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<feed xmlns="http://www.w3.org/2005/Atom"><title>Julien Enselme personal blog - Libreoffice</title><link href="https://www.jujens.eu/" rel="alternate"/><link href="https://www.jujens.eu/feeds/libreoffice.atom.xml" rel="self"/><id>https://www.jujens.eu/</id><updated>2014-11-22T00:00:00+01:00</updated><entry><title>Des modèles de business model canvas en français pour LibreOffice Impress</title><link href="https://www.jujens.eu/posts/2014/Nov/22/business-model-canvas-impress/" rel="alternate"/><published>2014-11-22T00:00:00+01:00</published><updated>2014-11-22T00:00:00+01:00</updated><author><name>Julien Enselme</name></author><id>tag:www.jujens.eu,2014-11-22:/posts/2014/Nov/22/business-model-canvas-impress/</id><summary type="html">&lt;p&gt;Je viens de traduire en français un modèle de business modèle canvas pour
LibreOffice Impress. Il est au format A0. Pour l'inclure dans un autre document,
je vous conseille de l'exporter au format SVG puis le l'inclure en tant
qu'image. J'ai tenté d'utiliser l'import OLE mais le document est toujours …&lt;/p&gt;</summary><content type="html">&lt;p&gt;Je viens de traduire en français un modèle de business modèle canvas pour
LibreOffice Impress. Il est au format A0. Pour l'inclure dans un autre document,
je vous conseille de l'exporter au format SVG puis le l'inclure en tant
qu'image. J'ai tenté d'utiliser l'import OLE mais le document est toujours trop
gros.&lt;/p&gt;
&lt;ul class="simple"&gt;
&lt;li&gt;&lt;a class="reference external" href="https://www.jujens.eu/static/business_model_canvas_templates/BusinessModelCanvas.otp"&gt;Le template en anglais&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a class="reference external" href="https://www.jujens.eu/static/business_model_canvas_templates/BusinessModelCanvas_edit.otp"&gt;Le template en anglais à éditer&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a class="reference external" href="https://www.jujens.eu/static/business_model_canvas_templates/BusinessModelCanvas_fr.otp"&gt;Le template en français&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a class="reference external" href="/static/business_model_canvas_templates/BusinessModelCanvas_fr_edit.otp"&gt;Le template en français à éditer&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Les modèles dont le nom de fichier contient &lt;em&gt;edit&lt;/em&gt; ne contiennent pas les
descriptifs des sections et sont donc prêts à être remplis par vos soins.&lt;/p&gt;
&lt;p&gt;Le modèle original en anglais vient de
&lt;a class="reference external" href="http://thoughtsof.matthiasjuette.de/business-model-canvas-template/"&gt;http://thoughtsof.matthiasjuette.de/business-model-canvas-template/&lt;/a&gt;. Ils sont
tous publiés sous la licence &lt;a class="reference external" href="http://creativecommons.org/licenses/by-sa/3.0/"&gt;Creative Commons Share Alike&lt;/a&gt;.&lt;/p&gt;
</content><category term="Libreoffice"/><category term="business model canvas"/><category term="entrepreneuriat"/><category term="création d'entreprise"/></entry><entry><title>Tutoriel d’utilisation basique de LibreOffice Writer</title><link href="https://www.jujens.eu/posts/2013/Dec/02/tuto_LibreOffice_Writer_basique/" rel="alternate"/><published>2013-12-02T00:00:00+01:00</published><updated>2013-12-02T00:00:00+01:00</updated><author><name>Julien Enselme</name></author><id>tag:www.jujens.eu,2013-12-02:/posts/2013/Dec/02/tuto_LibreOffice_Writer_basique/</id><summary type="html">&lt;h1&gt;But de ce document&lt;/h1&gt;
&lt;p&gt;Vous pensez savoir utiliser LibreOffice (ou Word®) car c’est facile et qu’apprendre à l’utiliser ne sert à rien ? Ce n’est pas mon expérience. Elle prouve au contraire que la plupart des utilisateurs n’utilisent pas cet outil comme il faut, alors qu …&lt;/p&gt;</summary><content type="html">&lt;h1&gt;But de ce document&lt;/h1&gt;
&lt;p&gt;Vous pensez savoir utiliser LibreOffice (ou Word®) car c’est facile et qu’apprendre à l’utiliