCRAJtVoC9IhpYel/Na8rshaBHqwwb2LW7zuLI2Ujc3awC6lYudUPRBNhVu0JQSQD21NF9oHsBeh/w8fFFHdEc//DtTPj7B6JCpUoILFNW7G2jlB1u+fLlUKdhc6z96wQ6NtJeCPI6Xvo60yVQnAH2hzX7cEdDT1QN9ESq3J863SgBRzGxWvrnRdSSZ1SDajc+4yxBVmmiVEhJTf/PrbYlNOp22nBtDeXs5GCRwXLM6ZoGWHOkVXzyFluAZccJqdRW0qb09OnTSntJ04HAwMDr3xnur/aLG60tB0/i4e4ZfmBvJ2UAbDoWrA1Gl6b0A5sByf8eD8OmPUFoWN0fnSTwgJHOXaIbrbPo1qY6PFwckC4vR5ZB3130PJAsbrTsBWoJDyWuBzi4Kra2JdQhrpXbjqODuNHKzd9s5j5pN1q3M8LF99riDLA/rtuPBrXcRLsoACvmBDplAVgHO6zeFop6FcqhXhVfixJPSHgcZouvbQ+JjshDtraS0mUnIDklDU/3aGjVphsaYG1lRuZvP4o1wPKQFhMBcPv27SqyFQMANGvWTAFs5nTk7GX8vOEAWjbwU66xbieRPdPkBbfvWBSGd2mMCgH/eSE4fzkeC/84JtGz3NCjjdjgSvSsi/IZAxnUqFQaJT1clP2sEUmBAE5o4G/jJ8O6gW616Ac2GSfOXcYACWRQMcDT5GZrgDVZVDpjJglogNUAm9MN4WjBAHvo9GXsOh6O3h1riYLCNhYffP5TsTFv7QE5Y1EJFfxMf/5b2kNNA6yljYhltEcDrIwDwZU3SExMjDIfoD0s3WllTnEJqdh6IARJsppV2s/bTDzQ4OnmhDvrl7vp8BajZy3degKxUme3O6uiXGkP0cyeQ2hUAhxoPmBi3WwlH8alfVzRul5ZOUDB4AumJQ2wpslJ57pRAhpgNcBaI8AeORuB3QKw3dvWsDmA/W3TYdwrLhj5HrHWpAHWWkeuYNutATaTfFVErXyA0/wYMrZl894Q/HsiVMwJKqJB1QxtcWElDbCFJWnbqkcDrAZYDbCWcU8bGlgNsE7o2q2bCjLE96pOtiMBDbAWPpaHxHRhxfbTaCR2sTzglR/aX1O6rAHWFCnpPFkloAFWA2xxAtiMqI0SSObaplxqihzwtZADfBpggbnz5svZFg2wtvqm0gBrBSMbGpGAxWJS4Cr2sD3aVIOXmB4UdNIAW9ASts3yNcBqgC0uAEtApLs0RkWMFs8vDChTvnxFCSjjKZ8X/f2tAVYDbNHPwoJtgQbYgpVvvpWekJyGtTvPIDgsDt1bV0WlwAzPBQWVNMAWlGRtu1wNsBpgiwvAOklQhpDgC3h4cD80v6MlXJxd0G/gYLRsWl+dU0iRn/j4dAmGYw85v6ZcL8oZYYhXK6WwTZNMhEyeTIhLknO5sr3t7moH0edCjkEgRcKNe7hnBLfh//Oz5OR0k12Qa4DVAGvbbxtAA2w2IxwUGgd6A8jwVMXT/Bm2M3bX/K/SBUAJe4eMU/9XxG/gDcnIL48ruS7D7uZKxrXK/EbK4WfyH1fvft7OqFbWx+R5tkXsYrcfOo97xCi/SY0Ak68zN6MGWHMlpvOrF614xLgUGorw0DA0atTALKEwoAi3X/0kUIc1Ju1G69ajZsleCPJyiIsAe/L4KYx/dQzmL/oNwp5IlGf8qhVrJdT4bjRv2Qr3du6IzVt24OzZ0+JX3A1Vq1XDiePHRGt7CY2bNsVFCaRz4cJ5DBwyTIUt/23BPBVJsWv3XuLXuwLWrV6NuLhYXJCIkd169kalyhWQKq4RTUkaYDXAmjJPrDmPBtgso7f7WBhmLj+EWFntOjrQPdUVpEpIVgcHJ3lwJMHRxU0BaFxUGBydnFWkK8KoStcMxNNSk+Hg6Iy0VFlWS14HZ1ckx8fA3sFRfAzaSyjaNHnRy7pb/nayu4K+bSvh/paVVV5T0vHgKKz++7S4xfLCvXdUVl4MCMMhF8ORxJW7rOljY+PVCp4BgQSfkSauwpxdXOEgeV1EBeDm6gg38UrgJb9LemZEG8ucNMCaMhI6T1YJaIDVGtic7gpbBNhzQSEYPrg/evTqi+rVK4uXmnSsXbUSvXv1wi/z52PEyOcwb+7PCA4+h3HjxmHb9h3YtnULnnpmBN7+33g88fRIHD92FB6ennBydFIwW71mLWzdvAnvTv0EDw/pj34DBsm7JwUH9u3FJ19MR2pqhsvE3JIGWA2wuc0Ra/9eA2ymEfz3ZDg+X3QA8eIqC4mhAqDJSBNotRPQdHXzQljwcXj6BsInoDxO/funPETSEVi1PlIlEIKcrlJQSo1sXGQoPEuVEbj1Qbhc4+ZdSgEstbYlHByQFBcNF/nO2dUdbqUqIsN8bWgAACAASURBVEXMA4Z0qIz7WlYxeT5FxyXju5UHEODjLs63HREWGY8je/+WcLiRcHL1RvTlS/DycIO3l7fSJMfHRMHDp5QA7hWBWjt50CYrX7d+EsHLU0LOBvq6o0ZFX1QO9JYACHYqoAND6tKlWOb0/PtzMO375Ti3aTrKB/giOTUNdvIwDQ8Pw7FjxwTQuQH2X6Jf3bLXQtw6S6AIP/8ApHMfTSeblIAGWA2wxQlgg86cw5OPDMWwRx4X7WoV/Dh7Njrd0wUPD+qHL77+DsHngkSRkIKmzVtgSP+e+PDT6aJciMFbb7yKvv0HYsJ7HyAiIgKffTwV8fJ546bNUVYiKHIHY+DQh/Hma6/g7Unvq52JN8aOxpff/ijKFCosctfCaoDVAGuTL5lMndIAm0kYU+b9g91n4xBY0hFnD+xQJgDpqSlw9ymttKfRYedF6yoQVqEGLl84jfiocHj7lxftZqI8UNLlO1elsU1OjIOzmydKla2K4ON75IHjLP/2QGqimCUIwKYmJQjEpSrYq970LiSn28PHPgWj+jWCn49brnMuXXy77jkWig27zkDUuahbzhsVSnsiOvwcgoNOwVcOEcTIw5Dle7p7KFhltDFHqdtRVvmRArkceD//svKwrIqEdAcESSSa0+HxcJNACR2bVUYVPxeEylZwRQlPqwE21yHRGa5JwNIANi4uTg7YRKNcuXIFPkbahODWIrZFDSxNCEY/PwLzFi6Fn5cj3v9oGoLEXGDcKy/j7QkTcWfb9vh3z240atwMjz40AO998KkyEZj87gT07tkH70yeIs/ZS/jhu1ko6VMS9Ro2RM9ePRAWFoWAwDJ4fNggTHz/QwWsbwnMfvfzAmWmowHWtNtZeyEwTU7WmksDbKaRe2/ubhwNFc2kaDUztmi4pZ95q0b+LYBK+CSo8kclAd2EmAg4OrsJGDojMS5KNKzeKqwrL3cQ6DXKUn5mJfxrkuSJjw4XbW5FiZZij+TYaNzduCya1y4j0bacxZjfMds5lSoa1CVbjuHCxWi0rxuAahJdy8mhhIJVmhEwdKCdaINTUlJx+uwZlPL1VeFm2Q5nJ0cxbXDEhUsXVbjEyhUqUXGsNLQMT5uQlIZD56Lw95lIVK/ohQYVXFCpUmUNsNZ6dxdBuy0NYNeuXYslS5Zg2rRpBS4NDbDFC2AdHEuIDetFzPzyC7w4eix8fDwQGxePWV/OQFBQEKpWrYqRI0di1jffombtOujSqT0W/LZEaWCHPTwUkyZMwpCHH0VUZCT+2LgefUQjO2Pax4iXRVeLVq3Rs28/fPrBVAyVPHzX/PzDd3hhzKvqWa9NCEy7nTXAmiYna82lATbTyL378y4cvpSMgFKeNzwgDISl/WpSghjUn9iLFNGyMsVGXISPf0VlbkBtLW1fk9R3V+HiLhAr8FixXkulgb0qkGhgsTrgJd9dEXtYPoxc0pPQqo4fYiT6FqNn0VVWeX9P1KpQEt7u/9mo7j0eho1/ncTwjtXgKXG7GXNdHSZTHJ1hQ8sHHDWu6zZtRHRMtGiAHZTdLqG1ZElfdGrfQa3iub1vPAh5KX3MEobPRybihz+Oon2j0mjTrJ4GWGu9u4ug3ZYGsIsWLcLcuXPxyy+/FLg0zAFY3rEOYlLk4sjFLZ8WV5GSliL3ZQk5ac7z6/mXWDbtK9Nlt8YUzV3Wmnk9IxRekedSuuw0sd0p8qzjM8WcZGsaWPadz1xnZ46ZmGaJ8sDRUTwOiO4hKTEdLq72Yh4m4ywuCLjjn5rKXTp7JTWeT3Bxke/lQBbfA/KIVonPYXoaYL40UVbQxyzzMPFvfmdq0iYE2oTA1Llirfk0wGYauV82HsOiHcEI8C8pD5RsVrnyoEmXl0xibCSuCPxRw5osZgH28nIguKYLxGZ4G6CWNk1pXulvwN3bT9m+Goe8Mk8WvrBoQ1vO0x4jejeCqzy4Tl2IwfHgSFwS/68x8ckKZmsIyFYp442T56Nw6Mh5PNaphnqBpAjAMiyt8TDly4WgmiYvq2A5uUpA5UuL/3ZxyXgJVShfXr2EUkWTnPmFRoB1Fq1CjGhip686iDvrlUSHljeeJNc2sNZ6qxdOu4sCYAlm8+XATLt27cQPZ/kbOrpz505s3rwZo0ePvkkAhNsqVaqIt4RG+SIccwCWC9v4hAQcO3IMCfEJYqJkj+o1qqvDOn4B/gpkTdGymdJw7vCEi4cHV7FBd3Nzvf68MOVa5uH1Z8+ehbuckvfyElOl6BiUFvv5K8YOlIkFWTvAOhEqxffVzYsAnn8oIdApYCrAak+fWddcZBFUDS8218VEsrwW9fE/BcI1TzfXlBBZPzee77nNCQK0POLlOZ/hbste3kc6EpcOZGDiLWp12TTAZhqyJDm8NXv1YWw5FI5SJT0VCN501lOeCtRwZrjCMrSePBWa8XfmcLTGw4Za1uySelbJd76ihBlwV03UFEjNnGgOECba0KDQGJw+Hy2+AjO0s3uOXkKDcl64v0l5lPV1U4euuIrnCzEoOBjJ8hKMS6DtXwyqVakqbljiBFbTlRYlSA4V+IubIicxJyhfthwCSjNEbUYvk0RDcO5yArYcE9teLwfcUc0DVeUFnzlpgLW6e7xQG1wUAMsOvvPOO+r+Gz9+vEn9PXz4MF577TVMmTIFNWrUMOma3DKZA7CeLp5Ytnw5JoyfhB59HoCTs5Mc4GmEH775ER9+MRWlZaekhHj/pPYzMTVRFpbO8m8+MESbh3T5m4cl7RCfHK+a5SbmS/wsVf7jzoqrg4Cq5BN9oPr8jf/9D7369UTjho3E5j4ZLvbO6q7n3zxkxOTi6gIn+Y91Cqap7x2UB1I7TJw0WXydNoVv6VJYv3YD3hz7FsKTLuUmkhu+t3aAvXA+BL4C7q4ip8xnqOzlPcHn69HDh1C5SjUxI4hRZwxSxPNLYJky2ektzJKbqZn5PqErOjdx18WFCsdPA6yOxGXq/LHGfBpgs4xaongEWLj5OE5fjBUwvPFEfX4PMB+CXm4O6NaqMqqa4As2VjxZh4TGStuisfPwRcSJdtbPwwmNKpZEJXGp5XQ1GadPHBbzgQSlHUlKkheVaF34QouLj1eA6y3uWjzcaeN7BTVr1UNp/3IIuRyHi9GJCIlKQmL6VTSuFYj6FT3FNusyKlbUh7jye9xtubyiAliazFyUiEiG1wxqZUNkByI8PFxtnbvLnOdBLm9vbyX+mJgY9ZNVY3s7Y2MuwP7620Js2fgnvpz2tar232O78Oa4CZj145c4dfI0lv2+HP6B/uIcvw82rfsDFy9cFMf4CWjSvDF2/bVbvIj4YtCwgUpDumjhYhw7ehwd7+6ofIWuWblOtpuTFcA0adYYo0aMQbMWTfHyuNGyG2SPeT/Ol10je/Tu1wtlygYKptpj+44dOLjvEKKjolC/UX2p7xIuSZ2PPfMYtm/ZLoc+/bBs0XLs/GsXnnthJLr0uFfJNjetoCFTawNYbvGLq1cFgjESkOB/417G0OGPoXXTekgmHMoPd/cJjlMmvy+2rbF45bXX8fOPP8LXtxQi5LDWE08/yXO2srOWkZ8GAPKKgXgwVOXGi+NYLrzcRInBf/ONEy9ObdIEiKlA8XArIcoI8Tsuf8ujXJ7psljJkpcaYU/Jx1MTI557UXlBeKDH/fK8lwWM1sDqULK381Cz8Gs1wOYwQNxyN9Uva+YiDKuw3L30yVWSiVtP13aNzJoq1PgGhcWKN4JLiIwVLQodwMqDzE5+aIbAg2DOtMeSJ6Kzo4N4JYhFTFyCaBBKI05AOFrgN1lgVShdHqp24q3ACXUqlULdyr5yvQOSkxLloJh2o2XWoOjMBRrIgC9qunYLDAy8bu+dVeQ8PLNw4ULs379f7ZQQWAnV9GtMwGCQhPvvvx933313jqNFLRYfjF5e5kW7Mxdgl61YjslvvocHendHAwHG6rWq492338crr48WzexkPNCrG3bv2oOAAD8c3H8Irdq0lDClXpg141t8/NkH+PjDTzHs8YcQdikMq5avkVPtPbHg11/RtkMbLPzld3z4yVT88MMc+ItJwoG9B9B3QB906NAeY0a9goaNG4qrvCRZ8J7Cx9M/hLeTN955dyIOHzyC50eNxAvPvISx/3tZrjuobOgjIyLRoEkDJMghpV1//4MJE9+Cqze9rpj0pFOyJsCu2R6GxlUqoEb5jIWEpaSsgQwIr/v+PYA1q1fIQdYq6C5BBBbO/xntO96t/LaGiYeWc0Fn0a1HL3Vg9rGHHkT/gUPQ8s7Wyna1c6eOWLx0GWrXqQcfcVP46y8/iwwjRCNbFm3bdcC6NavgKWPZf8AQURREYIv4fY0X2dKbzYODhsqCy1VgNQXLFv+GLl27q2AG/+zaiRYtW1/Py2f0AAmA4O3tjvlzGQBBzkesW4unRj6P+7veowFWJpc+xGUpd1jBtEMDbMHItdBLJZReihSb2QSaD6QiIVk2E3noQh6mafLiL0EbLXmR29nJQQOBVncXR/XjIxpc+oBlMITMSQcyKPQhtIkKC1IDm5qainfffRdnzpzBgw8+iE6dOokpjKi2rqUvvvgC69atQ9u2bdGlSxeljWV0IybuQlAbu0O0jPRKQLh99dVXxfl89evXnzp1CgsWLMCePXvw8ssvo1mzZmaNibkAu3jpEsye9QPGiFbUP9BPwCcNUyd/hK6iPftKtLKPPjlc/DpHo3zFclixZCWGP/EwPD09MOmtd7Hg54V4/e1xKFehLI4cOipgmaDgNEa2r51li3vH1h0Cut/g81nTxLVesGgDI/D8mOckmIkTHur3CB56ZLBaBDjI4rZ3/14o6VoSUz8Sd03yzBj38lgBK3H59PFknDpxGr//uhhesnNDDS7NDQ4dOKxAOyzxQo4LiewER/v6X9cFw1cOt/ZsW80s2RZ05swASxvWkwL2b742Fr379MafW7fJblUdia61E8+++DI+mfoe6tavj9p16+P3Bb/g9bcmYIxopMeMfR3/7N6pghF88sF7GP7Yk+j6QC/s2b1LQLYu9u3dg9OnTsic9FTutY4eOSxw64u7O9+LF0Y+iU8+m4bZ33+PRk2aYuTTj+O8uDZ8eFBfzPhmNmi+MOOzT/CieCEY8eQj+OCTT2VcFop3g7rwF834ot9+xWOPPor3338PI55/CV27aYDlnNEAW9B3TtGWrwE2B/lTW7Nlyxb1raurq9LIcEuOiVoHvkyzJr4U42WrnomaH/6bD3xu4zPxGmUbJZ/xhcrElwhhMSAgAG3atCmQ2cBoXMp6zoxDwxpgC2QobL7QggRYCo/34Jo1a7By5Uo89dRT6gAW76fXX39dAeqbb7553YwgJ2Hz/v3uu+8UrE6aNAlNJaQnt8I//vhjFcBj+PDhqFChgtljZQ7Aerl4Yf6vC8Q10jx8IhpQapfDw8JlK/pDjHtzLD5892M899JI0cS5yeEpd/xv7Nt4/JlH5bnihQlvTsLSRYsx6uXRErWpOlydXcTX6F688NJzyizirGih54jD+18Frj749GOloY24HCmhTZuKVrc7xo56TexhewhU1VLeSnh4zMvZCxMnT1b/fvOd8ejdrS8+nDZFgpOckLqWwd3NHXe0aq7s6Of9NB/vT3kXfuVKK7mZmpwEYFduvYTDJ+LQpKY/Hrizqtoat4SUGWBdXewwb95CcYf1BR59/FEJjRyhtLArVyzBM8++iO9mfY0Bg4aooANPDB+CCe9OxYS3XpcFwOdYKhrTs2dO472Jb+G5UWMETruIKUuwChnLw3mU15LfF2LQ0GGIkTMKZcsHokyZSvh25peY8/0sfDp9pphuhGDyhLcQIgA7UhYx/CxUXB9+PX2aLGpGYJoEPZj742x8/9MCHDl8UN0Tre5siwG9u+HZF15Ch06d0aNnV62BlYmlAdYS7q6Ca4MG2BxkSy3P008/rUDUzc1NNCFRqFmzpnrRUOtDe7qsD29+/u+//yotTzWJeU3wNTRAYWFh18GWdncEVl7PATh58qT6burUqQU30maWrAHWTIHp7EoCBQ2wmcXM+4f1USt75MgRfPvtt+rfpqbFixdjxowZ6jpGi+O9nTWSnKllMZ85AEv3WfvEzGHGZ1+JazuJyiceQrp0uxf7/90vmtZh2C3b9L8tWKxsdx8c3Bd/bd+J1m1aSURAF9lWXoHnxL/oLwvmi0lQSdzV/i7MnPWN0hrWq18HjZs1wt/bduLJp57A6nVrJBR2KtwEhJf+vgyjx40SF09J+O7r2cr3831SZ5t2d8LRzhHLVqwQLXAqHujZHdM/m4H+Ek3q0qVQ2UrfJ888Z1SoWF60jrXw3jtT0LxVM/Tp11u50zI10YRg7Y4wNKhUHsFyMPVESBT6dqiB0mKKUNQpM8A6ONnJdv2/+Oj9yXhr0rvqgCz7/+qYF/DKuPH4UkCy/4DBaCbRtQiw74kpx7hXXhSTjen4+6/tWLd6FSZPmoBHRCM6QoCX5lvffDUd93XpjDYdu6ioW8+/9PK1A2GOOHH8tPL/+tvCBXhfwscy0MEH701EWGyKBD8YhFFjxuKcHL5dJAuel18bj8lvj8evS37HNxLpi7AcKAEPzsjvEWJvy3fWSNHA9uzVVXbitA2sBtiivrMKtn4NsDnIl7Z0b731lrKV48uRYVKp8aFmlvDZqlWrbK9cLieLZ86cqbRABFhuZfIz2tXxM74ge4qtWoMG/7mn4olo+qlkfVnThQsXlLbWx8dHaWrzkqhxIoSbY9OnATYvktbXFCbAUtpcMI4dOxZz5oitp7+/2QPw9ttvK63re++9Z/a1WS8wB2B5TzqKJxBXe1flOYCJ97mTg5MEFElQuzb0HkB/AHR35yTORZPFhR+vcxX4jRP3fXy+KBd59DogUQDpdYAWqWphbO8oB4Tiles85XOaiwvxKZCQnKAWzY4lHJSfAfp1pQZb+aKWOrlLQ9tYD1cPJKYkqueVo9TNdmT4kU2Hm6Mbkq4ki8uvm3ehbiVE4xAXAbZOpZLYdeQSNu8NRtfWVVBbwlgXZcoMsPT+Qt+uK5auUDawPhIha8Dgodiwdg3u795D2a+2urONuGCrhq+//ByDhw7H3J9mK9tVLy8PfP7pJ0pmlFUn0cAuXfKb7BQ0VdER/9q2VexWH8LKpYtUdMeBYsNKrwErli3GS6NfxBKpM07eMUMGD0CqhPxeu3qteH1YjbKiMPEU04OOd98j5gILBGpHY+P6jerg4gM9euDdCRPgLba2dIV4T5f7RTvcQPmm1Ye4tBeCoryvCrpuDbA5SPj06dP46aefMGbMGJVDvTjkhZFbWiFaDF7LbUi+zPlDP5S1atVS4MtEoWdOtL37UU6u/k9c3WRNfLnyxUEtLV9UhNAbD07wJUcHO9m76jJejCyjTp066kCGKUkDrClS0nmySqCwAfaNN95Quxy0Z81LOnfuHJ555hl89dVXtx1u1hyAzUtbrf2a7LwQ0Nf1wj+OoaYAbOdmFYusi1kPcdHoylVO9hseEOkxhgEK6OfVSTS0tCDjM9VVghUkJRH+7eR3hgafZtn0TOYulmNxCWl4/dWX0UDcl9E8Izw0DOPFRCPDV6v8yIqD7nR5TYJoTJ3F7QEXEUlJGX5cGQyBbZBi5RyDmNBIXc7ONDtLl2vs1efisECiLNJELaMccT4jmnR6MdButLQGtshuqUKpWANsDmImVM6aNQuPPfaYAlfaqhouY6j1yC6iDfPQPo+x14cNG3ZdO0Ih8zsCqHGtcT0/P3r0KLZu3ap8WWZNweLXlQ++RNG+esrJVO+SpVRQAgXVokWxd7gCh3Tx85pOv39Z7Mn4xBVgTZGVf4RogGvXrn0TPOc0yzTAFsr9Z3OVFCTA0p9xqJz+pllPKfHHyYXckCFD8Khs1Xbu3DnPsnzooYfAn3vvvVdpI7nrQXOgW3k7yK4yDbC3HoKc3Ggp14V/HFfA1q9DTYEx081A8jzoWS68GWCNDBnhxJ3FKwH/IlialNgZmZ8MiBMhHhz+FC8DrqJpbd+RBw+pnc34zojIRdgklGZ3TuGmQAgmNSDjzIPWwGoNrInTxSqzaYDNYdioRX3uueeULWsZcUZt2LvyBW2EbM16qWEDy6g1zZs3V9v+zGsc+FJbd/KTWYPKa6hdJSRnZwNLA/002ULcsfsAth29iN7t6sPXU3y7cuUeFQuXS0vgUjYEMe4jcNVO3P5cvaaJFXi1O3MYdhfPIrlBG9k6TEGDenXlqWaab1sNsFZ5Pxd5owsSYLmT8c033yhYJXByQTh48GC1S9KiRYs8933EiBHo2LGj8mzA+/7DDz9U9zw9EWT2cpBbBRpg8wawxlVrd56VCIRR6NOhuvKMUpgpZ4ClVlOiI548o1xZ1a1XT8GnqYlexhgdy00sORgQNiGR3g4zfOcmyIHfUqW8xExhnTqkNXjYUDHLYFAc08u/VTs0wOpDXKbOU2vNpwE2h5Gj5nPUqFFKa1mpUiX1suT2EF909CWZ3UOG2/PLli3D2rVrUbduXWV3WrFiRRUJix4NaA/boUOHG7S3fOEfPHgQq1evBu3xsiZqX6OjLuOPPScxdfEhfPJkB9Qs54PEqyXgul+cmf81Hqm9qyHce4I8IP8D2Csu7vDc8Avc/tmAi49NQnhiMkr5lUX5gFJiH5f7dNUAm7uMdI6bJVCQAMt7kPcDodIAS4LsoEGD0LVr1zwPByH48ccfV265uDNCsx3e66aYDGWuVAPs7QEsrz50JgJrdp5BR4ky2Li6+TbNeZ0EOQEs/cHykNWEN1/H4IeGoWv3+1RAAia63mZoWXfXmyM2EkHJoYwqmyjmBCmype/mZi+H5TKCFRw9FYJffpqDt8e/ir/3HhHPA+fFe8BdylcufXcTdhm0QDyiKc2vBInMCIggIKzqljJpUkBltapLfuLjedV/8KsBVgNsXu8Ha7lOA2wOI8VDXNOmTVNaGW4l8sVGbSqB9FaJ8Lpr1y706dNHbXXS7cyJEyeUY/VevXpJhJabDyvQDo9ufbKzgWW91OAu3fg3Pl5+BJ8+fTeqlfFGijzWnHZvh/fG0Ugd2gwxfpPEnspTPr1mXiCBuV03/gqX3WsQ9dRkHL4Uh+PRTqhbCijlclV8w4rdlLSNdrme4uMxa9IAay23sGW1syABNrueThbXT3RdR3dYeUnc/XjhhReUZtewUc9LObxGA+ytJWdqJK5Q8Wf9m0RDrBQo4bJb3hjKOq9jk9t12QEsn/dOQpzjXnkFO7b9ibcnvIM6DZpj9jdfKVOTwQ8NR0mJuEXXWTx4xUNwfKHSc0MdUWBER0fhtMyvoQ8/ggrlAkW5sQJ/7dgmPmDbiPcAcXX23Sz0flAOa8nuWIe7OqNDu9bYJlHO1sthscoSwrvbAz3lENdKBMv7oW69+rijZSv8POd75TaLB8ZC5PNDB/eDHm6qV6suATF6Kcg1lCsaYDXA5jbvrf17DbA5jCBtYD/99FMFncZpX2YlTOa0xUOtDbc56Yuxd+/eKh9/+IKl5qiknBLN6nqLL3x6OOCLlC/jrIkPqzh5EG7YfQyfLD+MKY+1R7XAkhLKUA4O7NmB0tteR+rAhgj3eUsgmyCaAbB2Lq7w3LwY3sc+R/SDfXE68h5UkNMCoWI3Gy9mBHbXTh3TfVB2UK0B1tpv7aJpf2EDLO9Tegf5/PPP1UFJI+3du1cFLOB39E7wq0So4oueboYymwCNHj1aLTSzWzyaK0ENsPkDsCyFngB+3XRMtJdpePCuWrIFb9rhU3PHzMifkwaWWtNZX3+L7Vs3Y6K41Hpb/AzfIR5oGIxgvXgjGPHcKDw+fDDGjX8bxyQwAYMVjJNwsi889yyelohYKmKXuMB6R65dJoErAgIDxKXWl6gqwMlABhPEe8B3389W/nAffvQJjH3pBQwcOADrN2ySIAV1sHrFUnFz1gFDhg3HtE8+QqnSpVTwg2PiGYfz9pwoWl56aRTefutNvPbmBAmC0EDcpF17B2gbWO0HNq83hJVcpwH2FgBLt1Z0cs6VdXaHtrJeym1Nal8JsIwGRKA1fEvybyN4QebreM3x48cV6E6ZMuWm1qhDX2IDu2jDTny08iSmjWiGuiWDEOfYFI7ivNxr40tIHdQE8QGTpT5v5XLHXh6GoSlS3/JfUP/yFMT2vgdB0cNRNyEckRVqItHNW4WcpckDT3DT1CFr0gBrJXewhTWzsACWi0IVQ17mLg9b0vsHdzH4Umei32Z6FiDIcoeBZgFPPvmkui+NRM8f8+fPV35gS5cujcjISLXIzGvSAJt/AGuU9Oe+EOw5ESpBD6qhsmhkCyrlBLAe7vYS8GKR+OXdgWdHjcWz4qN3/qKl8JDzsQMHy8G/+7pivfja/fGH7/DN7LlibnAE7098W9xuPYSXxWcs7WU/eH8ivhM3b2dOn8P+fbvx4+zZaNioiQQyiBaXWx9i5vc/qehdjKr19Ref4pHHHkH45RjxilFeom3Nx4T3psJbXHn1EZ+9D/Tqo8IJM4rikWOnlC/Z0c8/o6J+9ek/SNpzlyhMNMAa80R7ISioO8YyytUAm8M4MJABtxWpsaGWMqeDW1kvX7RokYrXTs2PqenQoUMqKhCjCGVN1PgmSHjI1X8dxue/7ccnXWPRuN4uhLiMg8P+YPhtG6s0sMfsXkFknDuqlDwFH8cgfLO3CY7KC/3LO8UrwgOdcTblIdSrGI2IpMpISKWtbEYQBbrl0iYEpo6UzpebBAoaYKlF5b2ybds2vCJbuw0bNlRNogaV3gMYTjbzwSvew/QRS+8gmT/nv99//32Vn3bu3BnhApKmQ3SBx0OY5gRFYBs0wOY/wLLEY8GRWLHjNNrUL4s7agfmNgXz9H1OAOspADvnh7nKi8C0z7/AIw8Pk9C7A+S56Y0fvpuJJ595Hp9+OAXzJLrWN1/PUpGxPpfoZz169sG4N94ShUIapkuQglGjX8Gkt/8nkbTEZdsXMpMgvQAAIABJREFUn6FJs+ZKA/vpJx9j0ZLlCA45h8HiE3aCBCl4bfxbGfazchD39bGjVaSv2jWrYOQzI9G2fQfc2U6UI+mpmP3Dj+LayxHvjB+nAisMefhR3N+1M+I0wF6fAxpg83Q7WM1FGmBvAbDU6NATAbUzpiYe4qJzaR4KMTVRAzt37twcbWDTJNrN71v2YuE3SzEjcAlKPVUZB5wnImjVQdx97h04P94C808/iWW7E/FBvyD4u2zFJ7tHYudn0/FT502I790FZ1IeQa3K9rgc6yEeCZzEVpZuXByUxkoDrKkjpfPlJoGCBFgu5hh1i7sDhEyaDBgLS+5gUMPKYCEMK2sk2qTTfIDaWCPRJp0LzIkTJ6J169bXP6fWdtWqVeqHngnM9WygAbZgAJalxiakYN6Go/DzcUWvttVzm4Zmf5/jIS4JaLB9218KNp96/BHsPXgMP4kdKiOWDRz6MMpJVMW5c2ZjxPPPY8vmLeow1pBBA/DZtC/QrXtPOWuQjo2ioe3Zpz9++HYmAkUZEi+Heps0bSYmBYslZHEl1JIFlPJCMKi/RENbi9Urlys3cb37DcAfG9ejW49eqFyhDE6dCZYwtl/J/E9Un8WLe0TO+54PdMWML7+W4ArtUL9hHRXAgEnbwGobWLNvBCu7QANsDgNG2zpuLdITAW1gTXFtQjOB33//XWlg+TI1JfEaHvCivR5fqFkTbWDjY6Owes8Z/DZdtjt9foTnq00xL+QlLJ++BTMqzIbH83fi831PYPFP2zDnnm0IvM8f7/39DPZN/wo/370Wcb0741TaS3KwoIFJHgjYBm1CYMro6TxZJVCQAGvYkxvhmbPWTQ0sfcJ+9NFHKmgHE00LFi4U7ZhoYo1Eu1cezKSbrOwSQZkaWZoOmZM0wBYcwLJk2sUu3XoS4dGJ6NexJnw8rh3JN2eQcsibE8BSE0o3WnSpnSCaTXolYLRinvVnIILUVAa4sRMolcACEoSAngESxZ+ru4e9BB3IqEzOygpUym+ZToy8y2ADqeJVgOXw3ypIgfzQxywDIxjpemACCV6QLpEPGOSA7WBQBdatPCJKQ3idu2iKGTwhVbwdGL5kNcBqgM2HW8Oii9AAm8PwcCtx/Pjxypcr7exMsYGlRpOmB7S3q1GjhtIO5Qa+vCYkJERpjrILJcuyoiLC8fexC9iwcB1Ge2+E56Ba2B4zEBvn/43nS6+BR//GWHuxL/6etwqjK2+CS987sfhMXxyYNx+vN9mNpPZ3IPTqg6hbp57ySWhK0gBripR0nsIEWFOk/eKLL6Ke+Op84oknsgVYhoIeOnSoMh+g6UB+Jg2wBQuwRuk7Dl3A34cuSgjaqqheLsPm+XbTrfzA3m7ZOV2fefegIOrQAKsBtiDmlSWVqQE2h9GgFoburQz/r6YOmhGti2BKeDXFdpZ1cBu/nMS7zi6xLXSwHh0dI6t3ib4ly/VUiR/IAwKO4jSQWtxkLukZX91BNATyk0RHgZKcHB1kpS7xzMWtVvXq1U2269MAa+qI63yZJVCQGlhTJE3zAR7EMkJA06SHJgTff/+9upy7I4yuN3369Fxd4plSX+Y8GmALB2BZS1BoLBZtOYEmNfzRrmH2z01zxq8oANac9uUlrwZYDbB5mTfWdI0GWCsZLbrhollDovgM9BQXLr4lvcXW9oI4uJbwBZ5yEEvCzF4Q21vxVovS4puQYHtRXtaws0dZiSrk71/aJJg2xKEB1komhoU1s6gBlsFAaD/47LPPKskwQAgPVs6YMUP9m4fARo4ciQ8++EADbCHPHVP9wJrarDiJELBw03G4uTpIhMIacLA3LcpgduVrgDVV6kWTj8ok3tfZecy5VYv0Ia6iGa/CqlUDbGFJOh/qMfzKUqtrmCcYWl5T/m1OEzTAmiMtndeQQFEDbEREhNrN4IPNSPwss69jQixNgzLnyY8R1BrYW0sxvwHWqG359lM4JxpZ+ov19TLPbtkoQwNsftwBBVeGBtiCk601l6wB1ppHrwDbrgG2AIVrw0UXNcDu27dPeREwbM/ZHprz8DAkE018aG/ev3//AgHY5g08UCXAE6k8aaPTDRJwFFOmZVsvolaZsqhf9eaIhLcjrr0nwrDp33O4u1lF1K9iutcYo87DEsJ276nL6NWhBsQ6yyaSMiGQIw+/rDuMu5tUQHk/D6vtlwZYqx26Am24BtgCFa/1Fq4B1nrHrihbXtQAS9+wPEjZr1+/m6LecZeCrrLoHo92sRUqVMhXUX27ch+ulEhGudLuUvd/MenztRIrLoyn5g+ejEGP1rVRu2LeA0bkJILz4XH4ffMJ1Knsi05Nbx3yO2sZx85FYvHWU2hRt6yE5LZiIWdquvCrmJABfx0MwcNd6iDQ191qO6YB1mqHrkAbrgG2QMVrvYVrgLXesSvKlhc1wE6aNEmFe87OowflQh/NjzzyCGZLNCSGmM3PFBwWh1Pno2/LFjM/22NpZfHQqYu4gmpQtTScTfSGYm4fUuVMwPyNR1UggP531TS5niQJWbv94AXwdwnDD5W5lVtgfroe83RzQut6Zax6XmqAtcDJZQFN0gBrAYNgiU3QAGuJo2L5bSpqgGWQAvpu7t69Ozp16qTMBGhOQE8dfAky8hajbNEXrE62K4G1u87iWFAE+nSoiTKlrFfzaLsjZF7PNMCaJ6/iklsDbHEZaTP7qQHWTIHp7EoCRQ2wbAMhdtasWYiJibkOsPw8RTy9t2vXDkOGDNGjVQwkcPDMZazbFYQOjcqhsbjb0sl6JaAB1nrHriBbrgG2IKVrxWVrgLXiwSvCplsCwBrdp39l/hjJ3MhaRShGXXU+SeByTCIWbDqGiv5e6NqqSj6VqospbAlogC1siVtHfRpgrWOcCr2VGmALXeQ2UaElAaxNCFR34rYlQLtYBj1ISE5FXzEp8HD9z8XabReuCygUCWiALRQxW10lGmCtbsgKp8EaYAtHzrZWiwZYWxtR2+nP5r3BoLutXu2qo4K/p+10rBj0RANsMRjkPHRRA2wehFYcLtEAWxxGOf/7qAE2/2WqS8w/CdBLxNJtJ9GiThl1Ml8n65CABljrGKfCbqUG2MKWuJXUpwHWSgbKwpqpAdbCBkQ35yYJRMUlY+Efx1Ha2wU92lQzK8S2FmfRSEADbNHI3dJr1QBr6SNURO3TAFtEgrfyajXAWvkAFqPmL9pyEqFRCRgg/mK9PZyLUc+tr6saYK1vzAqjxRpgC0PKVliHBlgrHDQLaLIGWAsYBN0EkyXw1+GLEqnqPO5vVRU1yvuYfJ3OWLgS0ABbuPK2lto0wFrLSBVyOzXAFrLAbaQ6DbA2MpDFqBtBl2IljOxJNK7uh3YNyxWjnltPVzXAWs9YFWZLNcAWprStqC4NsFY0WBbUVA2wFjQYuikmSyAxOQ3zNhyFq5M9+nWsadVhV03utBVl1ABrRYNViE3VAFuIwramqjTAWtNoWU5bNcBazljolpgvgZV/nUbQxVj06VgDft6u5hegrygQCWiALRCxWn2hGmCtfggLpgMaYAtGrrZeqgZYWx9h2+/fnuOhoM/Ye++ojDqVfG2/w1bQQw2wVjBIRdBEDbBFIHRrqFIDrDWMkuW1UQOs5Y2JbpH5ErgUmYBfJQRtjfIlBWQrmV+AviJfJaABNl/FaTOFaYC1maHM345ogM1feRaX0jTAFpeRtv1+JqWk47fNx6WjV1UIWmdHe9vvtIX2UAOshQ5METdLA2wRD4ClVq8B1lJHxrLbpQHWssdHt858CazfHYRDZy+jb/saKFvaw/wC9BW3LQENsLctQpssQAOsTQ7r7XdKA+zty7A4lqABtjiOuu33+bAA7JqdZ9G+UXk0qeFv+x22sB5qgLWwAbGQ5miAtZCBsLRmaIC1tBGxjvZogLWOcdKtNF8Cl6OT8Osfx1DB3xNdW1UxvwB9RZ4loAE2z6Kz6Qs1wNr08Oa9cxpg8y674nylBtjiPPq23/crV66qw13xyano37EWPFwdbb/TFtBDDbAWMAgW2AQNsBY4KJbQJA2wljAK1tcGDbDWN2a6xeZLYOv+EOw+FooebaqhcqCX+QXoK8ySgAZYs8RVbDJrgC02Q21eRzXAmicvnTtDAtYGsP8cD0OSRGEqUUKPYGFKQBSZcHIogaZiT1qihF1hVp1vdR0PicLK7afRsm6g/JTJt3J1QTdLQAOsnhXZSUADrJ4X2UpAA6yeGHmRgDUB7FfLDmLFrmC4uTpLV4WodCpUCaSkpqNVjZJ4oU8jODk6FGrd+VVZbEIK5q0/ilIStat3u2qws7NOGM8veRRUORpgC0qy1l2uBljrHr8Ca70G2AITrU0XbC0A+9XSA1ixOwTVKgdkaAA1vxb6vLwKO4RcikTjcm546cGmArHW6Wf16tWrWLLtFMIjE9FXQtD6eHBBpFN+SkADbH5K03bK0gBrO2OZrz3RAJuv4iw2hVkDwBJel/9zHjUEXqkvI4DoVDQSKCG2G8EXI9GwvBvGCMQ6OlgnxFJ6fx+6iK0Hz6N76yoqgldUXLKCcjfn/NMuJySlISYhGXEJqUhMSUOSaLGpyU6Wv1PkJ1X+Tk+/iisyp69cuaLmtvyS9VnGHC8hGmIu2ErYlVDaYnt7OziIKYeTk4P82ItZhwNc5DeDNvCAmqebEzzdnWBfxJplDbBFc39aeq0aYC19hIqofRpgi0jwVl6tpQPslwKvKwVeq98mvNo7OGYAwpX0G0bMroS9AoOrV68IKNgjPS01xxG1d3RSeZiupKdlgLQCjhvLvN0pwfawXawjx6RgxvFae3MA+mt5rqSnooTk5e+s8M/PRSg39IH9vCJyyGmhUMJeIPZCJBqJJnbMgKYCVNYLsedCY7HqrzOoVs4HP609rA559WxbzeQhpOQvRyciMjZZPB1cwaWwaMTEJYHgmpSaBkrGSVZdwpwCxs4KQEW4ApwOcJYPvTxclfw5/+wFVAme/M3/mNLE+Jgv/ZTUVKSkpcs4XZXfVxQIJxOG5e90mYNpAsGp8p36kUbZy0LDzcUR7m6O8PFyg4+nM3w9XcR0wgWuAr8FnTTAFrSErbN8DbDWOW4F3moNsAUuYpuswJIBdsaS/Vj1zwVUr3J7mlcCYUJMBBycnOHk4qFggclOtFopSXEKAu0dnJAUHwOvUoHZghvLiI24hPjocAWW7t6l4eTqIWAo2i9Xz+tl3v4ksVOgmZKUAFcP7xwgUoBbICghNhJunr4Kdm+yqZD2sp2JsVGqnLioMHj4+Ek/Ha+Xyf4nxEaovjtLXwislE3s5Ytw9ykFB0dnkyB2tECsNWti45NS8fCkVdh24Dzub1kFM1+5J9uDaoTVixHxCI9KwtngUBw/cx5e3n5wuJou4AlEXg5FnSrl4e/jDg8XB/lxFFAtAQcBftoMx8REKUD1KeULpHMO2iEo+Bx8vH3g6ekp45V+k2UM511oWJh87wF3Vzc1HlSuKttdtR0hPCzQmi4/aVJmqvzwd4IcdIxNTEO02PxeFs1yTGKqfCd5uOaS9vh6uSJQopT5+7ojUH7cpb35mTTA5qc0bacsDbC2M5b52hMNsPkqzmJTmKUC7PTFAq97LqBGFX+ljcqqDXRydUdqcqIaJ0cnF6SmJMHR2VXl4zY3vyMQOLm4y48bVs4cjzJV66Nu2x5ISYxTMOvqWRL7Ny7E+ZN7UaN5ZxzftQ5t+78gWjIHAVMHdX1aCuugRrQEFn/6IlzcveBVugzKVm+Mc0d3o6R/BTTpPEhpMAkVaakpCgIdpE3UzqqtYLZJykuTNqYLVDpJOwmP6QKqacnSbmmf0rpym1jynTv0F84e3IEOA0cLMF+WfrlktEdAm/2k5jU28hI2zZ2KLo+9DU/fQCTHx6ryKAPmZXnhwSexZcEnaPfgC9i9+ifccd8w+JatKs2Rbes08eQg8L1hzrsIrNIATe4dhOSEOCTGRWLL/E/R9N4hCKhcR8mAWufkxFipXzTCmbambcWcYMu+ELz57TaERSUgXkDvm1e74K4mFdTcCg6Lw7mL0Th7MQZx8cmwl7H1dHGGQ2oMPpo6Hp++PxUNGtXH1o3r8eO8OZj51beAaFqFFpEaHy9z00nUrwKHbg6YOmGymkdjXn8ViJexT0rCaxPeRI/7u6PtvZ2AuBSqTpEcF6dMClwFanntk089hn49e+Pent2RejlGADUdru4eMl7xcHZzU/OL+dISEqR80eC6yNxjnRwvmY/wkDxirpAYFYNEAds40Q5fEq1xSEQCoqW/6TLvSogJAoG2clkflJfft+svVwNssXmFmNVRDbBmiav4ZNYAW3zGOj97amkASwDNMBsgvN6seSWY0RTg6N+rUaVBG/XyDjqyCxVqN1fQl56arECsbpvuSkt6aNtypTUNEiis374X6rTupjSc54/vxTm5LiY8RGlSG3caIEC6Cw079EHQ4Z04d/hvBXvVmnRU9oeEvuUzxqGdAG6l+q0E6OKx6us3ULpCDTS6qz/2//Gb0tBWa9pRgNlV6tupNLo+/uXVcIUFHUXtVl3hW6YSDu9YiajQc6hUtxXK1Woi4LxB8kYjTq6vVL81Tu7ZJNf/jRbdHpXy7sIp+Xfo2SMoW6MxKtZpocqjRnXt7AkigztVPXXbPICSARXl2j9w8fQBBdglAyth409TcNfQsTh7YLv0pQMunNiHS0FHUL5mU9W3dVLGVdHYuXr5wq9iTVSpfycObFmM8nWa4+LJ/bh8/rTINAUNOvSW8ioL+AoQZUoGxDYSm9gX+jaGq7P1BQpITkkXTWUyaE6wdd95BXm1K/jIIa94XBUQLeXhhCp+7qJZdYW32Ji6MxiCuydefH4k6taqgydffA6vjhqNihUqom/Pvvjh5zmyde+Ggf36Y/e/e3D8xAmUKVsWp0+fwpHjx1CnZm34+/lhQP8B+HXhAviW9MXlyAhERUeJTWwaHhowCG5y/Zy5PyMmNgZrN23A62PGIiIyErVq1ECgfwCWrlyOTh06YvO2rUhITMClS5cwpP9AJAoU/758CaKjo1GtalV0bNMOi5Yvg39pP/R+oAc83N0zdgtkwUXb2jQxQaCWNkJMIM5djkdwZALEEkK65yJmFSVRs6IvSubhkJsG2Px8SttOWRpgbWcs87UnGmDzVZzFpjBLA9jlYo84fbnAXrXAbA9sUUtJbeeij59Hp4dEkyUAu2Xh52jbdyRWfPUaOg0Zi9P7/hRNqTdKla+GgwJjze9/GNt+n4H67XoKxPZG2Llj2PDje2h89wCEHP1HvdCrNGwn4LYIzboMxdbfpqu8R/9eo4Cycaf+SqNLDaxHyQCB0Mqo164Xdi7/TkEfATJUoJAQferfPwQ0CaXr0XHQGGz6eQqqNmoPF9nGv3TmMEqXr44LAoZVGrVVbbt72Oui8fxEYLmKaIgb4NDWZQLF1RFx4Sw6P/yalLcFxwTW69zZHfs3L0Tz+4ZLW+8UAA7Gsi9eQVNpb8T5U8oUoFrjjvh3wy+oJ1rmwwLuleq1xvkTe9Gq55P4c8FnqtzIi0GoLlC8f/PvaD9gFA5LfSnJCQKzd2HXyu8VoO9ZOxdu3r5K0+svWti/ls5E71HT4OZRUmmQs6YMiI1Al4Z+GH5fPau8dxh2dv+pMFwMjZEFUDIql3ZHFX8PBJR0UwekuC3PbXr6w+Uiy01AcM26Nfjl94X4aPL7eFJg9o2XX8XHX0zDHU2bSTmXVL4zQUFKZq+OHYs1q1YroH3iiSfwwYcfCvSOwcIlvysTgk1/bsGUie9i9o8/qOsdRYO6fvMfGD5sOCa+OxET3ngTM2Z+hcECt00aNsSjI57CFNHoPvn8CIx+7kUEnTuHU2fPyMGwZPTu3hM/zZ+HurVrK+hNTk7G8CHDUL5cOcQKEKdLX/xKl1a2tbRB4KKQh8UcxQ6CVgmXr8HsiYuxuByfAg+xoa1XrTTqVhazGRrzmpA0wJogpGKYRQNsMRx0U7qsAdYUKek8WSVgaQA7c/lBbDkahUA/T/WizZoMgF0+41V0HDxGvXC3LfpSbY9vF9Dq+dxHOLZzHUKO7VFb5NSitukzEos/G4WAirXQuPNA7N24AGf2b8ODr87CnvW/CMTuFqBsJ6C4BqXKVcPx3RvQQLS1MZcvwL9ibVQWLWeaaHaXfj4GFeu2QECVego2two4+5apgrOi3XUTDaa/lE/QJRCEBR9H9xFTBXpfQE0xTwioWg/rZ09SW/eeYmdLc4a4yDDUbn0/diyeiVotuyit6OpZ4wWKa+H/7Z0HfFTV1sVXeiEkgRASEnongBSpioA0AVGKiD4FqRb8AFEUQZ6IoBQFewNFqoAIooCiPkF67713ElpCSa/z7XWGwRBCymQymZmc4y8mJLece86dmf/dZ+21E+Ki8ehLE/DzR4NUdJbR0puR4SgvUFqqUm1cu3QWa378SLaZhISYG0pO4FnUH7HXr6rzMUJLacGJnf/gga4vyzmmIebmVfjK7wjaN6Muolqjdti3erG6ngYyfos+fAmhVetJlHYPAstUxdXwEyguUVcPkU3UaNpRJBCJmb6AqA1lFDdEVrzfEGcCe2r7T1zB9kMXZbwTUEmirDXKFENocVlyl0bNaKpyBrj7ivi6SUpKwqsjh6NypUqib72J5/7zLPoPGoj+vXoraCwhkLjyn1V4/NFO6Ni9Cz4Y+z48ZXl/yPBhGPvWaJQICED4xXD1u/CICHw1bRq++/JrRFy8KOAZhY7tHkHbLp3w8oAX8IxEV+cJlP5HorZ1atfGy6++gpHDhmP85In4YvInOCXw+uW336Bi+YqiaXaRpDEXPNn1CZy/cB7fzZ6J2jVrCdg+julzZkghkEQMefFlhASHSHLYnRF1XqlKJpMvanfpm3ss4iYOhd/AjaQ0VKsQiCa1QlAkG6cGDbD29CqwXl81wFpvrO3qTBpg7Wq6bKaztgawM/44hH8ORiKohK+SCtwNsEat6LKv3pDl/idUAtZuAdKWEk1c8+PH6Dr0MwHYv0TXug+BEu3k96adX8QfAoaMvtaTqOuZA1tEG/oZWksE98D6pRKBjEc1gb59EoGtLRKC3X/PF93oUNHKxqpIro9/CYm8pWHJR4OVXIDL/tS4MnIaXKEW4kSnmiJL6/c93B3Jknx18eR+nNi9VqKWn2HJJ0NQrWFblCxXQy3nMwJLXWx90c1GX7ss/66CFVNHSYS1o4BlQ9HqjlIgG35ir9K3Htn8By6ePoAHugxUUMokMy+JhBJAl3/5Bh5+ZrhEdg9KxPYUSqsI8Fo06z5IoojRCjg3/vw1WvYcjg2LPlfgTBpr0KGPHOuyih6vmj1eEsECUK1Je6xZMBkPPjEI23+freQGjNJShlC9SQeRJNRRetjMDHjJd2mSIV++mAuGiozAHtqh05FYv/ssnKXf9coXR82yxVR0USU6ZfLglNk1efv54euvvsAb48fhl0W/oFGNMPR/cQAGDnwZZapWg4csz78zZhQ6isb1yV5PY5xETM8eP4bX3xiOEe+Nw6sDB2Hxgh9Q1Kcozly5jDkzv8cnkybjpiz/FxFZwWWJlvZ+4km8+NIATHp/En7635+oXaEialashDffHS3A+z1GvDUc30z4QEVfpy38EVUqV8GGlf9Du4db4alneiFVQPuq/O21EW9g/PiJeKDFg4iPjBZpxL3dNtJfq4rMyrgwSY2a2e0nruLcjUQFsi1EJ3yviKwGWHt4FVi/jxpgrT/mdnFGDbB2MU0210l7A1gOoKvYPFG/elyii0WLB8HFzVOW6ZvhyJY/RQLQSwByH6IunpGoYQdsksgjk5qYUV+mRkOlIzXIki51npdFl8qELL8SoRJpLCeR1K0SieyFQ5t+VxpYb98AkQp0lr+HKJnB5qXfStT0sjoWITZFInCMcoZUvg/bfp8pTgeRKCWg51+itBz7kCzv98KOP2araG1ROc9BgWVqSfet/UW0t+EICKmkgHnv6kVqvwCJ5lICUKluC/U9qHxNhD3wqPy8EJEXTsAvMBS1mnWRSKufchfYJ/txeToh5jrqtX1GRYP3rPpJ9LKH1LaULpzat0EB6GG5JkZ5qa+9euGk0uZSQnFc/h0lx6ajQVkZn8oC8ntWLhQ970XRBhdRML31t+/R5PEX1NgxES1jsyeAvSGJWMvXHceN67F4qHpJhInWlQvniQKyubIXlocod3EGOH72DL4U+cB7Eu30faYnth49ivkfT4bbhnV48uPPsUdgtKboXx+Iv4kVx05hkyTtxURGoqa4D/R5eTCmnzgGX18/XBNN60BJ1FounYiTB7e2pUIxsWcP+D/1DJxEL9utYWMY/vwD3x4/ihDRtUISvZ7y8sKCHdvw3JRPcfXyRfw1aqRMjRMq9BuAA8eOIGbNarQR4P1N4LN6vQZ4ul59eO3cjuSWrZDm7w+IXjZ9Ul52b05uEpElzF6VBLC1hy7hfHQyWjeqgJryAJCxaYDNbjQL5981wBbOec/2qnMLsFfkif/w4cMqYzt9S5ElzlDRSjGJwEOWtgIlYYDLnro55gjYI8AaIfbfcrK0kWK0kc4CXMInsCpPV0nWchW4ZdIW7aPoEMCILZf4ma1PLS23MwgwEATVNnQzkOgqI64EG1pRpYllFcFAuRyoJWX6popvJ50B5BjUOhKqVYSSRcLkb+wD+6LOQ89Y2Y59Zp9oW8Vtja4F7Lexj/wdz23si7tKmOKxeF2m7dl/5WUrr1t1bLoJyM/sB/dTfb91bP6OfeQ5XOTc7IfywzWdW47vKudRiXG8XoEybuvt449tK2bhxpULCBb4PntoCxqKjpiwnpk3rQlgKwW4YnDXOuqFkizRx+j4JOU9aivt2LkoLF1zFHVL+6F5zVJqmZx+qrlutC2T6KiTwCu1qq4SGU2R76mcEwFO5zmzJAuqCCSUCkPfATD8vAgpApzuAq8QmQEO7AdOHEdKdDRcH24Ng4Co0//+Ahdvj4a1AAAgAElEQVTz3cqXh6HpA3CSZX+nYImYEzJ79kbqd1PhwmPKPmmiZ3Vetxop4RHihpCExLaPwC3yKgzbt2HLju0IaCWrCTeuoeKunajfsrWxL490UMdIFWcDJ3FHSHlhIAwCznKT5fryXWXcWPDhlGhkf99zASGli6NLs8q3nGuNh9MAm+thLRQ7aIAtFNOc+4vMDcDSOPu6iPvPSoJBRoBNlQ+3QHniZ/OUN1YNsLmfC3vaw14B1n7GWOBWoFJBssrgNxrUEz4Ji8bCCsbfMQSotpXvGbP9rXm9qrCDnDBcdMRxEuktLbrYIiKjyKrIA/dwSYpFWUl+On81BodOR6HLQ5XRp4NtJHXtOHwRqzafxBONy6JisESwk1iowcxR5UO/LMG7Cqg6C8Qm938eaZJY5SrQ6SKuAClduyO10yNw+e0vuC6RKHnjpkjp0xfO+/bBbfq3cK1cGQn9XoCnPIykfTIFqWKHlSJygjTRpLp+8wU85JiGXn0RW78O3Ob/CJdVfyO146NIeaKL/LwOriI7SKtTB8kDXoTzyRNwm/oVDH7FkDJoiBRREJ/at0fCRTxnq370GRLKloPrd7IKITCb8vQzSG3dAq7zF8IQXAppkiymANnMZkpu+2XrWSQIwD/bLky0t8Z7WQOsmYPq4LtpgHXwCTb38nIDsIyiJEvEylRVKOM5CTXh4eEq01YDrLkzYh/7aYDNfJ4YQWUzFjlgtSqhHVXZSiJtjJYy8im/V4byyqfWGHU1Rk0lsusi5TzldcTo8B6RAPjKkn5lScRKSoiVyGyCSA5mSAJXR5QIrawqMZkiwAc3LFO2XtUbtxerLvEDlfPzPJmd11StK8uKXWbehrwuV3fxlKWnrkSlszoHOdDVSQBWIs77T17GzqOX4ClJPqN6NcZTraqJSX7BWmsdlcjrslVH0KtFRQT6egq8mhF1zTiOhFh+MerO+4MV3JjVL7ISMfqV75LwRg9Y9W/5LsDrLL+nd+s0Ad0nH++C+QK3j0i0tH7d+qKhlvuMMX8vD8ydNRMpMv69JGErjasF8vCTyCh5vET05T3ZmSticq4EiaTKjWHsA/si9yjvOVf2g/twu1vb3u4H+0OfWgK83KceUoaWpWnNYnm+JAisUqzhzy1nESfj0FUisWxXroSrJDYnJ7n2XLRFixbBy8sdjz76eC720pvmdARY9OKOUHkOdlQrUfIeRYs34/ud+U0DrPlj59B7mgOw97qTXeVpOkKyYjXAOvQtoy5OA+zdc8yl9FjRs1IWwIQpVvEixBJOoy6eVolXLGgQf/Oagjt6z3p4F1XWVv5BZVTFK3rC0us1WDL810qyF7W6dDrg39wEDKl7ZfEEygOunD0q7gcVZd+yyqmAy/1M/KL1lm9AKdwQvey1S2cU7LKqVpycl9FbnoO6Vw9vn6zLzubzbWySENQI8kCXByvgtS/WyPLyDbz+dENcl7KqXG6uWMoPZYN8UTrQJ597c+fhEwRWp/28Ex1rB6OS9CFeDP0t1kwf5ulDufzdPf7N11psQjyee74fJrzzLnbu2YNG9zdEUFCQWhG7eOki6klUdM26tYgXb9eu3brj/KlTkqB1CrVq1BTYdBev2Bu4dPWK+rlapcqqxOxtHavpvBn7lVk/ZRDcBV43bI7AiVNxIhlzzzIibSz6JWVsBcwVBKVrTPRi5PUP8dCtU70UygUVlWuRym8+PuKwwGpuxo25suAiOlqDIQk3YqLuGieWv920eYuwuStq16p9q8SzWWid7RTnz1GzPW2BbUC/3+DgIqhZs4Ty/s1N47yVCPBHaEiQ7Gt8+DMXZDXA5mbkC9G2GmAL0WRb8FI1wN49mKzcteefRSqzv22ft/G/mePE/7WkSpyipVS8wG0TcTagNdVVscsKFkssJmXRcoqJYqzwtX7x56qQAu2vWEQgUo7lL1W76FJA/9UNP3+J8uIxS59WgmqsWGo1fmyAAtsLUmwgUCCZRRbqSIEFJl7RpitWbLCYTLX991nKUovHi5b9WsjxlPZVyRGs3zImcUWIIf6a3efxdOtqqijABZEUHDkbhctiks8PvpLirVo51B9lBHS83C1bwjTj1W/cdwHnz1xFj2YVESclYwuy8bXGogMvSeGDMSP/i+mzZ0jRgmcx+8d5Cgx9i/pKIQhPBJQIUN1s3ao1psryf6lSIWLzFY9GDRrg4y8+R4dH2mPL9q3oLZKANq3byt/izLosN4mcHjpyA5u3H0Fk1FU5RhYer6wMJtHhSpIU5i7wnLEyHj1kb4hn7PoTUXiseVVEXr4MH9Hb0iJMoe8tYrx2/Qb2HdqDqlVKKphNn0RGSKb1HTfOzIHErIvUO91+eGCk3VNKBudWOkNZ4fUb0bi/XpgU0qigIFYD7L83lpO8GAwfz1mB1976GofWTUNxTwMuRFxGvXrGhABGA0nuXJLQLfMR0ACr7wxzRkAD7N2j5iIrEPRoXb1gikpeotUWo7K0vaou3qms7tX48ecls3+FRGMriZ/qI1j65evqe81mj2HzL1OVDODB7oOlVGw8VopVFf1o67V9Gj9PfhkPiC8tQZUFEJg0VkOcBlh4oJ541NIZgZ8wLcUe67evhyunBVp1VWnQWs67HA0f7YvTezbAJyBI+tYHP016Hk3FYiuofPV7+rSac1/kZp/cuBBcEog9du6aqnrFaKi3VO6qIjBbNtgXgVLpytJtwV8HUbOkGPGLv6tZCVsW7FBGgJ3y+Sd4UZK8ZkrlrrYiJejUrgP6/t8LCJaIbDmp6nVdYG/3vj3o0qUrfpNqWvXq1MXe/fswd+58fP3FZ1K84DwmiDVW3PXrZvWS97SnLNdP/vhdHN67CmVDSqpiDRkbA7gJiUm4dF1swUZ/igpVqkKMbu/cTNGnE+asPYWubWsiNfYq/PyLyS/vlBDsP3hQijxcQ5uWUkVPN7sZgeMnz2Lrjn146okO8rBlTIQ1B2J1BNZupty6HdUAa93xdpSz2RrAspDBmsPXEFLST6R9BRNR5Ny6exbBhiVfScnZXcqG6mbkRfGFjUGjjn1VkQG/wNJY9cMkVRSgppStjYo4je1/zFGyA0ZwXeR7sycGq31WzZ0kgFlDVe9a+vlQNOo0QJWeZUSX0oJGnfqp8re0vtokRRnoPdv86Vdl29dUeVzKCeq3fVad11+2od9tgPjJ1mn5BH6R6mCNOvUXyA0rYIBNQ2lf4PVcFDK4KRG7s1L56vj568qaiTZNwQFFUF3Kl5aS75Qe5LXN/X0fmlWU4gQBPuLxmrul07yeO+P+JoBl1a6xo97GFKna9UKfAZgnSVntWrdBi+YtMViKHBT39UX5smVxTeQCTDZ7RYoOJItk5MjRI/h+/g/44fu5mDr1S5yR6lvjpXpXnJSgNadR3+zk5IJxE0aibshVtHuotpSivTtKzUhpbGwcPpi9DQMGTsR9NcNUoYaMzVskCT9sPI0HG1aCl+Emivr6KzcbNkZUeb4Nm3fKOZIEYJuY02W9TwGNwOmzF7Bxyy5079JOSRCM907u9bAaYAtoAm39tBpgbX2GbLN/tgawG/aF49OlhxBSKkAqATE5qmDUanQJYDWv5V+/iadGTpeEFwM2Lf0GfgGhSg9bv90zIhP4UlWuKl+zifJ2ZaEB/6DSKBfWVAolfCz61RApLnC/QPAe8XytiDAp8fqbFGBo2LGf8natLMUC6NNKPS0TwOqLl+teAVsWQvATn9YkgdraAqlMAisi2lkmctVv96yUdv0O/iJXuE88ZVkdjFFZAvK9KmXl953HRJ74mDg0q1oM/2lT3azTcZ4ZlT0hFZ/4nVXY/HzE3zfED5Xkq6hoNM1pC1ceQhV/D9QpH2AbEVjRwA58dQjeeXsMPv1wIgb07od5El1t3aIFWjRqgtfkb/5ipRUqTjCPdnoME94agbJ16qGYJG9VluIIP834DjMWLMY0qbp1/tIljJXjxEnVLnOaCWDfn/RfNCgbhTYP1ro3wIqE4cPZIlsY8F6mAEuUoUfszHUSgW0ThqQYicCKMwIBlnOrbOfkPlm3aYdEc1PQ9uGm5nRZ71NAI3DqjACsPHx069yG+YHGBFUNsGo2tITAAjelBlgLDGIhPIStASynYNmGk/hh7WlZSi1eoBDLvsTeuKq0rEy2ipWKW9ciTis9LJOrVKKX/N7dw1tFYOlYEFimikrCYiEA+qgSXJnBT8cADykMwON5ePuqSlk8bnJinOhoj8PbL0Ciq6XV7+k+wO24r7dsEyPH4vEJsX6BIRJxi1LOBOmPx8hvQcA+4TVJ4CYsxBt9HglT7gOWaFHRCTgjJUxPRFzHtWjxphWtbKgkgFUvV1ykBhLhvmXXlN25dhyl3/UFPPtQJcQJOBVooz2ZAOxliaqWiI1BzAcTBPL8EfVcX3iVLo2iU79G5P69SOvdF3iwOUKX/oxIgdvDkqwVLGVjg6Qs7c0fZiOwTTtEStGEtL17ULx8BWNRAjNWK9IDbP3SkdkC7OQ529Dn+cwB1lOi5ccu3sTGMzfQp2MthEsJ22JSTSw9wNJqjQCblCyFGjTAFuitmNuTE2DXb9qObo+3kfcZSdoTmZUGWOMoaoDN7d2UyfYaYC0wiIXwELYIsJyGpRtOYJ6C2IKLxPINmqCYqspuGlSU1FS8gI4EqiABCxuwYIAAJDWFdCSgpRb/Rps6lpjl742JKbKdKiQgFlwsgqDAVsp0usjvWIiAllmyD2GXv1fFDW7Zdf17XtmGFl8ZjmdteGVc3FkgMjkuAWGlPNHv0doqApcfLVXKu54Iv44zl25KdDZGZcMHCcSWF1eBKqX9QT/SezVqOr/9dQ+alvVDnYoBBQuxYl/lLNDpuVJ8Xa9fAwRCU2Qp3mPZr2JTZEByg0ZwbdQILtO+UQYxSSWC4NTzObhJ1BU3RS/NpKf/ewWpPy2A+7mzcJL7IL5ff0jWV45Lw6YfJ0sBLB8m6EQwfc0JNG9YAWHykJHeB9YUgTUHYK/FXcKZqIOIToxS817EXfTSxaoh0KdMftxq+pj3GAENsPe+NTTAWuBlowHWAoNYCA9hqwD7L8SesYlIbCG8Ne55yYRXVbVLMurDSnmhr0TcLKFXzekYX7keL7rZawK00araV1EvN5ST4gR0NsgsEYwuCAv+PIhu9UNRIbhowUEsI7ACqp779sKpeADipaABSdVFoq4sDZvWSMrFytIsiyM4Hz8Gl+YPI9VDHoREC5sqBRLS7pfCA8UlkZke3hvWw0X2d6lYCQkCt+Y0SwAs7bMIsPM3n5ESyr7o1KSC6kpmAMuHwPUbtyMpxZBtBPbYlZ1Ytm8qrkSfhaeLDxKT4uWoafKwUgSJaXHw9S6OjmHP477Q5uZcut4nlyNgBNht6PZYW5lFHYFNP3waYHN5M2W2uQZYCwxiITyELQOsgtj1EoldJxAbLHIC+aC0dqSxEN4SWV6yirwKvCYJvNYUeOVycVYR0Pwev0TxeT1+4RpOy/L1xcg4Wdp0QogkbNFztrJEZ01SA8Luor8PoXW1QNStFIBEKSGbWca9uf31lOhqohQJ4P3pIT8nS9Se36kNjb9V7cpdnHRcfH2w7I8/cEmcdQY8/ayK7ie7SjEBsaZyYWKU7J/I6Los0U4XSUFoyZK4JgUL+j7/PFJjpEwyywGLbMXg6Y5rV65iykcfiia1FrpL9S9eK88fz4IHci4CKl/fySJZSJaSs+ktq3id6ZO4Hqx0E+1b1EXUjTg5jrM8kLA8sVF/TvulmNh4jPtuA57r/z7q1q6pkri8JGkrRpK+Fm09D78SPuh2q4hBXgA2zZCKudvew5aTv+Ohst3QKKQDyvhXh9utggiphhSER5/A9oi/sPr0j6gafD8GPDARHq6Wd7Aw915wxP00wN57VjXAWuCO1wBrgUEshIewdYBVEKvkBDoSawu3J6UN1LxWD/ZAf8JrPvu45uaame936VosDovn7IUrMcqD1reIu4rMVi1TXLkQLFl9FCU9ndEyLBg+4omZIHpMLt+b2ygzSRGZxznRfJYtU0Y0267q5xAp1br/0AGRhaSiQb37BW4TESXFChJFXsIELA/x7R03+l3sl+hraEgIoiUCG3HxomiIPQUQ78PZ82dx8PBhVKpUCUePHcODjZsICMeLG0CsOv799Rtg+qwZ+O3PFfjgvYmoL6VsN2zeKODpLpW96uHylcvqmOfDL6giCMWKSalZJYX5txFg3WT70eNGYs/2FahfswL6d2uEWJGFzFm6TeA0Ta7HmG1OCD97JQWTJ32HGtWqwiDSmH3nrmP14SuoVS0IrereuaRvTgSW8P3pmpcReT0CLzb4EKX9q8h5pHhCasLtSmEqWcxFpBjSr8jYCHy7cwRSnBMwrPV0eLlZt0iGufeMLeyXJA9bnKOS8oBUVPx6s2saYDXAZneP5OnvGmDzNHyFdmd7AFhOzq/rj2P+urPyhltMfajqSKz1b1lqXpMkulcj2BN9O9QS033LJGzl15XExCfjGKUGEp2NFJsub5EahEik8NDpKCnpm4hmlQOUOwEjl+ZGZF1Eryw5LVKcYBD6iV61lIDrB598hDoCoVFRkarUalBgEB59pAOeGdAbTRs2lqIBUagiy//UjbqJJrp5s2Z4deRwPP1ED6zbuB6Dnh+Ibbt2KOB8bdSbGNj/BTwjZWWX/r5cwXJwySCcvXCOhWdxWrSwI98Ygb17diNS3AgIJozI7ti9C1cir6JyhUo4deY0Jo19D16eXndZ0zEZ53z4eYHl41jyy2zULxeHncduokbdx1BHqmHxfNSe8vUWHFgc9eS6zkcliNXdJcTL+ds1LI/y4uGbsZkDsDM2v40zlw9iZLO58HDxQkJK1gUa3GUbJsJ/svklZTf76sNTM72VOCb8YmUwNtrz8UHAV+zKrNnYB56XDxNsjGIrSYkq9nDvxn04T4zoW6odOXIEXbt2xfjx48VnuEu2h9UAqwE225skLxtogM3L6BXefe0FYDlDvwjELt1yXiyVjEuzullvBAxOBuX/WLuML/q0ryGRQjfrndwCZ0oSycBFFlEQoL0Zk4TDUkzhqERqg4u6o33dUDSoVAJFvN0EGlORIkljuYnKeksFre9nTkeElIItV7oMDh87KmVid6Nls4fUfXr0xHEMGzQUQ0e+jl/nL8LPkrQ1ZsJ7aCyVtWbPmotNa9di8mefYPEvv+CrTz5FnES4i4j9FMvGjhz9Ngb07Ys+kvC1eOkvaCHH7PJMD7zUb4CAtwvKi+XWwH4voPXj7dHzqf/gmhQ1uBkdrSp7Nbq/AXqKw0HX7l0w9q23UbN6DbGwutO/lQDl5eUFZylvPGxYf+zduxUj3vwArVs/InIG8UviBTB5jDZnETew/nA4riemon71YDSuEXzPmcktwO6P2ICv17yG0c0XIqhIOYHXWDm2IDrPTYCWOWHjAwG/0lQ5VAPcnL0QnxqN0f90Rpf6g9G80hN39em6jMnixYvRs2dPBYGbN2/GlStX8Nhjj1ngzsr5IU6cOIGxY8eqr3LlymHLli1IkMh2C7FQy6otWbIEVatWlTKwNXN+smy2jJZ7hOPAY4bICkB2TQOsBtjs7pE8/V0DbJ6Gr9DubE8Ay0k6c/EGWN+e0SvdrDcCjMKxVQzxVxFwe2/RcUkqCWzLoQgcOHkVTiIvCAvxReMqgSrRq4hEl5MFkqiTzQ5mqTe9dPkSho8epYZlkBQemPTxZAwdOAg1qlaX/VNFQxqL/44bgx9nzsV3s2eKndQGxYbDhw5DgkS1J0tVrvlz5uPLrz6XfyfAW3xfr169irfffxdPd3sSg154CUuWL5Vo7UPo/Fhn9OrfW5WeDZTqlAMHvICeA/pi/DtjEVqqFNwk0jpuwjg0adgI/5Gobo8+PfH28JEiJQi7C2AVFKrXkhNWrflbVjiC0bCReLQmxKro4CWJXB+9GI1j4v7gLHKRmhVLon7VkkqPnlXLLcBO+KsXwvybonPYy9JHY+SVoJoYFQ8XkXq4ysMFlR4GkWQk3UyAh5QjNjVPd2+sP70EK05Px9hHlwhv3/1wNXfuXDSQB4bq1atj9uzZePDBB0GI27p1K2rUqIGHHnoIBExGJhkhZVQ0PDwcN+Qholu3bmqMli5dqlxHHn/8camSdl1gf68CYULghQsXVLS6c+fOatz+EJ3zNZGMdOzY8XbE9cyZM1i4cKH6d//+/bF9+3YFsE2aNMGyZcvU/tyekeJt27Zh586dqp9nz56VaH6U0lW3adMGgeIRzH15bkZmH330UZw8eRJr1qxR1/LAAw+ovnEOYkRGwghrxugt+//777+jadOmqFDBmHiXVdMAe+/R0RrY7O6eHPxdA2wOBklvctcI2BvA6inUI2DpESCknqKH6f5wnBa7rgRxNmgsiV7VSvkiWMrb+omOlo0aWpq4G5fU/+0F4cZLoGPYiDekBPoFLPjxJ6mWNQP/rFsjgFlSasjXQ4O69fHf98Zg5tffYsbc2Qpow6pVx9IVv+HZHk8L1M7A91OnY6roY2/ejFaSg/GTJ6KBRFFXrV6FMSPfxtyFC5S2tbj4q4YIqIaKXIHR3vcnTcLUz7/ADon6Fi9eDG1aPIx/1qzGfbLc/2Tnrug98Hm8KaDM82WMwJJd+TCo3ASKyhK7JGWdk1KvZyQh7tSVWIgMVq7BB/Uql0S5oOy1kqZRyQ3ARtw8iY9XvoRXG01FSe+ySE4zRoldBFrP/HIQKTGJqNyznvpdxJpTiNp3EWEDmyD1lq+vq5Mb4lNiMH7DM+j9wBhUD2p81y3CaOfly5clstxayvL+pqCNsEp4JMTWkzk6cOAALklxiB49euDTTz9F+/btFST6+fkpkOTfCZWMhlI/zAgmt5k1axaeffZZ7Nq1Sx2P4Et4JVzy+3PPPae2PyZa5vPnzysIpj8uQZUgyX3279+voLOM6KgZVd+wYQMaiaUaZQ6rVq1ScFu7dm21XfPmzfHNN9+gd+/e2LhxowLWEvIgw+vZsWOHijQTlHksf/EI5n68hvSNfXnmmWfwzjvvoFOnTtm+pDTAaoDN9ibJywYaYPMyeoV3Xw2whXfu9ZVnPgJnpRIYPWdPS1WwRIFZb3E2CC3mhdIS9Svm4y7JX27KNoxZ+ikCtalCs/TvpVYxRVwCfH395O9uOCbSAUbAKlWoqFwBKAkoLtG32LhYVWmsmMBF+MUIFC1Cm6gk9W8egxpNRtnOSOQtOiZadLXBCkRefGWwgHBdgbC2KB9aWrkNMILnV8wf7qKlPSIwS11lZbHWipO/EaC8RR7A5DFfSdRxczNqll0JrOIswEhhTEKKWJEl45JENc8IsF4XKBR3YpQsXgTVygaggkC8uxn+vrkB2NXHF2Lb8T/wetPpSExJkB4anw6cxeUg+vQ1HJ+zC7Vfewjufp7Y98l6FKtZEqFtqiBV+m1qnm7emLrjDQQWL41udV65a2IZSf31119RsWJFJZkgzJaW4hEmKGSEkxpVRkfvF7uymTNnKihl9JPQWFfGnaB76tQp9TO34zEZEeUSP/WkhE53cZNgdJRjS0jlPDKqyoccQiMjpS1btsS8efMQFBSkwDNY5nfTpk0qYlqrVi3V97JSSjgsLEz9/PPPP6vIMf/NSDLPv3v3bgWqf//9t4qu8lzsZ4S4WxCY169fr6Cb901m+lkCMa+ZgJydBpd90ACrATZfPy80wObr8DrswTXAOuzU6guzwAjcFKnBOXE0OCdAe1H8ZKmR9ZQSx0XdnVFKgLakrwd8BWg9xHbK28sTTgK2BmWnJQAmUMmleToQEHbdBCiTZBnYVaytmH1EUCVc8Luyu5K/mUp0EjAIQ1yo574uYrU1XaQH9evUxf3iF5sgy9+q0IZ8JbPYhXxX2ytXhGQ5F4s7cM1dvuQcifGJIr1JQZzIb6Jik0QPHI+rEtmMlwhrsuhL/f28UEasx0Il2lpGKp7lteUGYJfs/QxHzu3AiOazpI//Jm7xWpzk4eHAZxsR/FAFFK1UHAe+2Kiirx4SGTfqYI3NU6rhTdv6pvwAvPDApEy7P3/+fBVBZdTx0KFDCk4ZQeXSO6OVlAEwUsll9WnTpilAJHAyskkgrSyJd3xAoLSjePHiKjrL5fuffvoJTz/9tIJJgi2jrITj+vXrq4cMwiXbYXGV4BeX9AmzH3zwgYJNHoduEwRoRm9DQ0NV39q2Fc9VOe+ff/6JKlWqKID94YcfFGBTYkAZwvLly0UzHSdR+5sqcsy+EKp5TQRY9ofAzq/07fTp03jttdcwePBgPPzww9lOtwbYPAIsX5wBAQHZDnRh3YAvFC5/cPkhfRsyaQ4+n/kbzq3+CqWlNGdicoqqAJQsb6pGhf7djW+qfJKjDitQMl5T5Q1SN8ccAQ2wjjmv+qryZwQSBGBp0XVZAPDK9VhcE9/URElqoieqMC28RB/sL5IDX1n+pk1XUYFbL4FaV4FeujgQNNN/v91LsuatyOOd8oR/r8OJIMT3YgKy/JpgS6tWanT5c6osTbNIQIxEURlVjRY5wA2B1Wj5d5JsFy+WYdzP18cTAVLJrKQAeKmAIijhm3UWvDkjmRuAXbTnYxw7txMjW8y5A2B5XlcZy7O/HUaiSBqKlPbFjSNXUeOlxkiJu9MSjAA7dctwGDxS8VKzKZl2mdDIKCojq3xAWLFiBY4fP66isK1atVJRTVpKERa5bE8AJFxeFHszRkupGeWy/31iWUYgJDQyGkp5AqGXEVD+nVFVgialAoRJHo+Nn6mEZGpx2ebMmaOORSsramB57mrVqqFOnToKTAnP7dq1U9BM9iHYMspL+YMpkksgZ1/YR2p4Cda8FvaF5y0in+GM0HIFIH0jKH/44YdKRtCwYcNsp1gD7L2HKFsNLAebjTeGts+5eyD5pMqlJ+ppMgqyNcBm+9os1BtogC3U068v3gIjQAlB5I0EXJWEp6joBMSK7CBelubjBSBjJXSWqKMAACAASURBVIJLkPGQZXg3ibISZCWoqL7kR/kd9acsOOCswNZF3stV8YVbsQUFprcBVX4W6QEjpsKp8nvhWflbipIySAEEFmdQtkxu8JZCB16EZ4FovyIeKCERVn4VkX9bo+UGYP84NAP7z6zH6w9OvwtgnWXcEgRej87criKuZdtXQ8D9oUiV8U3fmMj17Y6R8BaAfLaBMZlON8uNgAbYPAAsn3T4JKSWFHT2caYjyWUoLn9Qc5O+aYC13IvYEY+kAdYRZ1Vfky2NQJKAF6UIcQJdXMbnFyuIxfO7QCchVWXYy//4xYiqKQrLiK0UPlORWyUZELilC4SnRHU9xSnBUyK/nuIOwK+iEvUtItBqC/4cuQHYw5e2Yt6W8RjWZLrojX0FwtNFVwn64t+7f8o63DwZhcYfiJ6U+l0BeVNzdqJcAvhwU1+0rvkMmpTPPinJlu4Pe+iLBtg8ACx3Nb247WGyC6KP94J7DbAFMRv2c04NsPYzV7qnegTsZQRyA7CpaSkYtewxdKn8f2hSppMYIdxZwMBZ9MWx524gWeQQ/lIKOL32lePh6eqNw5HbMXXXMIzr9Ct8PPztZZjspp8aYHMBsMU80sSO5LKIoOvazQTbakc1wNrqzNhGvzTA2sY86F7oEXCkEcgNwPK6/zw0E+uPLMHolj+JqJfyiHQSASbEebgoX9jUePl9uhAzo6/ubh74YH1flA6sgmcavJXpMDLpiZZTTKhi4haTtrJqlOQtWrRIecXStopa1Yzt4MGDSrea3bEy7sdkvX/++UcldNGRgMdmUhV1r5QAdujQQSVxUaNL7S1trpgDxEaHA/Ytu+IHlr6XNMBmA7BTZv2O10d9jRNbZsDPPU3sRa6IuNpylScsPaH2crxhU+bho2m/4Oyar1EmOEAncdnLxFmpnxpgrTTQ+jR6BArRCOQWYJNTE/Duih6o7t8YPeuOUhn5aekhNpOxcxZthbu7J1Yc+R7/Oz0LY7OIvv4iVc6YBEUPV5MrAHNGmOCUWUlZJncxqYvwyPfIjElQ7A6LFRAwmchF4CRklhJ/XiaIMfGKVl2EWyZFp290DaAkkvZV//vf/267BjRu3Fi5JNDBgPvRO5b/JiQ3k3LD3O+9995TkPv8889b9W7SAJsNwE5dtAovDfkIi+eOQbdWxiw93fI+Ao8PnoI/N+7F2b8+Q1CAnwbYvA+pQx1BA6xDTae+GD0CNjECuQVYdvpy9DmwItcDIY/jybDX1HUkCtgaWNI2XRM1MNxdxLJMEuD+PD4Ly499g6GtvkalEvdesWXxAoIqM/OZDP7dd9+pI9KqihZWGRsjonQSoG8sI7a0o8rYVq5cqcqwElpXr16toJTRUxY8oAsAc1J4Ltpm3avR15WVvOhQQL9YRmXplmAqc0s3BL5HM+JKayw6DdF1wNplcDXAZgGwkllpOBNxBU17jkFsTDxe7dtJakF7SinmO29cm3hl2ksnRPB/4Ng5zJ39O158qRu+HNlbnmilkgxtV7SNlr3MYr73UwNsvg+xPoEegUI3AuYALAfp/PWj+HzNYBR1KY4eNV9HRf86d0Uw0ySB63z0ESw++AlORx/Ay80/QbWSWQe9GIHlkn+5cuWUdys9YQmM/HdmTZXRFVjkPoTZPn36qIho+ka4pAUWoZgVsGhxRYssLvEz6krw/f7775U/K+210jcWoGCBAgIyCxnwPOwP/Wn5xfK1lAsQhJ988snbRQqYpE1f2l69emUaFc6vG00DbBYAm5CYZPBwd8OaHYfxyvszsWfnYZrbKbNn3cwcAaax+nihb/dWmDzsGfgX9RbD61Q1phpgzRxTB9zNEQCWnoiMWjAyQcsie2v8YFRLptJ3XgMdRXLSTB+o2V2zKcEzu+1ycs6M27AP/DDm8iwjSbrpEeAImAuw3DcxJQ4/7/kUW0/9gRJeoagSUB/OaUanATgbcPL6foTHHEPt0OboXnco/LzudN7JbAaoJ2WVK5Nedfbs2cpjlfBIWOVrxPQ9/f58LRJCWXDAVCjC9HdKCFgxi4DLCC0lCZQnUD7AClgsBTt16lQFsPy3yUGJnu2M2FIKwApbkZGRSkrAYgh79uxR/rLsF2UMjOiyMYJMmQK3ZQWtkSNH3uU4lJ93niUBdreUPGaVOUI+i3u0FI1xTqqB5ef15eXYTgRYHoAQe0MisOcuXr3l96oB1uyBVX6A7qhcJkgdggUM1GhqgDV7SB1xR0cAWH5I8M2eyRaENEZA2KgdIxjyA8WWG9/IGW1hwghNyE2WeNS83avv3IcfqNwmu5a+ulN22+b27zz20aNH1W5vv/12bnfX2zvoCOQFYE1Dcj3+CvaFr8XhS9sQFRehmMDfWyKegfVQJ7QlShQJzfHoEQBZSYuFAvgeQYBlJJavtV27dikYpM6VRQTYeE9Tf0o9K/ej1pWRUUZJ2datW6fA9fHHH1dlYFlWlq9fU0UtyhVY3IDwy8pZLEFrkhIw2sqIMLWzbCyYQKAluPI1zcSuxYsXKygmEPOYphKz3Jf9eOKJJ3J87ZbY0FIAy/eLs+eMIM73ML5/1ZMxN+mSLdFXax/jNsDyxCyBlzFUb+0OOdL5WGaQPoO3mwZYR5rePF+LIwAslwO5jMcqNLwe07IgkzCYEEEdmq03ZiWzRCWXC9n4b1PN9cz6zg/hl156SUWUsgNH6v34gczSlfnRGP3mcuqLL76YH4fXx7TDEbAEwFrysgmHTNjiFxujmIRMAizBk5FPvocwosrG33H5npHTGjVqqJKwfDA2vZdQ50r5AMGXD8n79u1TPxN0+dDJ9yFWweJ5eE7uy+3ZuGJBGQDhjdDMlQtGIOmUwPcuHuPMmTNKF8vXOVc3TO9p7Af3z0yTa8nxyngsSwGs8bjGEscE2FPyEBAk48Jgg722OwDWXi/CbvqtAdZupsoaHXUUgKUVDUGNkQt+8JgiIKwXPmDAAGsMZZ7OwXrnjEqwtCOTNRiFGTFiBCZMmJDpcVmGkhnJXBqlji6r9sorr6jEEtZqz4/GD2/q/wjUuukR4AjYGsBmNysEXEKULpSU+UhZEmBTJQeHYE6ApSyilMglNMBmd4fqvxtHQAOsvhPSjYCjACyX2LgsN3r0aAwePBifffYZHnnkEfTr1w/ly5fHu+++q6Ip33zzjbK/YQYxoyy0p2EdcUIYgZDRkIULF+Knn35SNdKHDRumIin53QiwjNb85z//wRtvvKE0cYwes0Y6+8qEj6+++kpdB6NAf/31l6rr/s4776hozIIFC1REp3Xr1sqWh9sxukN5xbfffot58+Ypv0lGqT/55BMV3eH1cp8hQ4aoZU5zmwZYc0fOcfezN4B13JmwzJVpgL33ON6OwPLpx6TXssyw66PwSeeOpBANsPqmcFCApZSAsgE+1Y8dO1ZBHbN5CW3MKKbujbo0LvktXboUb731lvJTHDVqlIraUrrE5AiCb/fu3RUQM/uYx8rvRoBlFIjatgceeABffPEFhg8fjo8++khdE4GUOjrqfPnFiAVB+/3338fQoUPx6quvqr5TJsClUOrzGI2mfo82PwRZSg24DaO6v//+u7L9CQgIUFo/Xj8TyMxpGmDNGTXH3kcDrGPNrwbYbADWFLpnZCBKltKMGYGOdRNY82ooe3WXpLiQUiHwk8jTbYjVAGvNabD5czlSBJYJE5QOMPv35ZdfVpDHKGO9evUUzHIJnRo3bnPt2jXMnDlT/Zu/ZyLHtGnTFEBOnDgRr7/+utK9cV9mK+d3I8CyQg/1bkzq4LI/o6YEbCaeEFRNxur0hKSejlFigjijttTQEcA//vhjlQ3NvzExhGPAa6RTAysL9e3bVyWc0G/y4YcfVsfmewPHy6QPzO215ifAMkLMcaGnJqGIUXR7Xm7M7dja6/YaYO115jLvtwbYLAA2MSnZQIA9dEg8106dFG2Em07kssD9zwxKF9GZMBkkMLCkEWI1wFpgZB3nEI4EsARQPvgyeknpwIwZM0Cj8K+//loZgTOCyWV1QhBlAz/++KOKTjIaSYCdNWuWisrSMmfLli1KYkBYogQhvxslAaYSk9ST0qiczgqMpNJeh5FV/p62Ovw3ZQOMODN5ipIBRmUJu7yeJk2aqEgz+0+YZRSWuloCLPcnxBLoO3furBKvCLcNGzY0+xLzE2ApoeDDBq+ZPzMZhvNjWlkitHPO+eWIja9Pe0xq1gDrWHejBtgsADZFChmw7Nr2bVuV7qt6jTAVDTC+KTnmG1P+3t6sVSKZlvLGv2vnDjWWjRo3UW+EHE3tA5u/o29PR3cUgKV2lUDHhzTCHvWkrLLz5ptvYv369Sp6x9eBqbQjl8+Z9MX9CHN79+5VAEt9LJfkCUvMKp48ebKCw/xudB2gUwAjp4y+EmAJa0zm4jVQ/sCIMGHu//7v/5TUihIHAjolD/w3YZV/Y4YzI6yEXMI6I7DcjlpeRp+pp6X1D7WvHC9GnceNG2c2KOUnwDLqTIsxRpkJ+YzE0mqM88mHEPafDyWOmHxDSOd7dlhYmN35ZJoDsLxeU3IP55XZ9tbQn2d8bTPqz+BPZiVm8/t9wFaPrwE2C4AVfjUwCrB/3155w24Fdw93eTM/dmvZW+sIcntTGw3RPVGrZg3Rth3A6TOnJQLVUr0JylBrgM3tgDrw9o4CsCzpyCo4fOg1Vb0h8DHTldcYHh6ugNQUueN2jK6a7HT4gcXtTfY0lDKZgM8a0084I5DRm5K6VFNj/9hP9pdL/7w2E6zRroeekHRZ6NmzJ3799Veln50yZQrOnz+vkr24n6mAAT+YeX2m2uzU3MbExKhymHlp+QmwdE8gjNevX185LjCyTFkH54sRa1p40SeTc+yIzTSPfBCxp2YOwPIBjq8BPjDyYZJJlJx3azVq5/mwx77zdUH7LN2MI6ABNhuAPUWA3b9Xsmjb4pJER04ePylLXxUVcOmWuxHgh5a7RCVKly2Dg/IBcEaWIZtrgM3dIBaSrR0FYOmdyMicvbb0LgS5uQYmpLFmOx0JWNWHMgJrm4LnJ8BmNxaE26pVq5odPc7u+AX9d8IUI4GMPNtTMwdg+TCWPqpO2Q8fsqhR5z3NlQauQDDYxQdSAi5lQXygo56bvyOEcnWFsjmuqlArTnkMI7p09mBjidcLFy6oxE4ei04k/Pv48eNVYQI6cvDhiHIcrt7weJTe8AGXqxuM+PP4dAfhfvwbt+Ex2R86ojCR0pGaBtgcAmyr1m0QcfEy4mX5rE6d2o50D1j9WpjIdeDAfpwVU2QNsFYffrs4oaMALEsv8kPMXlt6H1h7u4aCAlg+qBNgCQumqLK9jV12/SWQEV4LA8ASJr/88kv1Ou7UqZOyeKPTBh9QCK50yeAqIuUv1HlzxYErFoRKyoUYrSfEUrPOBEb+jRDbtWtXZZNHKGVklQ+7BE5Gtxnh5Xl5PiaB8jtXOgi3TKjk+PO83JdRcB6XGnKeiysbhFqudHBFgLp5PkRTT89tzHX1yO6eKIi/a4DNBcBevHQFMfLkVa+esaybbrkfAZXYIEpYDbC5H7vCtIcGWNuYbQ2wuZ8HDbC5HzNr7WFOBJZJi0uWLFGSFlak4zG4skD9MwGS5WAJkZx3Qi5XHp599lm1DfXtLARCyzwu/VMf/tRTT6koKaOwdOughIigWaFCBfWdEVbKjqZPn44ePXooOGWpWFblIggTcKlD5zkpJ+JDMmU7jATT1o4gTIhllSyTbIlRY+rNCdT8u6M0DbB5AFjeRLw5jdZaWhOb2VBybLjUZNLwaYB1lLeO/L0ODbD5O745PboG2MxHisltjJpR20uAYRIeE9tMnwOMvjFC56ifC4QoaqALQwSWUU1+zvN6+fNDDz2kSiqzOh0jokzoI0zyfiBEEmCp/V63bp0aHyaCc19KaZiMSecKOowwIssyrbxvCJsmH2jeS5QX0KWE5+D91aVLF6UrJ8DyM5RJ5YRcguvGjRvVuZlgyeIgdP8gDPN4a9euVfcgC4kwOZQgnFdteU7fO6yxnQbYPAAsEyr4xEQ4c1S7lLzchHzhcLmFLy5TWUkNsHkZ0cKzryMALF0E+GFhDbeA/LozqPO7evWq+tC1t3bw4EEFEbTksnTjsizf/7l0zPd/Jm2xyASBggluHDNCBu9ji382OHvK5TgbL8mQIl9Jlr68LI/H93UudRO07C0j3pwILPWjBFXKA2j5RihlRJWRUc494ZIaWS7xN27cWGla6dFMmQAjpJQZ8DsTsXjfECYJnfxMZASX7hvu7u5KUnDixAl1TMIupQiUDjBay2AZvZGpvTU5mxBQqZvldzp9UDNLezvux+OxX4RnMgr1s8uXL1fJhumTMa164+TDyTTA5hFgeaM40g1h6XuMliN8cZs8KzXAWnqEHfN4jgCwjMTww44RFotDjBWmnaBCgGX0iQBrcg2wwqnzfAr2nfpCVvOihZel244dO7B582YFI9Q+chmXMEGI4RfBgQ8vlvdKlQSC5AiB1gT5kp9dfAHXQEtfXrbH4z1hKr6R7cY2tIE5AJux+yYbMT6smNxE8nKJBEx+8WHoXo2gyyQtU+P7CT9bM9OzMoGL22d1vLz015b21QCbR4DlTUWxtG6ZjwAjsHwz1wCr75DcjIAjAOxXX32lvELr1KmjPlDsrfG9jUumjP4w+sQPbHtpBAtGsxgpoy7Q0o3AQVCgxpHjkrFaGCUEjJhZvknRlzM9gLgdArAyHwHPAUGTLH+abI5YmCQEVh9cfcIcj4AGWA2wOb5ZzNlQA6w5o6b3cQSAZQSWy4FMoGAkjtESRk1ul0+2g2k2SQiYvZw+msgs5+wisowAcR4JwAXR9u/fD0ZKWY7Wmo3RsWNHjyC0bAWs3H0ON2MT1FjVrhiEepUtkEBzoiMQs9UIsCX6AqU/s+zlJclxr11W1RFV85cAjfud0cHC5EJg2cHVR7PkCGiA1QBryfvprmNpgM3X4XXYgzsCwLICF5eRCbCM0jHBonfv3iqhw14a9Xx8DVPvyKIGjGwy4YTZ2Nk1Lt8zUkcPy4JojB7TLzM/NLBZXQ8B9vTJ4/DyD0aDQbNw4exVICEZQwa0xKcD2+Z+KM4fB/ZsEKCUogjusnvIDClbeBhIjZMIbG8B2E9yf8ys9ti5Bnhd5kzkcQpixy0AGtzpZawB1rJDro9m3ghogNUAa96dk8O9NMDmcKD0ZneMgKMArMkHliDYuXNnVXqVyT4m5xJTRSuTvo1JGox0muxvOChMICko6xu6ELARRulL+dxzz6mkE0L42LFj1d8y9o8aUM4ffSe5D6GdEgommjAKTQhmdDaza7Xky8AaPrCMqDMhhxIpU6Iqr+HUiWMCsKXQeMgsnD0XqQB2aL+W+Pil1rm/xGXTgTEDRO8qiVvF5eFnbGWg6BUg6Wb+AOy2lcD/tRGAFc0lAXbyMqBxuzv6rQE299Oo97D8CGiA1QBr+bsq3RE1wObr8DrswR0FYOnpyCSuN954Q0EobXA++ugjlY1MmxxWx2GlHHpK0rCc5vcsXckyrLRhmjZtmsoyZhYzl/GtbVtEgOXyN4352YcXXnhBSSAI42PGjFHXYQJT/m3NmjUq8YvZ2Nye+nda91APHB0drSyHRo8ejcWLFyvg47UScGlHZelmDYCl0wEfTpgHQe9PjhW/zpw6AU+/IDQbNg+nTQDbpzkmP5/7ohZOv8+E84QXBGA9ZDlfAHZ0WcBHlvgFYA3Fn0NayEcWHTqnHf/AeWh7AVg5nwBs2oTFMDQUoE3XmAxFeYy178e8Xqglkrjy2ge9v+VGQAOsBljL3U2ZHEkDbL4Or8Me3FEAlsvtlSpVUjrMqVOnYsiQIZg4caKKTH7++ecK5BjJZCSPVkxz5szBsmXLVAY9AY8G6n369FHyg0GDBikYtGZLD7CMErMPbIRpgjVhlsbsM2fOxODBg5XvJCOro0aNUiBLQCXMbtiwQTkZfPHFFxgxYoQqLUu7H1r70Orqs88srOOUPloDYKmzpVSEDx6cJz6gMCKdnBgPg4cvnpi0EhcuRQtspqLv47UwoVdDRMfl3PbK4OENv7/nouT3/xWYdIfBvwjSRobApViUuBHEINq1KyLcx8HZYBmdcZpnEfjsXImQD/qJu4ExAhvxypeIbtAOzgnGc9DhgVH2ypUrO4SNlpOU1lm7YTtSDeKX2qKxNV9e+lx5HIGz5y9i9brNeKJzW1nVclKrO+Z6L6empqiHTx6DKwylxFnEnuReGYfSKTXNYDglHzT79+8FS8lmrMRFH0DtQpD1HagBNo+v0EK6u6MALKvv0A+S8MqoJQ3MaU5OZwJWxiHEfvrpp0orytcKS1bS7JzL0pQR0IKOsGiqrEPDdGs2E8DSRJ2en4wMM6pKIGeGP39HWQElETRPp/yB10X3hbCwMFXSsn///nj11VcV5NHgnfsR5OfNm6eulUbtHAdLN2sALJ0OqLOlVIQm9pwnyiXOnz2tNLAPvvbDHRFYSghSU9NyfqkixXBa9j2cJ4qXLSOwxSQC+9/Sd0ZgQz+VhC5xJ7BE4/m2/n13BLbJI6K5NZ6DgMAPeFMENk1qg0fFJCBFrstNZA7Ffb2k1iJdvjIv8EPILygz/UwjsNLPbTv34lz4FXR7rK3IX2557FpiPPUx8nUEtu3cj+MnTuHxR1tpgM0w0hpgLXDraYC1wCAWwkM4AsCyXjqXWKl7ZXSSVlSEqg8++EDVQ1+1apWSCDAiy4dhRrUYyWR5SZqkM0r54YcfqvKUjHYyGYplJ63ZTBpYQjh9T2msziXzDh06qOsZP368kkjQVoqVgBhxJdzQG5WlMgkxjLy+9tprqF27tqrjTsP1cePGqegzr5VRWI6DpZs1APZefTYlcTV5ZfZtgH21bwt89KIZGtjfZwHvUwN7N8DmSxKXSAgwWJLNbkkI8MEvQAYJQXoN7OXrceg6ZjEunI+UBL9A/DFByp/+/afENZ3VgxqN/KkRZvEDPtBQT80oF+8f3jfe3t4KaH/66Sf1/cEHH7T0rXD7eJkBLPsQFxeLNRt24OLlSJEaGwGWNrtszs5OuCq+t85OznYnmci3gSzIA98yx+CDk6fotJs1rSfvNYG3PXl1BNY4ORpgLXCTaoC1wCAWwkM4AsD++OOPKorK6Bwr4ZgadaD8PaGUUUrKCehSwA9SQh4jnPywZ8Ud1mFnNJMA0KhRo3wwxs/65iLAUrvK0pbsB/tISQTLWLKxShF1sHQpoI6VlYBYA5595fIb4YX13/kzpQaMxtIVgNrg++67745rtfRtXlAAm96FoOnQOXkH2N9mAuOftx7Abl8FDJGkLRPATloCNLrTPSE9wF6IjEb1ftMQc/wi/KuG4Pz8/8POrRtx7ny4WlVgsR9G3fkwxxUI3iu0VuMDDu993kt8+OHDDJP7WMUqv1p6gOU5GDHnPc3XImU8N0T+kpJsXEoWhBUKANxESvHToiXi9esmK7GtBWRFF2yi2/zqqD7uPUeA/OokDxMuri4o6lNEPQC5ubmr1XCuAGmA1QBrsZePBliLDWWhOpAjAGx6Gy17nTwCLMuiMkHJ3EY3AkbXCDKMwFJykNH439xjZ7WftQCW4EMIMjlHOB7ALhWAvbeN1uXrsej8zmKES7Ja2fKB+HPC09i/ewf2SNSe9w4rVTIhkQ9CtDbjQ5upmhX10kxkrFu3rpKS8MGNWuL8ahkBlnNlqlxF6UdKSjJSU1JvAyphiNHihQsXwcPTHW3atFXGDPZYWS+/xrQgjkuAJay6CsSa4JWfGXmpfKc1sAUxkzZ+Tg2wNj5BNto9RwFYk42WjQ5ztt0iwLJsKHW7eWkEvJiYGFhTw2sNgOV10U2CJWUJZqZGFwLvYqXQaPDM2xHY1/q1xJQX7gTBHI3pitnAe/0zj8CWENgL/ThHh8nxRjtXA4NooyWSBS6nT5gnACvuCYxKOjOxy0tpthlVZ1SV0ciY+CT5s0HpR3283JEoUE/wIzBSJ02IJSjydc1GgCUcmirU8eGGPxMM+XN+tYwAa+oL+8P+mVwk+HuThpeRvXnzFiiAfeQRcWe49bf86qM+btYjYIqwElZNX7yv+Htzo688owZYfefdNQIaYPVNYc4IaIA1Z9Qsv4+lANbyPcv+iNYAWMoqVq5cierVq6skPcI+v+JibsLNJwAdxizHuYgbQGIKXux+Pyb3ewCx8nNOm8HNA95/zobvl68LPNKFwAdpb4XCxV+KIyRFI8G7B677ToKTISGnh8xyO4NU3PLc8Tf833laXAg8YPAqAsOw2nCuJsvpCfFIcmuC60VGSKQ0UqQAoXbtQpB+IAirpspy6aOrBCK+F839Yb7IG9xF+91RQZKOwFrkdsvTQUywyu95ibyaOqEBNk/T4Zg7a4B1zHnN76tyBIClBpY2WkxWsddGX1cCWbdu3ezuEugQwEQ5JsPlV+OSODXA9Lzt0aOH0vxy2fxeAPth36aIE0utnDaDqzu8/5pzB8AaRoXC2U8AVmy0EryexLWiEyVdSsq/WqClCTB77liJYmNuAWyRojAM8YdzBRZjEID1bIdr/l/hSuQ1lC0d8i/AmjSjFI1KZIzRVEbc6VSQsXHM6M6RETqYxEhpCXWw+dUyi8BmBNn0/zZB0rz5P0q/PJSNnQbY/Jqd3B/XNBd5ibxqgBUTa90yHwENsPrOMGcEHAFgv/vuO+UuwAQoLk/aW+McbNu2TWkXuUTO5XJ7aYQj+ury/Ye+s/nZ6PvKpfT04JWphKC/SAietyMJgZuAZBFf4NWSQLlrQLz4wPp3kp9n4vyFCEmgEY9auW7cFLidPBgIPw2UqYzUkdOw4OdfUUSAj9ZptIJjQiKTEwn4TNziPdW8eXP1bxaBINAyks0kQCb6UX6QHy07gL3XOecvWKgisB3FPUQWqnUENj8mp4CPqSOwBTwBtnh6DbC2OCu23ydHAFgWH+AHJrOs7Qn+THcHIWLHjh2qMAEBpyhP3gAAEYZJREFUlpna9tLYd1p6sc9vvfWWVbvtMElcmQGs36NAeZbHvQA/Xx8jwF4Nl8oWjYATF4Bq5ZA2/yC27j2Ag/v33dY9M1OcTgQsQ1ytWjUFgPwd3QzoXtG2bVt1r1FbSymGSStr6YnTAGvpEXWc42mAdZy5tNiVaIC12FAWqgM5AsAuWLBASQiaNm1qt3NHP1ouiXfv3t3uroEWZJQQsMStNZvdA6zJBzanABt1CWDp2dOHgUq1gK9WY8v+Q7hw7qx6gGOyV7169VQEltFY2rDRuYHJUXw4okMBXydMhiPctm/f3iKaxszmXAOsNV8J9nYug/L+5cPvGVkJoLesrsRlb3No4f5qgLXwgBaSwzkCwNJGS7sQFNwNa40kLl5dVFSUijSWLVv29sWeOnFMuRDcs5ABk64ixV0g+bLsI/ISHzHvLyqZ/5k1a/vA7lkDDJSCCzkFWCnBiYtnJalMrkmSwFCqvNG9QBp1rXQhsIRG0RJ3kgZYS4yiYx+DAHta/K01wDr2POfo6jTA5miY9EYZRkADrG3cEtqFIOt5oCE/PW55v/bq1Utpnfl17sype5SSbaPsppAaBeeTHUVXul/8mpJgKDkMhlIT5WR3lpk10Cpo+Qw4TZAochalZMVaPwc3jEDlrSpG9OjnuehpyvyrYdNWYvchkQJ4eqPxzb2YdGSy/EEsrzJqYEVCkFZ2phQpuAB/P6ONlj01DbD2NFsF01cNsAUz7jZ5Vg2wNjktNt8pDbC2MUUaYLOehz179oBjxASuIUOGqKQ9LpUnJcQhzc0HT3z4Dy5cvCnRyVT0fawm3u/ZUDxTxS8VUSiTNARuhhMCsMm44dYTl1yH3eUmkOrhiWJ/z0PJ7/8r8EkbrSJIGyk2WsUkcSolBtEuXRDuOhYuTvHZ3zAGJhLeqo8qZwKrGUmZ1JRUA7pN/J8UHzgvAFsUD7kexVr3H6XPkqzkXRRprwTCpSKtwOIR59IC4e4TJbIaLQlaFc2y0WLEmnrYgmgaYAti1O3rnBpg7Wu+8rW3GmDzdXgd9uCOArBBQUFo1cqMzHMbmVkNsFlPBPWu1HMSWqnjNPmJ0oXA0y8ID772g7GQgRj9D32+DaYMaKEQ0gnxcD4mCVHxB40R2MDBSAsafddSO4/nLIUMsozAhnx0e787ranobWoCVjnphZFyvr3GCyraEgh641Y2vRNavzkPa7YITHsVRXunI1iROlfkDRKezRCBNfh2lAjsDOVCcDsCmypwe2mKbC8RXI8ySCv5Fv5ZvUGuK1VV2KLjQEhIiNJSM6lu06ZNKnLL8sqUFrBwAf/9119/qb8/Kpn+lvD1zGzmNMDayBuLDXdDA6wNT461u6YB1toj7hjncxSA5Qc3E1hoks4PasIOPUOpDWQteFtvGmDNmyFqYL38g9F06BwjwKYYMKxTZUzuXk0im3JM1zhZoh8l0HdMvouHa8khoh0dk/nJcqGBTUxORYryZBUJq1TFcpdSm7fb8UeAmLXGfxbrIXZYs27/6eE3fsDqzcezBVhk5kKQchE4KpW64iWJy7sWUitvxv9WbcLNG1HqfieElypVSrkO0CqLD3WMwhL46dXL1wcTt5h0t3z5cgwePDjfvGA1wJp3PxemvTTAFqbZzuZaNcDqm8GcEXAUgKUPJv1ICazMtqbpPT+sZ82ahU8++cScobHqPhpgcz/cmboQePhihPN6TEheKkvxUiq1fJBk7hcV4BO4TYrJGmB/nwm8L8UYMtHAIqA3UNp4HyWnpKH/lN+w+3A4DAKxj7UMw/i+Lf69gBNdgFiJjLL5S2GKslPVj8y8bjU8LwAriWgnOkuhgyNyPTWByn9i0+Z92L59q3IZCAwMVLBKmKWvcO3atW9HjPn3+vXrK59Y3muUYPTu3VsDbO5vO72HhUZAA6yFBtIRDqMB1hFm0frX4CgAy8gTK3ERanhNrFBkisTag0WLBtjc3/v3BFindZgQv1iAVQC2QinJnJIqVTkBWCkli7H9swXYJIm+Nho8E3t2nJIksTQ80bUhFr3dNf8BViQQiNshkWQpdODsI7KDhrh+PVrZEbEwAe/z0NBQJCYmqtcAf8/XAWUChFr+zsfHR1V8o5aYKxT51XQENr9G1nGOqwHWceYyz1eiATbPQ1goD+AoAKtttAru9rWGjRbf36jp5LJ4rVrigXqrUQNbpHiIAspTZ6XsqykCm/iLEWDLB0uFK6lyZQLY4KGiSR19e/93567HxcuS/OVZBJ2vrET71R8KlIocoJhEbf9bWmy3JOqZJH8P7AuIBpaNctcHh87G5p1GgO3ZpSHmDJfKWaZ2UmA2Zr3xX8WekKpZ39z+U6vh8/DPJpEzZKOBNVXiuhB+ET5FvLQLQcHd3vrM+TQCGmDzaWDt8bAaYO1x1gq+zxpgC34O2AMdg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Name="footer"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
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<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Normale Tabelle";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0cm;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri",sans-serif;
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
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<p class="MsoCaption">Abbildung <span style="mso-no-proof: yes;">2</span>: Beispiel einer Diagramm-Datei</p>
</td></tr></tbody></table><span></span><p>Um die Entscheidung für das passende Tool bzw. Dateiformat zu erleichtern, finden Sie nachfolgend eine Übersicht über alle Formate, die online erstellt werden können. Die Bearbeitung gängiger Office- und OpenDocument-Formate ist ebenfalls möglich. Für unterschiedliche Einsatzbereiche ist der jeweilige Funktionsumfang der Tools angegeben. </p>
<table border="1" cellpadding="5" cellspacing="5" style="border-collapse: collapse; float: left;">
<tbody>
<tr>
<td style="width: 12%;">
<p><b>Format </b></p>
</td>
<td style="width: 12%;">
<p><b>Text</b><b> formatieren</b> </p>
</td>
<td style="width: 12%;">
<p><b>Bilder</b><b> einfügen</b> </p>
</td>
<td style="width: 12%;">
<p><b>Tabellen</b><b> erstellen</b> </p>
</td>
<td style="width: 12%;">
<p><b>Diagramme</b><b> generieren</b> </p>
</td>
<td style="width: 12%;">
<p><b>Formen zeichnen</b> </p>
</td>
<td style="width: 12%;">
<p><b>Kommentar</b><b>e</b> <b>einfügen</b> </p>
</td>
<td style="width: 16%;">
<p><b>Besonderheiten</b> </p>
</td>
</tr>
<tr>
<td style="vertical-align: top;">
<p><b>Textdatei</b> (Dateiendung: md) </p>
<p>vgl. Abb. 1 </p>
</td>
<td style="vertical-align: top;">
<p>+ </p>
<p>(Hervorhebung, Überschriften) </p>
</td>
<td style="vertical-align: top;">
<p>+ </p>
<p>(Feste Größe) </p>
</td>
<td style="vertical-align: top;">
<p>+ </p>
<p> </p>
</td>
<td style="vertical-align: top;">
<p>- </p>
</td>
<td style="vertical-align: top;">
<p>- </p>
</td>
<td style="vertical-align: top;">
<p>- </p>
</td>
<td style="vertical-align: top;">
<p>niedrigschwellige Erarbeitung textlastiger Inhalte, Emojis, Absatzicons, Checkliste </p>
</td>
</tr>
<tr>
<td style="vertical-align: top;">
<p><b>Dokument </b>(Dateiendungen: odt, doc, docx, rtf) </p>
</td>
<td style="vertical-align: top;">
<p>++ </p>
<p>(Schriftart, Größe, Farbe, Ausrichtung) </p>
</td>
<td style="vertical-align: top;">
<p>+++ </p>
<p>(Verankerung, Umlauf, Beschriftung) </p>
</td>
<td style="vertical-align: top;">
<p>++ </p>
<p>(Zellen verbinden, Formatierung) </p>
</td>
<td style="vertical-align: top;">
<p>+ </p>
<p>(nur feste Werte) </p>
</td>
<td style="vertical-align: top;">
<p>+ </p>
<p> </p>
</td>
<td style="vertical-align: top;">
<p>+++ </p>
<p>(pro Textstelle, Antworten, Lösen) </p>
</td>
<td style="vertical-align: top;">
<p>Größter Funktionsumfang für Erarbeitung textlastiger Inhalte </p>
</td>
</tr>
<tr>
<td style="vertical-align: top;">
<p><b>Diagramm</b> (Dateiendung: odg) </p>
<p>vgl. Abb. 2 </p>
</td>
<td style="vertical-align: top;">
<p>+++ </p>
<p>(Formatvorlagen, Fußnoten etc.) </p>
</td>
<td style="vertical-align: top;">
<p>++ </p>
<p>(Größe & Position anpassbar) </p>
<p> </p>
</td>
<td style="vertical-align: top;">
<p>++ </p>
<p>(Zellen verbinden, Formatierung) </p>
</td>
<td style="vertical-align: top;">
<p>+ </p>
<p>(nur feste Werte) </p>
</td>
<td style="vertical-align: top;">
<p>++ </p>
<p>(Verbindungs-linien) </p>
</td>
<td style="vertical-align: top;">
<p>+ </p>
<p>(an beliebiger Position) </p>
</td>
<td style="vertical-align: top;">
<p>Erstellung von Grafiken mit verankerten Verbindungslinien </p>
</td>
</tr>
<tr>
<td style="vertical-align: top;">
<p><b>Tabelle </b>(Dateiendungen: ods, xls, xlsx) </p>
</td>
<td style="vertical-align: top;">
<p>+++ </p>
<p>(Formatvorlagen) </p>
</td>
<td style="vertical-align: top;">
<p>++ </p>
<p>(Größe & Position anpassbar) </p>
<p> </p>
</td>
<td style="vertical-align: top;">
<p>+++ </p>
<p>(Formeln, bedingte Formatierung, Sortieren, Pivot-Tabelle etc.) </p>
</td>
<td style="vertical-align: top;">
<p>++ </p>
<p>(auch per Formel berechnete Werte) </p>
</td>
<td style="vertical-align: top;">
<p>+ </p>
</td>
<td style="vertical-align: top;">
<p>+ </p>
<p>(pro Zelle) </p>
</td>
<td style="vertical-align: top;">
<p>Tabellenkalkulation inkl. Darstellung der Ergebnisse als Diagramm </p>
</td>
</tr>
<tr>
<td style="vertical-align: top;">
<p><b>Präsentation </b>(Dateiendungen: odp, ppt, pptx) </p>
</td>
<td style="vertical-align: top;">
<p>++ </p>
<p>(Schriftart, Größe, Farbe, Ausrichtung) </p>
</td>
<td style="vertical-align: top;">
<p>++ </p>
<p>(Größe & Position anpassbar) </p>
</td>
<td style="vertical-align: top;">
<p>++ </p>
<p>(Zellen verbinden, Formatierung) </p>
</td>
<td style="vertical-align: top;">
<p>+ </p>
<p>(nur feste Werte) </p>
</td>
<td style="vertical-align: top;">
<p>+ </p>
</td>
<td style="vertical-align: top;">
<p>++ </p>
<p>(an beliebiger Position, Antworten) </p>
</td>
<td style="vertical-align: top;">
<p>Folienlayouts, Animationen, Präsentationsansicht </p>
</td>
</tr>
</tbody>
</table>
<p> </p>
<p>Um an einer Datei (oder einem ganzen Ordner) gemeinsam zu arbeiten, muss diese in Datashare geteilt werden – entweder mit ausgewählten Personen mit ZIH-Login oder über einen dafür generierten Link der auch Externen Zugriff erlaubt. In beiden Fällen muss die Datei-Bearbeitung im Teilen-Menü aktiviert werden. Der Link kann bei Bedarf durch ein Passwort geschützt werden. </p>
<p>Sind mehrere Personen zeitgleich im Dokument anwesend, wird dies zusammen mit der Position, an der die jeweilige Person arbeitet, angezeigt. </p>
<p>Datashare bietet noch eine Reihe weiterer Funktionen für die Zusammenarbeit auf Dateiebene an, die aber nur mit ZIH-Login genutzt werden können: Eine Aktivitätsübersicht zeigt an, wann sich etwas an der Datei geändert hat. Vergangene Versionen können heruntergeladen oder wiederhergestellt werden. Auch das Kommentieren auf Dateiebene ist möglich. </p>
<p>Zum Abschluss noch zwei wichtige Hinweise: </p>
<ul>
<li>Die im Datashare abgelegten Daten werden <b>nicht</b> vom ZIH gesichert. Für ein Backup im Falle eines Datenverlusts sind Sie also selbst verantwortlich. </li>
<li>Insbesondere wenn eine Person auf mehreren Endgeräten arbeitet oder mehrere Personen zeitgleich lokal und online eine Datei überarbeiten, kann es zu Konflikten beim Synchronisieren kommen. In dem Fall wird eine sogenannte Konfliktdatei angelegt. </li>
</ul>
<p>In der <a href="https://faq.tickets.tu-dresden.de/otrs/public.pl?Action=PublicFAQExplorer;CategoryID=52">FAQ zu Datashare</a> finden Sie weitere Anleitungen. </p>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-61873291529853463422024-01-10T13:46:00.003+01:002024-01-10T13:51:45.883+01:00VCS - Videocampus Sachsen nach Update mit neuen Funktionen und Verbesserungen<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://videocampus.sachsen.de/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;" target="_blank"><img border="0" data-original-height="310" data-original-width="492" height="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUBkBywpENYIVkowiP4Kj7qGta6jc-MSg-nVGkdbHnX23cFEKOQuk0bMn7tBEgUnySu7GZc8kmTpifXily7QfkH1sBt3jf1DDYCDPAz7jn4TK23qG4a8hj6S0UachYBIbg-LeT9m5OhaBOFXLYwVCAhJwG8y_PeJH0yQI5cnX6WHovWjEZrO5e0RUFtVI/s320/Logo-Videocampus-Sachsen.png" width="320" /></a></div>Zum 10.01.2024 wurde der <a href="https://videocampus.sachsen.de/" target="_blank">Videocampus Sachsen</a> (VCS) durch unseren Technologiepartner, der BPS Bildungsportal Sachsen GmbH, mit einer neuen Version versehen. In diesem Release 5.6.1 gibt es einige Neuerungen zu entdecken. <br /><p></p><p>Beispielsweise</p><ul style="text-align: left;"><li>werden die <b>Medien schneller geladen</b>, da die Funktion "weitere empfohlene Videos" entfallen ist.</li><li>kann das <b>Laden von mehreren Medien</b>, welche z.B. in OPAL auf einer Seite eingebettet sind, <b>beschleunigt </b>werden, indem zunächst das Medien-Thubnail angezeigt wird und anschließend wahlweise der Player nachgeladen wird.<br /></li><li>ist es möglich, die <b>Mediendarstellung</b> durch individuell zugeordnete CSS-Klassen <b>nach eigenen Vorstellungen</b> zu verändern.</li></ul><p>Alle Details zu den neuen Funktionen und Verbesserungen finden sie <a href="https://www.bps-system.de/help/pages/viewpage.action?pageId=758546508" target="_blank">in den Releasenotes zum VCS</a>. </p>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-53940060669043828402024-01-09T15:46:00.005+01:002024-01-09T15:46:46.961+01:00Ankündigung anstehende OPAL- und ONYX-Schulungen<p>An folgenden Donnerstagen finden jeweils von 09:20 Uhr bis 10:50 Uhr für Nutzer:innen mit Autorenrechten an der TU Dresden die nächsten OPAL- und ONYX-Kurse statt. Die Veranstaltungen werden online über BigBlueButton angeboten (Link wird per E-Mail an die eingeschriebenen Teilnehmenden verschickt).</p><ul style="text-align: left;"><li>OPAL-Aufbaukurs: 18.01.2024</li><li>ONYX-Aufbaukurs: 25.01.2024<br /></li></ul>
<p>Im <b>OPAL-Aufbaukurs</b> werden aufbauend auf OPAL-Grundlagenkenntnissen und je nach Interesse der Teilnehmenden erweiterte Einsatzszenarien für die online-gestützte Hochschullehre sowie Möglichkeiten der Unterstützung für kollaborative Lehr- und Arbeitsformen aufgezeigt (z. B. Lerngruppen, Wikis, Foren).</p>
<p>Der <b>ONYX-Aufbaukurs</b> gibt eine Einführung in die Nutzung von Formeln und Variablen. Es werden Beispiele für einfache Berechnungsaufgaben mit Variablen, die Umsetzung mehrstufiger Aufgaben mit Beachtung von
Folgefehlern sowie der Einsatz von Testvariablen z. B. für aufgabenübergreifende Themenbezugnahme vorgestellt. </p><p></p><p></p>
<p>Die <a href="https://bildungsportal.sachsen.de/opal/auth/RepositoryEntry/516358148/CourseNode/96763256983096" target="_blank">Anmeldungen</a> erfolgen über den OPAL-Kurs des E-Learning-Teams der TU Dresden.</p>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-23179561937536848772023-12-19T09:38:00.002+01:002023-12-19T09:40:31.721+01:00Neue Ausschreibung „Transfer-Fellowships für die Digitale Hochschulbildung in Sachsen“ <p>Die <a href="https://www.hd-sachsen.de/" target="_blank">Hochschuldidaktik Sachsen</a> (HDS) und der <a href="https://bildungsportal.sachsen.de/portal/" target="_blank">Arbeitskreis E-Learning der LRK Sachsen</a> (AK E-Learning) schreiben für das Jahr 2024 im Rahmen des Projekts „Digitalisierung der Hochschulbildung in Sachsen“ erneut Digital Fellowships zur Unterstützung der Umsetzung von Konzepten digital gestützter Lehre aus. </p><p>Ab sofort können Angehörige sächsischer Hochschulen Interessensbekundungen für eine Transfer-Partnerschaft einreichen. Voraussetzung für diese in der aktuellen Ausschreibungsrunde erstmalig ausgeschriebenen Transfer-Fellowships ist die Zusammenarbeit eines bereits unterstützten Digital Fellows (in den Ausschreibungsrunden 1-4) mit einer Person, die bisher noch kein Digital Fellowship realisiert hat.</p><p><b>Die Antragstellung erfolgt am 06. und 07.02.2024 als Live-Präsentation vor einer Jury. </b></p><p>Um einen Platz für die Jury-Präsentation zu erhalten, muss eine Interessensbekundung bis zum 10.01.2024 (23:59 Uhr) erfolgen. </p><p>Alle Informationen sowie die Möglichkeit zur Interessensbekundung erhalten Sie über diesen OPAL-Kurs: <a href="https://bildungsportal.sachsen.de/opal/auth/RepositoryEntry/42470998016/CourseNode/1701314912033902007" target="_blank">https://bildungsportal.sachsen.de/opal/auth/RepositoryEntry/42470998016/CourseNode/1701314912033902007</a> <br /><br /> </p>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-66595884488843292292023-12-18T16:06:00.005+01:002023-12-19T09:32:20.712+01:00Entdeckungstour am ZiLL - 24. Januar 2024<p style="text-align: left;"></p><p style="text-align: left;">In den letzten 10 Jahren hat sich das ZiLL dynamisch entwickelt und ist mittlerweile zu einem wichtigen Akteur für die Unterstützung der Lehre an der TUD geworden. Wir wollen das Jubiläum mit Ihnen feiern und laden Sie herzlich das ganze Jahr über zu einer Vielzahl von Veranstaltungen ein. Die Veranstaltungen sind kostenlos und offen für alle, die sich für die Themen Lehren und Lernen begeistern. Kommen Sie gern vorbei!</p><p style="text-align: left;"><b>Wir beginnen am 24. Januar 2024 mit der Entdeckungstour am ZiLL</b></p><p style="text-align: center;"><b> </b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1EMMWquI229uBuLfsxG0bDnJ7pjodfVl6N6KXEuqaKvC1Qjj_lX5wArtDzffRsb_bC4hLr1X37FdCfw9RtwxQliN0wG0ykB132vWWwHMk12NaUP-dW-2QqF3eXXpy84tT9rBJyd48H4zJQHe7LVAR3BiaoznCx-ayQuPEI2Zf5_XxqdnJYf_haGkXHjY/s486/entde.PNG"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1EMMWquI229uBuLfsxG0bDnJ7pjodfVl6N6KXEuqaKvC1Qjj_lX5wArtDzffRsb_bC4hLr1X37FdCfw9RtwxQliN0wG0ykB132vWWwHMk12NaUP-dW-2QqF3eXXpy84tT9rBJyd48H4zJQHe7LVAR3BiaoznCx-ayQuPEI2Zf5_XxqdnJYf_haGkXHjY/s320/entde.PNG" /></a></p><p style="text-align: left;">Würden Sie gern wissen, wie das ZiLL Sie in Ihrer Lehre unterstützen kann? Möchten Sie gern Ihre Ansprechpersonen einmal persönlich kennen lernen? Wollten Sie schon immer mal wissen, was „dieses“ ZiLL seit 10 Jahren eigentlich macht? Haben Sie bereits eine Frage oder ein konkretes Problem und suchen Hilfe? Möchten Sie wissen, wer da im Keller des Försterbaus eingezogen ist? Oder sind Sie einfach neugierig und lösen gerne knifflige Aufgaben?</p><p style="text-align: left;">Dann laden wir Sie ganz herzlich ein, auf „Entdeckungstour am ZiLL“ zu gehen und den Start des Jubiläumsjahres mit uns zu verbringen. Kommen Sie einfach am 24. Januar 2024 irgendwann zwischen 10.00 Uhr und 14.00 Uhr bei uns (Fritz-Foerster-Bau, Eingang Kellergeschoß Hofinnenseite) vorbei. In diesem Zeitraum können Sie die Tour jederzeit ganz individuell beginnen und die Stationen entsprechend Ihrer Wünsche bearbeiten.</p><p style="text-align: left;">So können Sie bspw. den Seminarraum des Schreckens besuchen, ein VR-Szenario lösen, sich in einem Escape Room beweisen, am Wheel of Competence drehen, sich der digitalen Lehre in einem Memory nähern, ein Quiz zu hochschuldidaktischen Mythen beantworten, sich auf die Spuren studentischer Forschung begeben und vieles mehr. Dabei lernen Sie das ZiLL und die Mitarbeitenden kennen und können neben vielen neuen Erkenntnissen sicher auch einen kleinen Preis mitnehmen. Für Kaffee/Tee und ein paar kleine Snacks ist ebenfalls gesorgt.</p><p style="text-align: left;">Wir freuen uns sehr auf Sie.</p>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-6868477567926045262023-12-18T11:39:00.001+01:002023-12-19T09:26:05.814+01:00Gleich anmelden! Online-Schulungsreihe Videokonferenzen<p><!--[if gte mso 9]><xml>
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</p><p style="text-align: left;"><span face=""Lucida Sans Unicode",sans-serif" style="color: #323232; font-size: 9pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: DE;">In einer neuen
Online-Schulungsreihe ab <b>Dezember 2023</b> informiert und diskutiert das
Kompetenzzentrum für Videokonferenzdienste (VCC) über Themen, die grundlegend
für alle audiovisuellen Angebote gelten oder eng mit dem Dienst DFNconf
zusammenhängen, wie zum Beispiel Fehlersuche bei Audioproblemen oder Streaming
mithilfe von Pexip. </span></p><p style="text-align: left;"><span face=""Lucida Sans Unicode",sans-serif" style="color: #323232; font-size: 9pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: DE;">
Die Schulungsreihe findet virtuell mithilfe von DFNconf (Dienstkomponente
Pexip) statt. Geplant sind zunächst drei Termine. Je nach Resonanz der
Teilnehmenden wird eine Erweiterung des Angebots, sowohl inhaltlich als auch
zeitlich, geprüft. Die einzelnen Veranstaltungen bestehen aus einem längeren
Impulsvortrag von Expertinnen und Experten des VCC sowie einer anschließenden
Diskussion und werden etwa 60 Minuten dauern. Jedes Thema wird zweimal
angeboten, jeweils am <b>Dienstag und Mittwoch um 14:00 Uhr</b>. </span></p><p style="text-align: left;"><span face=""Lucida Sans Unicode",sans-serif" style="color: #323232; font-size: 9pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: DE;">
Die Details zur Anmeldung finden Sie hier: </span></p><p style="text-align: left;"><span face=""Lucida Sans Unicode",sans-serif" style="color: #323232; font-size: 9pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: DE;">
<a href="https://www.dfn.de/event/online-schulungsreihe-videokonferenzen/">https://www.dfn.de/event/online-schulungsreihe-videokonferenzen/
</a></span></p>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-8527671434319157282023-12-06T11:32:00.002+01:002023-12-06T11:32:33.663+01:00Stimmen Sie für Ihr E-Learning-Schmuckstück<p>Vor ein paar Wochen rief das ZiLL (Zentrum für
interdisziplinäres Lernen und Lehren) zur Einreichung von Lehrveranstaltungen
mit digitalen Anteilen für den Wettbewerb „E-Learning-Schmuckstück 2022/23“
auf. Gesucht wurden interessante didaktische Gestaltungen, spannende
Lerninhalte, innovative Prüfungsszenarien oder spezielle Kommunikationskonzepte
- egal ob hybrid oder vollständig digital.</p><p style="text-align: center;"> <a href="https://tu-dresden.de/zill/ressourcen/bilder/Schmuckstueck-Logo-mit-Laptop-Bild.png" style="margin-left: 1em; margin-right: 1em;"><img alt="Frau mit Laptop auf dem Schoß, auf dem Display das Schmuckstück-Logo - ein Diamant" border="0" data-original-height="600" data-original-width="800" height="300" src="https://tu-dresden.de/zill/ressourcen/bilder/Schmuckstueck-Logo-mit-Laptop-Bild.png" width="400" /></a></p>
<p class="MsoNormal">Nun warten 21 E-Learning-Schmuckstücke darauf, von Ihnen
bewundert zu werden. Wählen Sie bis zum 31.12.2023 Ihre Favoriten und bescheren
Sie den Lehrenden mit den meisten Stimmen ein Preisgeld von 2.000 €. Alle
Angehörigen der TU Dresden sind dazu aufgerufen über die <a href="https://tud.link/wud6">Schmuckstück-Galerie</a> ihre Favoriten zu finden
und an der Abstimmung über OPAL teilzunehmen.</p>
<p class="MsoNormal">Würdigen Sie mit Ihrer Stimme das Engagement der Lehrenden!
Eine zahlreiche Beteiligung würde uns sehr freuen.</p>
E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-60711310882193564962023-11-07T17:30:00.008+01:002023-11-07T17:31:10.825+01:00Schmuckstück-reife digitale Lehrveranstaltungen gesucht<p>Sie haben als Student:in in den letzten zwei Semestern mit
Begeisterung eine Lehrveranstaltung besucht in der Teile mit digitalen
Lehr-/Lernwerkzeugen umgesetzt wurden? Oder sind Sie als Lehrende:r neue
digitale Wege gegangen und haben beispielsweise ein digitales Tool
erstmalig oder auf besondere Weise mit Erfolg in Ihre Lehrveranstaltung
integriert? Dann lassen Sie es auch andere wissen!
</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://tu-dresden.de/zill/ressourcen/bilder/Schmuckstueck-Logo-mit-Laptop-Bild.png" style="margin-left: 1em; margin-right: 1em;"><img alt="Frau mit Laptop auf dem Schoß, auf dem Display das Schmuckstück-Logo - ein Diamant" border="0" data-original-height="600" data-original-width="800" height="300" src="https://tu-dresden.de/zill/ressourcen/bilder/Schmuckstueck-Logo-mit-Laptop-Bild.png" width="400" /></a></div> Das ZiLL sammelt noch <b>bis zum 12. November 2023</b> Ihre
Vorschläge für gelungene Beispiele (teil-)digitaler Lehr-/Lernszenarien
aus dem Wintersemester 2022/23 und dem Sommersemester 2023. Diese
werden nach der Einreichung in einer Galerie präsentiert. Alle
Angehörigen der TU Dresden können anschließend abstimmen, welche drei
Lehrenden mit ihren <b>Schmuckstücken</b> ein <b>Preisgeld über jeweils 2.000 €</b> erhalten.
<p>Würdigen Sie die Lehre Ihrer Dozent:innen! Bzw. scheuen Sie sich als Lehrende:r nicht, sich selbst zu nominieren!</p>
<p>Alle Informationen und Formalitäten finden Sie auf der <a href="https://tu-dresden.de/zill/materialien-und-tipps-fuer-die-lehre/digitale-lehre/e-learning-schmuckstueck">Schmuckstück-Webseite des ZiLL</a>.</p>
<p>Wir freuen uns auf Ihre Vorschläge für die nun bereits vierte Schmuckstück-Galerie!</p>
<p>Ihr Team Digitales Lernen und Lehren am ZiLL</p>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-13306829746051123912023-11-07T14:11:00.005+01:002023-11-07T14:11:37.930+01:00Ankündigung anstehende OPAL- und ONYX-Schulungen<p>An folgenden Donnerstagen finden jeweils von 09:20 Uhr bis 10:50 Uhr für Nutzer/innen mit Autorenrechten an der TU Dresden die nächsten OPAL- und ONYX-Kurse statt. Die Veranstaltungen werden online über BigBlueButton angeboten (Link wird per E-Mail an die eingeschriebenen Teilnehmenden verschickt).</p><ul style="text-align: left;"><li>OPAL-Basiskurs: 16.11.2023</li><li>ONYX-Basiskurs: 30.11.2023</li><li>OPAL-Basiskurs: 07.12.2023</li><li>ONYX-Basiskurs: 14.12.2023</li></ul>
<p>Mit dem <b>OPAL-Basiskurs</b> erhalten Sie einen Einblick in die Arbeit mit der Lernplattform OPAL als Kursautor/in. Folgende Inhalte werden unter anderem behandelt:<br /></p><ul style="text-align: left;"><li>Aufbau/Struktur von OPAL</li><li>Erstellung von Kursen, u. a. Einschreibung, Bereitstellen von Materialien, einfache Inhaltsseiten</li><li>Umsetzung von Sichtbarkeits- und Zugangsregelungen zu Kursinhalten </li><li>Veröffentlichen und Verwalten der Kurse</li></ul>
<p>Der <b>ONYX-Basiskurs</b> vermittelt Einblicke in folgenden Themenbereiche:</p>
<p></p><ul style="text-align: left;"><li>Erstellen von Aufgaben, Kennenlernen der verschiedenen Aufgabentypen</li><li>Zusammenstellen und konfigurieren der ONYX-Tests</li><li>Teilen der Testinhalte mit anderen Nutzenden</li><li>Einbinden und konfigurieren der Tests in OPAL </li><li>Testergebnisse einsehen und archivieren (OPAL)</li></ul><p></p><p></p>
<p>Die <a href="https://bildungsportal.sachsen.de/opal/auth/RepositoryEntry/516358148/CourseNode/96763256983096" target="_blank">Anmeldungen</a> erfolgen über den OPAL-Kurs des E-Learning-Teams der TU Dresden.</p>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-12452097495835829652023-10-17T15:56:00.003+02:002023-10-17T15:59:33.129+02:00E-Learning-Förderung des SMWK auch in 2024/25 - Projektvorschläge gesucht!<div><p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal">Unter Federführung des <a href="https://bildungsportal.sachsen.de/portal/parentpage/institutionen/arbeitskreis-e-learning-der-lrk-sachsen/">Arbeitskreis
E-Learning</a> (AKeL) werden in den Jahren 2024/25 wieder E-Learning-Hochschulvorhaben
initiiert und betreut. Das SMWK investiert in diese Förderung vorbehaltlich der
Zustimmung des Haushaltsgesetzgebers für alle sächsischen Hochschulen 750.000
Euro. </p>
<p class="MsoNormal">Die <a href="https://tu-dresden.de/zill/foerdermoeglichkeiten/antragskoordination/projektfoerderung-ak-e-learning">Antragskoordination
an der TU Dresden</a> übernimmt das ZiLL. Die Antragstellung ist recht
niederschwellig und muss über ein vom AKeL bereitgestelltes <a href="https://bildungsportal.sachsen.de/portal/wp-content/uploads/2023/10/Antragsformular_Teilprojekte_2024_25.pdf">Formular</a>
erfolgen. Die vollständig ausgefüllten <b>Projektanträge </b>reichen Sie ab sofort <b>bis
zum 21.11.2023</b> beim ZiLL unter der Emailadresse <a href="mailto:zill@tu-dresden.de">zill@tu-dresden.de</a> ein.</p>
<p class="MsoNormal">Thematisch müssen sich die Projekte an den Zielstellungen
des Strategiepapiers des AK Elearning für 2021 bis 2025 ausrichten. Dabei sind
ganz besonders die <a href="https://bildungsportal.sachsen.de/portal/wp-content/uploads/2023/09/Handlungsfelder_AK_E-Learning_2024_25_final.pdf" rel="nofollow" target="_blank">Handlungsfelder für die Jahre 2024 und 2025</a> in den Fokus zu
rücken. Weiterhin müssen die Projekte <a href="https://tu-dresden.de/tu-dresden/organisation/rektorat/prorektor-bildung/lehrstrategie/ressourcen/dateien/230920_Inhalt_de_bf.pdf?lang=de" rel="nofollow" target="_blank">passfähig zum Lehrleitbild der TU Dresden</a> sein.</p><p class="MsoNormal">Gern können Sie sich bei Fragen zur Ausschreibung an uns
wenden. Wir versuchen, Sie im Rahmen unserer Möglichkeiten zu unterstützen! Ansprechpartner
finden Sie auf unseren <a href="https://tu-dresden.de/zill/foerdermoeglichkeiten/antragskoordination/projektfoerderung-ak-e-learning">ZiLL-Webseiten</a>. <br /></p>
<p class="MsoNormal">Kurz zusammengefasst sind die <b>Kernthemen </b>der Förderlinie:</p><p class="MsoNormal"><i>Handlungsfeld 1</i><b><i>:</i> Digitale Infrastrukturen</b>
und offene Lernwelten (keine Content-Produktion!)</p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -18pt;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7pt "Times New Roman";">
</span></span></span>Modernisierung, Verbesserungen und Erweiterungen
an der bestehenden zentralen E-Learning-Infrastruktur OPAL, ONYX, VCS etc.</p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -18pt;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7pt "Times New Roman";">
</span></span></span>Bereitstellung von OER</p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -18pt;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7pt "Times New Roman";">
</span></span></span>Bereitstellung von Daten für Lehr-/Lern- und
Forschungszwecke</p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -18pt;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7pt "Times New Roman";">
</span></span></span>Implementierung intelligenter Infrastruktur zur
Realisierung datengestützter Lehr-/Lern- und Prüfungsszenarien</p>
</div><p><i>Handlungsfeld 2</i><b><i>:</i> Flexibles und
qualitätsgesichertes Lehren und Lernen</b> im virtuellen Hochschulraum</p><p><i>Handlungsfeld 3:</i> <b>Zugang und Offenheit</b> von
Bildungsressourcen sowie <b>Chancengleichheit</b> in der Bildung</p><p><i>Handlungsfeld 4:</i> <b>E-Assessment</b> und
Kompetenzmessung</p><div>
<h2>Tipp: </h2>
<p class="MsoNormal">Suchen Sie sich Lehrende aus anderen Hochschulen, die gern
Ergebnisse Ihres E-Learning-Projektes ebenfalls nutzen wollen oder
korrespondierend zu Ihrem Projektvorschlag ebenfalls eine Einreichung planen.
Referenzieren Sie auf diese Zusammenarbeit mit einem entsprechenden Letter of
Intend (LOI).</p>
<p class="MsoNormal"></p>
<p class="MsoNormal"><a href="https://bildungsportal.sachsen.de/portal/aufruf-zur-einreichung-von-projektvorschlaegen-2024-25/">Weitere
Informationen zur Ausschreibung erhalten Sie auf den Webseiten des AKeL.</a></p>
</div>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-41239922016232047472023-09-12T10:27:00.000+02:002023-09-12T10:27:47.661+02:00Ankündigung anstehende OPAL- und ONYX-Schulungen<p>An folgenden Donnerstagen finden jeweils von 09:20 Uhr bis 10:50 Uhr für Nutzer/innen mit Autorenrechten an der TU Dresden die nächsten OPAL- und ONYX-Kurse statt. Die Veranstaltungen werden online über BigBlueButton angeboten (Link wird per E-Mail an die eingeschriebenen Teilnehmenden verschickt).</p><ul style="text-align: left;"><li>ONYX-Basiskurs: 21.09.2023</li><li>OPAL-Basiskurs: 28.09.2023</li><li>ONYX-Basiskurs: 12.10.2023</li><li>OPAL-Basiskurs: 19.10.2023</li><li>ONYX-Basiskurs: 26.10.2023</li><li>OPAL-Aufbaukurs: 02.11.2023</li><li>ONYX-Aufbaukurs: 09.11.2023<br /></li></ul>
<p>Mit dem <b>OPAL-Basiskurs</b> erhalten Sie einen Einblick in die Arbeit mit der Lernplattform OPAL als Kursautor/in. Folgende Inhalte werden unter anderem behandelt:<br /></p><ul style="text-align: left;"><li>Aufbau/Struktur von OPAL</li><li>Erstellung von Kursen, u. a. Einschreibung, Bereitstellen von Materialien, einfache Inhaltsseiten</li><li>Umsetzung von Sichtbarkeits- und Zugangsregelungen zu Kursinhalten </li><li>Veröffentlichen und Verwalten der Kurse</li></ul>
<p>Der <b>ONYX-Basiskurs</b> vermittelt Einblicke in folgenden Themenbereiche:</p>
<p></p><ul style="text-align: left;"><li>Erstellen von Aufgaben, Kennenlernen der verschiedenen Aufgabentypen</li><li>Zusammenstellen und konfigurieren der ONYX-Tests</li><li>Teilen der Testinhalte mit anderen Nutzenden</li><li>Einbinden und konfigurieren der Tests in OPAL </li><li>Testergebnisse einsehen und archivieren (OPAL)</li></ul>
<p>Im <b>OPAL-Aufbaukurs</b> werden aufbauend auf OPAL-Grundlagenkenntnissen und je nach Interesse der Teilnehmenden erweiterte Einsatzszenarien für die online-gestützte Hochschullehre sowie Möglichkeiten der Unterstützung für kollaborative Lehr- und Arbeitsformen aufgezeigt (z. B. Lerngruppen, Wikis, Foren).</p>
<p>Der <b>ONYX-Aufbaukurs</b> gibt eine Einführung in die Nutzung von Formeln und Variablen. Es werden Beispiele für einfache Berechnungsaufgaben mit Variablen, die Umsetzung mehrstufiger Aufgaben mit Beachtung von
Folgefehlern sowie der Einsatz von Testvariablen z. B. für aufgabenübergreifende Themenbezugnahme vorgestellt. </p><p></p><p></p>
<p>Die <a href="https://bildungsportal.sachsen.de/opal/auth/RepositoryEntry/516358148/CourseNode/96763256983096" target="_blank">Anmeldungen</a> erfolgen über den OPAL-Kurs des E-Learning-Teams der TU Dresden.</p>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-51661993798157170842023-09-05T15:17:00.002+02:002023-09-05T15:42:46.153+02:00Einladung zur Online Lunch-Lecture: Zwischen Rechtssicherheit und Lehrfreiheit: Begriffliche Klarheit als Voraussetzung für digitales, kompetenzorientiertes Prüfen am 19.09.2023<p><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
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<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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</p><p>Was muss ich bei der Konzeption von rechtssicheren digitalen Prüfungen
beachten? Schränken mich die rechtlichen Rahmenbedingungen bei der Gestaltung
meiner Prüfung ein? Was ist eigentlich in einer Prüfungsordnung festgeschrieben
und kann ich das Ganze auch einfach ins Digitale übertragen?</p>
<p>Antworten auf diese Fragen liefert die Juristin Prof. Dr. Escher Weingart in
„<a href="https://publikationen.bibliothek.kit.edu/1000143052" target="_blank">Die
Prüfung – Das unbekannte Wesen</a>“ (2021). Denn Notfallverordnungen hielten
den Prüfungsbetrieb zwar während der Corona-Pandemie am Laufen, hinterließen
aber eine Menge ungeklärter Fragen. Anwendungen wie Chat GPT haben die
Diskussionen um eine neue Prüfungskultur ebenso befeuert, wie die Diskussion um
Kompetenzorientierung seit Bologna. Deswegen ist es jetzt wichtig, <b>zentrale
rechtliche Grundsätze</b> zu kennen, um von hier aus in einer
Zusammenarbeit auf rechtlicher, didaktischer, technischer und organisatorischer
Ebene die Rahmenbedingungen für zeitgemäße Hochschullehre und Prüfungspraxis zu
gestalten.</p>
<p class="date"><span class="breadcrumb-lvl-1-item-link">Vor diesem Hintergrud
findet am </span><b>19.09.2023</b> von <b>13:00 bis 14:30 Uhr</b> die <span class="breadcrumb-lvl-1-item-link">Online Lunch-Lecture: <b>Zwischen
Rechtssicherheit und Lehrfreiheit: Begriffliche Klarheit als Voraussetzung für
digitales, kompetenzorientiertes Prüfen</b></span><span class="breadcrumb-lvl-1-item-link"><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;"> statt.</span></span><span style="color: black;"></span></p>
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<p class="MsoNormal"><span class="ui-provider"><span style="color: black; mso-fareast-font-family: "Times New Roman";">Die Zielgruppe umfasst Lehrende, Uni-Leitungen,
den technischen Support, Studierendenvertretungen, lehrunterstützendes
Personal, Verwaltungsangestellte, Hochschuldidaktiker:innen und weitere
Interessierte (sehr gern über Sachsen hinaus). </span></span></p><p class="MsoNormal"><span class="ui-provider"><span style="color: black; mso-fareast-font-family: "Times New Roman";">Die Online-Lunch-Lecture wird
kein Vortrag sein, der sich mit rechtlichen Detailfragen auseinandersetzt.
Stattdessen wird versucht grundsätzliche rechtliche Rahmenbedingungen für
digitale Prüfungen herauszuarbeiten und dafür zunächst begrifflich einzuordnen,
für welche Prüfungsmodalitäten welche rechtlichen Bestimmungen gebraucht
werden. </span></span><span style="color: black; mso-fareast-font-family: "Times New Roman";"></span></p>
<p class="MsoNormal"><span class="ui-provider"><span style="color: black; mso-fareast-font-family: "Times New Roman";">Weitere Informationen und die Möglichkeit zur Anmeldung sind auf der HDS-Website
zu finden: <a href="https://www.hd-sachsen.de/anmeldung/online-lunch-lecture-zwischen-rechtssicherheit-und-lehrfreiheit-begriffliche-klarheit-als-voraussetzung-fuer-digitales-kompetenzorientiertes-pruefen">https://www.hd-sachsen.de/anmeldung/online-lunch-lecture-zwischen-rechtssicherheit-und-lehrfreiheit-begriffliche-klarheit-als-voraussetzung-fuer-digitales-kompetenzorientiertes-pruefen</a></span></span></p><p class="MsoNormal"><span class="ui-provider"><span style="color: black; mso-fareast-font-family: "Times New Roman";"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span class="ui-provider"><span style="color: black; mso-fareast-font-family: "Times New Roman";"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheZfjwOUY-hRhcKGGuR9TR-s9AOmmELnRxngvSQchiB0wtekOrNxPpXG7DA8HAfFajcCtt93P3-377dWsJgyT_vkLT-47E1cyLcvi575FyPFQPYnKQMMinfChh3G9ZfkaShx6B_7Lpw7ONJrzKWsfcYwDuIgktgx1MZ9xczYpq9qvuOgK5N3go-o5914o/s1690/Einladungsflyer_Rechtliche_Grundlagen_.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="940" data-original-width="1690" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheZfjwOUY-hRhcKGGuR9TR-s9AOmmELnRxngvSQchiB0wtekOrNxPpXG7DA8HAfFajcCtt93P3-377dWsJgyT_vkLT-47E1cyLcvi575FyPFQPYnKQMMinfChh3G9ZfkaShx6B_7Lpw7ONJrzKWsfcYwDuIgktgx1MZ9xczYpq9qvuOgK5N3go-o5914o/w400-h223/Einladungsflyer_Rechtliche_Grundlagen_.png" width="400" /></a></span></span></div><span class="ui-provider"><span style="color: black; mso-fareast-font-family: "Times New Roman";"><br /> </span></span><p></p><p class="MsoNormal"><span class="ui-provider"><span style="color: black; mso-fareast-font-family: "Times New Roman";"> </span></span></p>
E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-91645067112871528142023-08-30T16:07:00.001+02:002023-08-30T16:07:28.475+02:00Veranstaltungshinweis: Workshop on E-Learning am 18.09.2023 <p><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;">Es ist schon eine Tradition: In der zweiten Jahreshälfte findet der </span></span><a class="Hyperlink SCXW158263691" href="https://itsz.htwk-leipzig.de/e-learning/veranstaltungen/workshop-on-e-learning-2023" rel="noreferrer" style="color: inherit; text-decoration: none;" target="_blank"><span class="TextRun Underlined SCXW158263691" lang="DE-DE" style="color: #0563c1; font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px; text-decoration: underline;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;">Workshop on E-Learning</span></span></a><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;"> (WEL) </span></span><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;">wechselseitig</span></span><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;"> an der HTWK Leipzig oder der Hochschule Zittau/Görlitz statt. Dieses Jahr richtet die HTWK-Leipzig den <b>WEL am 18.09.2023 in Leipzig</b> aus. </span></span><span class="EOP SCXW158263691" data-ccp-props="{"201341983":0,"335551550":1,"335551620":1,"335559739":160,"335559740":259}" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"> </span></p><div class="OutlineElement Ltr SCXW158263691" style="direction: ltr;"><p class="Paragraph SCXW158263691" lang="DE-DE" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; margin-left: 0px; margin-right: 0px; padding-left: 0px; padding-right: 0px; text-align: left; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;">Das
diesjährige Programm ist weit gefächert: Es reicht von brandaktuellen
Themen wie KI und AR bis zur Vorstellung des Arbeitsstandes der durch
das SMWK geförderten und vom AK </span></span><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><span class="SpellingError SCXW158263691" style="background-color: inherit;">Elearning</span></span><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;"> der LRK ausgeschriebenen Projekte. </span></span><span class="EOP SCXW158263691" data-ccp-props="{"201341983":0,"335551550":1,"335551620":1,"335559739":160,"335559740":259}" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"> </span></p></div><div class="OutlineElement Ltr SCXW158263691" style="direction: ltr;"><p class="Paragraph SCXW158263691" lang="DE-DE" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; margin-left: 0px; margin-right: 0px; padding-left: 0px; padding-right: 0px; text-align: left; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;">Die
Veranstaltung trägt sehr stark zur regionalen Vernetzung der
E-Learning-Akteure </span></span><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;">bei.</span></span><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;"> Hochschullehrer:innen, Mitarbeiter:innen der E-Learning-Supporteinheiten Sachsens </span></span><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;">oder interessierte Studet:innen sind hier herzlich angesprochen.</span></span><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;"> </span></span><span class="EOP SCXW158263691" data-ccp-props="{"201341983":0,"335551550":1,"335551620":1,"335559739":160,"335559740":259}" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><br /></span></p></div><div class="OutlineElement Ltr SCXW158263691" style="direction: ltr;"><p class="Paragraph SCXW158263691" lang="DE-DE" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; margin-left: 0px; margin-right: 0px; padding-left: 0px; padding-right: 0px; text-align: left; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;">Egal, ob Sie </span></span><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><span class="SpellingError SCXW158263691" style="background-color: inherit;">netzwerken</span></span><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;"> oder sich zu den vielfältigen Themen digital </span></span><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;">unterstützter</span></span><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;"> Lehre informieren wollen – der WEL bietet Kontaktmöglichkeiten und ein spannendes Programm</span></span>.</p></div><div class="OutlineElement Ltr SCXW158263691" style="direction: ltr;"><p class="Paragraph SCXW158263691" lang="DE-DE" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; margin-left: 0px; margin-right: 0px; padding-left: 0px; padding-right: 0px; text-align: left; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; font-weight: bold; line-height: 19px;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;">Aber Achtung: </span></span><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; font-weight: bold; line-height: 19px;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;">Die Anmeldefrist für die Teilnahme läuft bereits am 01.09.2023 ab! </span></span></p><p class="Paragraph SCXW158263691" lang="DE-DE" style="background-color: transparent; color: windowtext; font-style: normal; margin-left: 0px; margin-right: 0px; padding-left: 0px; padding-right: 0px; text-align: left; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;">Weitere Informationen, die Anmeldung und das Programm finden Sie auf der Webseite des WEL23:</span></span></p><p class="Paragraph SCXW158263691" lang="DE-DE" style="background-color: transparent; color: windowtext; font-style: normal; font-weight: normal; margin-left: 0px; margin-right: 0px; padding-left: 0px; padding-right: 0px; text-align: left; text-indent: 0px; vertical-align: baseline;"><span class="TextRun SCXW158263691" lang="DE-DE" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"><span class="NormalTextRun SCXW158263691" style="background-color: inherit;"><a href="https://itsz.htwk-leipzig.de/e-learning/veranstaltungen/workshop-on-e-learning-2023">https://itsz.htwk-leipzig.de/e-learning/veranstaltungen/workshop-on-e-learning-2023</a> </span></span><span class="EOP SCXW158263691" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" style="font-family: Calibri, sans-serif; font-size: 11pt; line-height: 19px;"></span></p></div>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-50944045469115869982023-08-14T09:17:00.000+02:002023-08-14T09:18:18.187+02:00Einladung zur Veranstaltung: Kursspezifische Barrierefreiheitserklärung und Meldestelle in OPAL<p> <!--[if gte mso 9]><xml>
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Name="Hashtag"/>
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mso-tstyle-rowband-size:0;
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</p><p class="MsoNormal">Bei der Realisierung von digitalen Lerninhalten z.B. in OPAL-Kursen
stellt sich für alle Lehrenden auch die Herausforderung der <a href="https://tu-dresden.de/zill/materialien-und-tipps-fuer-die-lehre/digitale-lehre/barrierefrei">barrierefreien
Gestaltung</a>. Es handelt sich dabei nicht nur um einen moralischen Anspruch,
die digitalen Lernangebote auch für Menschen mit Beeinträchtigungen zugängig zu
machen. Seit 2021 besteht hierfür auch eine gesetzliche Verpflichtung durch das
Barrierefreiheitsstärkungsgesetz (BFSG). Das an der Professur für
Mensch-Computer-Interaktion (Prof. Gerhard Weber) der TU Dresden angesiedelte
Projekt "Barrierefreiheit in OPAL" beschäftigt sich intensiv mit
diesem Thema und hat unter anderem zum Ziel, hierfür unterstützende Funktionen
in OPAL zu konzipieren.</p>
<p class="MsoNormal"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">So soll
innerhalb von OPAL die Möglichkeit geschaffen werden, für jeden Kurs
teilautomatisiert eine Barrierefreiheitserklärung zu erstellen. Damit die geplanten
OPAL-Erweiterungen auch passfähig sind, lädt das Projektteam in Kooperation mit
der Koordinierungsstelle Chancengleichheit Sachsen (KCS) insbesondere Lehrende zu
Workshops ein:</span></p>
<p class="MsoNormal"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">„Wir
möchten gerne mit Ihnen ins Gespräch kommen und ermitteln, welche Anforderungen
Sie für eine kursweite Barrierefreiheitserklärung sehen und welche Funktion
eine Meldestelle für Barrieren in Opal übernehmen könnte. Im Rahmen des
Austauschs werden wir Ihnen ein Konzept zur Integration einer Meldestelle sowie
Erklärung zur Barrierefreiheit in einem OPAL Kurs vorstellen sowie die
Erfahrungen und Wünsche der einzelnen Teilnehmenden in Bezug auf Inhalt und
Form der Unterstützung beim Erstellen und Arbeiten mit digitalen
Lehrmaterialen, insb. in OPAL diskutieren.“ </span></p>
<p class="MsoNormal"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Folgende
Termine finden statt:</span></p>
<ul style="text-align: left;"><li><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">1</span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">2. September 2023, 10-14 Uhr: TU Dresden (inkl. Snack-Pause)</span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"> <br /></span></li><li><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">22. September 2023, 9-12 Uhr: Online über Zoom</span></li><li>2<span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">7. September 2023, 10-14 Uhr: TU Chemnitz (inkl. Snack-Pause)</span></li></ul>
<p class="MsoNormal"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoNormal"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;">Die
<b>Anmeldung </b>erfolgt über die Webseiten der Koordinierungsstelle Chancengleichheit Sachsen <b>bis zum 04. September 2023</b> über das <a href="https://www.kc-sachsen.de/news/opal-fokusgruppe.html">Anmeldeformular</a>.</span></p>
E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-52748847465762885562023-08-10T16:16:00.004+02:002023-08-10T16:17:16.101+02:00Neuerungen im Videokonferenztool BigBlueButton<p>Seit dem 21.07.2023 wird das Videokonferenztool BigBlueButton in der Version 2.6 an der TU Dresden bereitgestellt und erhält eine Vielzahl an neuen und verbesserten Funktionen. Einige Highlights möchten wir Ihnen nachfolgend präsentieren, die <a href="https://faq.tickets.tu-dresden.de/otrs/public.pl?Action=PublicFAQZoom;ItemID=443">vollständige Liste</a> finden Sie im FAQ-Portal des ZIH.</p>
<h2>Whiteboard</h2>
<p>Hier gibt es besonders viel zu entdecken. Ein komplett <b>neues Whiteboard-Tool</b> wurde in BBB integriert, welches durch umfangreiche Stift-, Text- und Notizzettel-Werkzeuge ein komfortableres Erstellen von Grafiken oder Annotieren von Folien erlaubt. Dies kann kollaborativ und bei Bedarf anonym erfolgen. Damit ist nachträgliches Bearbeiten, Verschieben (auch auf andere Folien), Gruppieren von Objekten etc. möglich.</p>
<p>Sie können nun eine einzelne Folie als <b>png-Datei</b> herunterladen oder den kompletten <b>Foliensatz (pdf) inkl. der Annotationen</b> für alle als Download zur Verfügung stellen (über Präsentationen verwalten).</p><p><img alt="Screenshot: Whiteboard mit unterschiedlichen Grafikelementen, Texten und den Werkzeugen" src="data:image/png;base64,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" /> <br /></p>
<h2>Aufzeichnung</h2>
<p>In der TUD-Installation sind jetzt <b>Aufzeichnungen von Videokonferenzen</b> möglich. Die Option muss dafür zuvor in den Einstellungen des Raums aktiviert werden. Nach Beendigung der Konferenz stehen mit etwas Verzögerung verschiedene Formate zur Verfügung. Bis auf presentation können alle in der Ansicht per Kontextmenü/rechter Maustaste heruntergeladen werden.</p>
<ul>
<li>presentation: Browser-Ansicht der Konferenz mit Präsentationsbereich (inkl. Sprungmarke pro Ansichtswechsel) + Webcams + Chat + geteilten Notizen; ermöglicht Fokuswechsel zwischen Präsentation und Webcams</li>
<li>video: Video des Präsentationsbereichs + Webcams + Chat</li>
<li>screenshare: Video des geteilten Bildschirms + Webcams</li>
<li>podcast: Audioaufnahme</li>
<li>notes: pdf-Datei der geteilten Notizen mit dem Stand vom Ende des Meetings</li>
</ul>
<p>Der Zugriff auf die Aufnahmen kann konfiguriert werden:</p>
<ul>
<li>Unveröffentlicht (kein Zugriff)</li>
<li>Veröffentlicht (Zugriff bei Kenntnis der konkreten Links) – Standardeinstellung</li>
<li>Öffentlich (Links auch über Raumstartseite einsehbar)</li></ul><p><img alt="Screenshot: 3 Aufzeichnungen, je eine in der Sichtbarkeit unveröffentlicht, veröffentlicht, öffentlich" 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" /> <br /></p><ul>
</ul>
<h2>Umfragen</h2>
<p>Bei Umfragen können bei Bedarf ab sofort auch <b>mehrere Antwortoptionen</b> pro Person ausgewählt werden.</p>
<p>Zudem lassen sich nun <b>vorbereitete Umfragen</b> in das Textfeld kopieren oder per Drag’n’Drop aus txt-Dateien <b>importierten</b>, sofern die Option „Individuelle Eingabe“ aktiviert ist.</p>
<h2>Geteilte Notizen</h2>
<p>Die geteilten Notizen können in eine <b>Präsentation (pdf)</b> umgewandelt und angezeigt, sowie mit den Whiteboard-Werkzeugen annotiert werden. Wählt man hingegen die Option <b>„an Whiteboard anheften“</b>, werden die Notizen zur Bearbeitung in den Präsentationsbereich verschoben, so dass die Bearbeitungsfläche vergrößert wird und der Chat parallel sichtbar sein kann.</p>
<h2>Gruppenräume (Breakout Rooms)</h2>
<p>Die geteilten <b>Notizen</b> und die (annotierte) <b>Präsentation</b> können nach Schließen eines Gruppenraums in den <b>Hauptraum übernommen</b> und dort zum Download angeboten oder im Präsentationsbereich angezeigt werden. Dies muss beim Anlegen der Räume aktiviert werden.</p>
<p>Die letzte <b>Zuweisung</b> der Teilnehmenden zu den Gruppenräumen wird <b>gespeichert</b> und kann bei der erneuten Erstellung von Räumen genutzt werden.</p>
<p>Ein <b>Verschieben von Personen</b> zwischen laufenden Gruppenräumen ist einfach möglich.</p>
<p> </p>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-14714144577229425062023-07-17T13:15:00.002+02:002023-07-17T13:15:49.623+02:00Strategieworkshop zum vernetzten Lernen vom SMWK veranstaltet<img align="right" border="0" data-original-height="540" data-original-width="800" height="270" src="https://buergerbeteiligung.sachsen.de/portal/download/datei/3050096_0/Bild+Beteiligungsportal.jpg" style="text-align: left; margin: 0 0 20px 20px" width="400" alt="Frau mit VR-Brille, über ihr schweben Grafiken, sie greift mit der Hand danach" /><p>Am 05.07.2023 fand an der Hochschule für Bildende Künste
Dresden der <a href="https://buergerbeteiligung.sachsen.de/portal/smwkt/beteiligung/themen/1035469">Strategieworkshop "Vernetztes Lernen: Das Zusammenwirken von
Lehren, Technologie und Lernumgebung"</a> statt. Ausgerichtet vom Sächsischen
Staatsministerium für Wissenschaft, Kultur und Tourismus (SMWK) und unterstützt
von der Hochschuldidaktik Sachsen sowie dem Arbeitskreis E-Learning der LRK
Sachsen diente der Austausch sowie die Erarbeitung von Inhalten und Impulsen
der Entwicklung einer Strategie „Digitale Transformation im Hochschulbereich“
im Handlungsfeld „Didaktik und Infrastruktur in der digitalen Hochschullehre“.
Mehr als 60 Teilnehmende diskutierten in parallelen Workshops zu folgenden
Fragestellungen:</p>
<ul style="margin-top: 0cm;" type="disc"><li class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1;"><span style="mso-fareast-font-family: "Times New Roman";">Welche
Didaktik und welche Infrastruktur brauchen zukunftsorientierte Curricula?</span></li><li class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1;"><span style="mso-fareast-font-family: "Times New Roman";">Veränderung
der Lernwege: Individualisierung, Flexibilisierung, Kollaboration und
Kooperation</span></li><li class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1;"><span style="mso-fareast-font-family: "Times New Roman";">Chancengerechtigkeit
in der digitalen Lehre</span></li><li class="MsoListParagraphCxSpLast" style="margin-left: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1;"><span style="mso-fareast-font-family: "Times New Roman";">Zentrale
E-Learning-Infrastruktur, Schnittstellen und Openness:
Lernmanagementsysteme, Videoplattformen, OER und Co.</span></li></ul>
<p class="MsoNormal">Die Ergebnisse fließen in den Strategieentwicklungsprozess
ein.</p><p class="MsoNormal"><br /></p><p class="MsoNormal"><br /></p>
E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-79983112287750305862023-06-26T10:46:00.000+02:002023-06-26T10:46:18.032+02:00Geförderte des Fonds DLL 2023/ 2024<h2 style="text-align: left;"><span style="font-family: verdana;"><b>Herzlichen Glückwunsch an alle Geförderten der Ausschreibung in 2023/2024!</b></span></h2><p><span style="font-family: verdana;"><br /></span></p><p><span style="font-family: verdana;"></span></p><p><span style="font-family: verdana;"><br /></span></p><ul style="text-align: left;"><li><span style="font-family: verdana;">Virtuelle Praktikumsplattform Thermodynamik | Prof. Dr. rer. nat. habil. Cornelia Breitkopf, Dr. rer. nat. Tommy Lorenz | 16.000 €</span></li></ul><ul style="text-align: left;"><li><span style="font-family: verdana;">Erstellung und Einbindung eines Systems zur Organisation und Durchführung von Praktika </span></li></ul><div><span><a name='more'></a></span><div><span style="font-family: verdana;"> <br /></span><div><ul style="text-align: left;"><li><span style="font-family: verdana;">Das (Mini-)Internet im Internet – Ein virtualisiertes Netzwerkpraktikum in Kleingruppen | Dr.-Ing. Markus Wutzler | 20.263,58 €</span></li></ul><ul style="text-align: left;"><li><span style="font-family: verdana;">Einsatz von simuliertem Internet in einer Lehrveranstaltung</span></li></ul><span style="font-family: verdana;"><span><!--more--></span> <br /></span></div><div><ul style="text-align: left;"><li><span style="font-family: verdana;">SimBiose - Simulation biologischer Prozesse - digital gestütztes Lehren und Lernen im Fach- und Lehramtsstudium | Dipl.-Ing. Markus Ahnert, Prof.in Dr. Monique Meier, Dr. Thomas Petzoldt | 12.750 €</span></li></ul><ul style="text-align: left;"><li><span style="font-family: verdana;">Erstellung und didaktischer Einsatz von Simulationen mit webbasierten Simulationsapps</span></li></ul><span style="font-family: verdana;"><span><!--more--></span></span><span style="font-family: verdana;"> </span><ul style="text-align: left;"><li><span style="font-family: verdana;">Erstellung von interaktiven Lehranimationen für die Grundlagenvermittlung zur statischen Berechnung von Tragwerken | Prof. Dr.-Ing. habil. Michael Kaliske, Dr.-Ing. Johannes Storm |8.486 €</span></li></ul><ul style="text-align: left;"><li><span style="font-family: verdana;"> visuelle Darstellung von Lehrinhalten als Lehranimationen in Python</span></li></ul><span style="font-family: verdana;"><span><!--more--></span></span><br /></div><div><ul style="text-align: left;"><li><span style="font-family: verdana;"> </span><span style="font-family: verdana;">TT - ThinkThin – Virtuelle Praktika - Halbleitertechnik erlebbar machen | Prof. Dr.-Ing. Thomas Mikolajick, Dr.-Ing. Martin Knaut, Tilman Lieberknecht | 12.352,82 €</span><span style="font-family: verdana;"> </span></li></ul><ul style="text-align: left;"><li><span style="font-family: verdana;">Erstellung und Einsatz eines virtuellen Rundgangs</span></li></ul><span style="font-family: verdana;"><span><!--more--></span> <br /></span></div><div><ul style="text-align: left;"><li><span style="font-family: verdana;">Structural Design In Architecture Blended Open Education | Prof. Dr. Ing. Matthias Beckh, M.Sc. Iuliia Lebedeva | 13.000,00 €</span></li></ul><ul style="text-align: left;"><li><span style="font-family: verdana;"> Verknüpfung multimedialer Lehr- und Lerninhalte</span></li></ul><span style="font-family: verdana;"><span><!--more--></span></span><br /></div><div><span style="font-family: verdana;"> </span><ul style="text-align: left;"><li><span style="font-family: verdana;">E-MoViE_Pat: Einsatz eines mobilen Videolabs mit real time Feedback Funktion zur Unterstützung des psychotherapeutischen Kompetenzerwerbs in der patientenorientierten Lehre | Prof. Dr. Anna Lena Zietlow | 14.700 €</span></li></ul></div><div><ul style="text-align: left;"><li><span style="font-family: verdana;"> Einsatz mobiler Videolabs</span></li></ul><span style="font-family: verdana;"><span><!--more--></span></span></div></div></div>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-59073053269211854492023-05-30T08:43:00.006+02:002023-05-30T08:43:52.314+02:00Ankündigung anstehende OPAL- und ONYX-Schulungen<p>An folgenden Donnerstagen finden jeweils von 09:20 Uhr bis 10:50 Uhr für Nutzer/innen mit Autorenrechten an der TU Dresden die nächsten OPAL- und ONYX-Kurse statt. Die Veranstaltungen werden online über BigBlueButton angeboten (Link wird per E-Mail an die eingeschriebenen Teilnehmenden verschickt).</p><ul style="text-align: left;"><li>OPAL-Basiskurs: 08.06.2023</li><li>ONYX-Basiskurs: 15.06.2023</li><li>OPAL-Aufbaukurs: 22.06.2023</li><li>ONYX-Aufbaukurs: 29.06.2023<br /></li></ul>
<p>Mit dem <b>OPAL-Basiskurs</b> erhalten Sie einen Einblick in die Arbeit mit der Lernplattform OPAL als Kursautor/in. Folgende Inhalte werden unter anderem behandelt:<br /></p><ul style="text-align: left;"><li>Aufbau/Struktur von OPAL</li><li>Erstellung von Kursen, u. a. Einschreibung, Bereitstellen von Materialien, einfache Inhaltsseiten</li><li>Umsetzung von Sichtbarkeits- und Zugangsregelungen zu Kursinhalten </li><li>Veröffentlichen und Verwalten der Kurse</li></ul>
<p>Der <b>ONYX-Basiskurs</b> vermittelt Einblicke in folgenden Themenbereiche:</p>
<p></p><ul style="text-align: left;"><li>Erstellen von Aufgaben, Kennenlernen der verschiedenen Aufgabentypen</li><li>Zusammenstellen und konfigurieren der ONYX-Tests</li><li>Teilen der Testinhalte mit anderen Nutzenden</li><li>Einbinden und konfigurieren der Tests in OPAL </li><li>Testergebnisse einsehen und archivieren (OPAL)</li></ul>
<p>Im <b>OPAL-Aufbaukurs</b> werden aufbauend auf OPAL-Grundlagenkenntnissen und je nach Interesse der Teilnehmenden erweiterte Einsatzszenarien für die online-gestützte Hochschullehre sowie Möglichkeiten der Unterstützung für kollaborative Lehr- und Arbeitsformen aufgezeigt (z. B. Lerngruppen, Wikis, Foren).</p>
<p>Der <b>ONYX-Aufbaukurs</b> gibt eine Einführung in die Nutzung von Formeln und Variablen. Es werden Beispiele für einfache Berechnungsaufgaben mit Variablen, die Umsetzung mehrstufiger Aufgaben mit Beachtung von
Folgefehlern sowie der Einsatz von Testvariablen z. B. für aufgabenübergreifende Themenbezugnahme vorgestellt. </p><p></p><p></p>
<p>Die <a href="https://bildungsportal.sachsen.de/opal/auth/RepositoryEntry/516358148/CourseNode/96763256983096" target="_blank">Anmeldungen</a> erfolgen über den OPAL-Kurs des E-Learning-Teams der TU Dresden.</p>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-63055147312183346822023-05-26T09:00:00.002+02:002023-06-05T13:25:01.750+02:00Digitale Klausuren in Post-Corona-Zeiten<p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal">Noch nicht lange ist es her, seit Präsenzklausuren nur
bedingt möglich waren und Studierende ihre Prüfungsleistungen zu einem großen
Teil zu Hause mit eigenen Geräten durchführen mussten. Seitdem wurde am
Prüfungsprozess in organisatorischer und technischer Sicht eine Vielzahl von
Verbesserungen vorgenommen. Digitale Klausuren haben sich nach der Pandemie an
der TU Dresden konsolidiert, wie die Zahlen der letzten Semester zeigen.</p>
<p class="MsoNormal">In Wintersemestern werden in den vier Wochen der Kernprüfungszeit jeweils in etwa 900
Klausuren durchgeführt. Im Wintersemester 2020/21 fanden davon ca. 480
Klausuren und 2021/22 knapp 240 im Digitalformat statt. Ab dem Sommersemester
2022 sind alle Pandemieauflagen weggefallen und der Wert hat sich <b>in diesem Wintersemester</b> bei <b>etwa 80 digitalen Klausuren mit insgesamt ca. 7.000 Teilnehmenden</b>
eingepegelt. </p>
<p class="MsoNormal">Seit Beginn der digitalen Prüfungen haben sich die Prüfungen
in ihrer inhaltlichen Gestaltung stark weiterentwickelt: <span class="normaltextrun"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Die Komplexität der ONYX-Tests sowie auch
die Individualisierung der Testinhalte für die einzelnen Teilnehmenden nimmt
durch die Nutzung von Variablen mit und ohne Zufallsfunktionen stetig zu. Durch
den Einsatz des integrierten <b>Computer-Algebra-Systems MAXIMA in fast jeder
dritten Klausur</b> werden zudem in Echtzeit numerische Lösungen der
Teilnehmenden geprüft.</span></span> Reine Uploadklausuren spielen dagegen nur
noch eine untergeordnete Rolle, noch nicht einmal jede zehnte Klausur wurde
zuletzt in diesem Format durchgeführt.</p>
<p class="MsoNormal">Noch immer wird knapp die Hälfte der digitalen Klausuren als
Fern-Klausur gestaltet. Der Anteil an Präsenzprüfungen, die in PC-Pools oder
mit mitgebrachten Geräten in Seminarräumen durchgeführt werden, hat sich
dagegen stetig erhöht. Inzwischen findet <b>jede dritte Online-Klausur in Präsenz</b> statt.</p>
<p class="MsoNormal">Sollten Sie den Bedarf feststellen, für das kommende Sommersemester noch eine Onlineprüfung
nachzumelden, kontaktieren Sie bitte das für Sie zuständige Prüfungsamt. Falls
Sie bereits eine digitale Klausur angemeldet haben, wenden Sie sich bei Fragen und
Unterstützungsbedarf gern an <a href="mailto:elearning@tu-dresden.de">elearning@tu-dresden.de</a>.
Wie gewohnt können Sie Ihre fertiggestellte Klausur auf technische
Korrektheit überprüfen lassen und während der Klausurdurchführung steht Ihnen
ein telefonischer Notfallservice zur Verfügung. Weiterführende <a href="https://tu-dresden.de/zill/materialien-und-tipps-fuer-die-lehre/digitale-lehre/digitale-pruefungen">Informationen
zu digitalen Klausuren</a> finden Sie auf unserer Webseite. </p>
<p></p>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-12515594774035048052023-05-24T18:53:00.005+02:002023-05-24T19:05:55.942+02:00Neue Funktionen von OPAL und ONYX<p>Seit Jahresbeginn sind wieder einige neue Funktionen in OPAL und ONYX hinzugekommen. Besonders spannende Entwicklungen aus den Bereichen Online-Klausuren, Abo-Funktion und Einbindung externer Tools stellen wir Ihnen heute vor:</p>
<h1>Online-Klausuren</h1>
<ul>
<li><b>Hinweise an Teilnehmende verschicken:</b> Während einer Online-Klausur können bei aktivierter Prüfungssteuerung individuelle Hinweise an ausgewählte Teilnehmende verschickt werden. Teilnehmende müssen diese Hinweise aktiv bestätigen bzw. wegklicken, um in der Prüfung weiterarbeiten zu können. Die versendeten Hinweise werden in das Verlaufsprotokoll eingetragen. Weitere Informationen finden Sie in der <a href="https://www.bps-system.de/help/display/LMS/Pruefungssteuerung#Pruefungssteuerung-HinweiseanTeilnehmersenden">OPAL-Hilfe</a>.</li></ul><p style="text-align: center;"><img alt="Screenshot: Prüfungssteuerung mit Overlay "Hinweise an Prüfungsteilnehmer senden"" height="289" 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width="640" /> <br /></p><ul>
<li><b>Hinterlegen von Aufgabenvorlagen:</b> Im Kursbaustein Aufgabe können ergänzend zu den Aufgabenstellungen für die Studierenden auch Zusatzmaterialien hinterlegt werden. Dies kann z. B. ein auszufüllendes Formular oder eine bereits gegliederte Dokumentvorlage sein. Nach der Zuweisung einer Aufgabenstellung stehen die Zusatzmaterialien zum Download bereit.</li>
<li><b>Bewertung aller MC-Aufgabentypen nach MC-Ordnung:</b> Für die automatische <a href="https://tu-dresden.de/zill/materialien-und-tipps-fuer-die-lehre/digitale-lehre/digitale-pruefungen/bewertung-von-mc-aufgaben">Bewertung einer MC-Aufgabe nach MC-Ordnung</a> wird in den meisten Fällen die Bewertungsoption "Punkte pro Antwort (markierte und nicht markierte Antworten)" benötigt. Diese steht nun in ONYX auch für Matrix-, Hotspot- und Fehlertextaufgaben und somit für alle Aufgabentypen mit vorgegebenen Antwortoptionen (geschlossene Aufgaben) zur Verfügung. Es werden dabei Teilpunkte für richtige, markierte Antworten und für falsche, nicht markierte Antworten vergeben.</li>
<li><b>Verbesserung der Sortierung von Teilnehmendenlisten: </b>Um den Abgleich von Teilnehmendenlisten z. B. mit der Liste der Prüfungsanmeldungen zu erleichtern, werden im Kursbaustein Checkliste die Vor- und Nachnamen der Teilnehmenden nun in separaten Spalten aufgelistet. Benötigen Sie an dieser Stelle oder im Gruppenmanagement eine exakte alphabetische Sortierung der Teilnehmenden (z. B. bei Dopplungen von Nachnamen), so erreichen Sie dies durch die Sortierung der Tabelle zunächst nach Vornamen und anschließend nach Nachnamen.</li>
<li><b>Vorschau bei Übergabe von Teilnehmenden- oder Testergebnisdaten:</b> Erfolgt die Durchführung eines ONYX-Tests innerhalb eines OPAL-Kurses, so konnten bisher schon personenbezogene Daten (z. B. Name) oder Ergebnisse aus anderen Tests (z. B. erreichte Punkte) an Tests als <a href="https://www.bps-system.de/help/display/LMS/KB+Test+-+Variablen">Variablen</a> übergeben werden (eine Veranschaulichung finden Sie in einer <a href="https://bildungsportal.sachsen.de/opal/auth/RepositoryEntry/37986009089/CourseNode/1670470101585115009">beispielhaften Umsetzung in einem OPAL-Kurs</a>). Neu ist nun innerhalb des ONYX-Aufgabenpools die Option, in der Vorschau die Werteübergabe mit beliebigen Werten zu erproben („Vorschau konfigurieren“). Innerhalb des Kurseditors besteht darüber hinaus im Reiter „Variablen“ die Möglichkeit per Vorschau die hinterlegten Expertenregeln zur Wertebelegung zu überprüfen. Es werden dafür die Werte des eigenen Accounts genutzt.</li>
</ul>
<h1>Abo-Funktion</h1>
<p>In OPAL besteht die Möglichkeit bestimmte Kursbausteine zu <a href="https://www.bps-system.de/help/display/LMS/Abonnements+und+Benachrichtigungen">abonnieren</a>. Dadurch wird man automatisch über Änderungen an den Inhalten informiert. Folgende Änderungen gibt es bei den Abonnements:</p>
<ul>
<li>Die Option "Automatisch abonnieren" kann nun auch für die Kursbausteine Forum und Ordner aktiviert werden. In dem Fall wird das Abonnement beim Aufruf des Bausteins automatisch aktiviert.</li>
<li>Bisher gab es keine Möglichkeit nachzuvollziehen, ob an einem konkreten Kursbaustein Abonnements vorlagen. Über das neue Kurswerkzeug "<a href="https://www.bps-system.de/help/display/LMS/Kurs-Abonnements">Kurs-Abonnements</a>" erhalten Kursverantwortliche nun zunächst eine Übersicht über alle abonnierbaren Kursbausteine eines Kurses. Darüber hinaus wird angezeigt, von wie vielen Personen ein Kursbaustein abonniert wurde. Der Zugriff erfolgt in der Kursansicht über die Einstellungen (Zahnradsymbol). Weitere Funktionen zu Verbesserung der Abonnement-Funktion sind in Planung.</li></ul><p style="text-align: center;"><img alt="Screenshot: Menü Kurs-Abonnements mit Anzeige der Anzahl der Abonnements pro Kursbaustein" height="350" 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</ul>
<h1>Integration externer Tools über LTI</h1>
<p>Der <a href="http://www.imsglobal.org/activity/learning-tools-interoperability">LTI-Standard</a> (Learning Tools Interoperability) ermöglicht einen sicheren Datenaustausch zwischen OPAL und externen Lernwerkzeugen. Bisher wurde in OPAL nur LTI 1.0/1.1 unterstützt. Mit der neuen Erweiterung kann im Kursbaustein „<a href="https://www.bps-system.de/help/display/LMS/LTI-Tool">LTI Tool</a>“ alternativ auch die Version LTI 1.3 gewählt werden. Damit ist neben der Datenübertragung aus OPAL heraus nun auch die Rückübertragung von Bewertungsdaten an OPAL möglich. Eine kurze Einführung dazu finden Sie im Blogartikel <a href="https://www.bps-system.de/lti-systeme-in-der-opal-lernplattform-einsetzen/">„LTI-Systeme in OPAL einsetzen“</a> der BPS GmbH.</p>
<p> </p>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-79665198865536866412023-05-02T10:31:00.004+02:002023-05-02T10:31:52.557+02:00Ankündigung anstehende OPAL- und ONYX-Schulungen<p>An folgenden Terminen finden jeweils von 09:20 Uhr bis 10:50 Uhr für Nutzer/innen mit Autorenrechten an der TU Dresden die nächsten OPAL- und ONYX-Kurse statt. Die Veranstaltungen werden online über BigBlueButton angeboten (Link wird per E-Mail an die eingeschriebenen Teilnehmenden verschickt).</p><ul style="text-align: left;"><li>OPAL-Basiskurs: Donnerstag, den 11.05.2023</li><li>ONYX-Basiskurs: Donnerstag, den 25.05.2023</li></ul>
<p>Mit dem <b>OPAL-Basiskurs</b> erhalten Sie einen Einblick in die Arbeit mit der Lernplattform OPAL als Kursautor/in. Folgende Inhalte werden unter anderem behandelt:<br /></p><ul style="text-align: left;"><li>Aufbau/Struktur von OPAL</li><li>Erstellung von Kursen, u. a. Einschreibung, Bereitstellen von Materialien, einfache Inhaltsseiten</li><li>Umsetzung von Sichtbarkeits- und Zugangsregelungen zu Kursinhalten </li><li>Veröffentlichen und Verwalten der Kurse</li></ul>
<p>Der <b>ONYX-Basiskurs</b> vermittelt Einblicke in folgenden Themenbereiche:</p>
<p></p><ul style="text-align: left;"><li>Erstellen von Aufgaben, Kennenlernen der verschiedenen Aufgabentypen</li><li>Zusammenstellen und konfigurieren der ONYX-Tests</li><li>Teilen der Testinhalte mit anderen Nutzenden</li><li>Einbinden und konfigurieren der Tests in OPAL </li><li>Testergebnisse einsehen und archivieren (OPAL)</li></ul>
<p></p><p></p>
<p>Die <a href="https://bildungsportal.sachsen.de/opal/auth/RepositoryEntry/516358148/CourseNode/96763256983096" target="_blank">Anmeldungen</a> erfolgen über den OPAL-Kurs des E-Learning-Teams der TU Dresden.</p>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-65476238579821635572023-04-26T08:25:00.007+02:002023-04-26T08:30:50.848+02:00Wissenschaftsministerium lobt Sächsischen Lehrpreis aus - bis Ende Juni 2023 bewerben!<p><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
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</p><p class="MsoPlainText"><b>40.000 Euro für die besten Dozentinnen und Dozenten
Sachsen</b></p>
<p class="MsoPlainText"> </p>
<p class="MsoPlainText">An allen sächsischen Hochschulen und an der Berufsakademie
Sachsen gibt es sie: herausragende Dozentinnen und Dozenten, die es schaffen
es, den Lehrstoff mit neuen, klugen Ideen und Konzepten zu vermitteln. Sie
werden gesucht für den diesjährigen Sächsischen Lehrpreis.</p>
<p class="MsoPlainText"> </p>
<p class="MsoPlainText">Der vom Wissenschaftsministerium ausgelobte Preis wird
alle zwei Jahre für Lehrende (Einzelpersonen oder Gruppen) an sächsischen
Universitäten, Kunsthochschulen, Hochschulen für angewandte Wissenschaften und
der Berufsakademie Sachsen verliehen. Insgesamt werden vier Preise vergeben, die
mit jeweils 10.000 Euro dotiert sind.</p>
<p class="MsoPlainText"> </p>
<p class="MsoPlainText"><b>Bis zum 30. Juni 2023</b> können Rektorate oder der Präsident
der Berufsakademie Sachsen Vorschläge einreichen. Aber auch <b>Eigenbewerbungen</b>
sind <b>möglich</b>. Die Vorschläge werden von einer vom Wissenschaftsministerium eingesetzten
Jury begutachtet und bewertet. In einer abschließenden Jurysitzung im Herbst
2023 werden die Preisträger bestimmt.</p>
<p class="MsoPlainText"> </p>
<p class="MsoPlainText">Wissenschaftsminister Sebastian Gemkow: »Studentinnen und
Studenten an unseren Hochschulen zu einem erfolgreichen Abschluss zu führen,
gelingt nur mit motivierten Dozentinnen und Dozenten und begeisternden Formaten
in der Lehre. Das ist eine wichtige Voraussetzung in Zeiten des
Fachkräftemangels. Wir rücken mit dem Sächsischen Lehrpreis hervorragende und
beispielgebende Hochschullehre bewusst in den Mittelpunkt.«</p>
<p class="MsoPlainText"> </p>
<p class="MsoPlainText"><b>Weitere Informationen</b> finden Sie hier: <br /><a href="https://www.studieren.sachsen.de/download/2023_Lehrpreis_Merkblatt.pdf">https://www.studieren.sachsen.de/download/2023_Lehrpreis_Merkblatt.pdf</a></p><p class="MsoPlainText"><b>Herausgeber </b>dieser Information: <br /><span face=""Calibri",sans-serif" style="font-size: 11pt; mso-ansi-language: DE; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="https://www.medienservice.sachsen.de/medien/?search%5Binstitution_ids%5D%5B%5D=10284" target="_blank">Sächsisches Staatsministerium für Wissenschaft, Kulturund Tourismus</a><br /></span></p><p></p><p><br />
</p>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.comtag:blogger.com,1999:blog-309955393245673496.post-19852643554970571822023-04-20T10:49:00.002+02:002023-04-20T10:52:17.094+02:00Veranstaltungshinweis für den 26.04.2023<p></p><p><!--[if gte mso 9]><xml>
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Name="List Table 7 Colorful Accent 6"/>
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Name="Mention"/>
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Name="Smart Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hashtag"/>
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Name="Unresolved Mention"/>
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Name="Smart Link"/>
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<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Normale Tabelle";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0cm;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri",sans-serif;
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
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</p><p class="MsoNormal"><b>ChatGPT@TUD - Informationen und Austausch</b> </p>
<p class="MsoNormal">Das Erweiterte Rektorat der TU Dresden lädt gemeinsam mit
dem CIDS und der SLUB zu einer Informations- und Austauschveranstaltung zur Gestaltung
des Umgangs mit ChatGPT und vergleichbaren Systemen ein. In Impulsvorträgen und
Pitches werden verschiedene thematische Aspekte beleuchtet; eine abschließende
Podiumsdiskussion bietet Raum für den Austausch.</p>
<p class="MsoNormal"><b>Programm und weitere Informationen zur Veranstaltung:</b>
<br />
<a href="https://events.scads.ai/event/53/" target="_blank">https://events.scads.ai/event/53/</a></p>
<p class="MsoNormal"><b>Termin:</b> <br />
Mittwoch, 26.04.2023 von 16:00 bis 19:00 Uhr</p>
<p class="MsoNormal"><b>Ort:</b><br />
offline: <a href="http://navigator.tu-dresden.de/etplan/che/00/raum/126600.0480" target="_blank">CHE 0091/H</a> (Chemie/Hydrowissenschaften, Bergstraße 66)<br />
online: Live-Stream über den YouTube-Kanal der TU Dresden, <a href="https://www.youtube.com/watch?v=ekXxFkiisFs" target="_blank">https://www.youtube.com/watch?v=ekXxFkiisFs</a>
</p> <br /><p></p>E-Learning an der TU Dresdenhttp://www.blogger.com/profile/00209590642866630235noreply@blogger.com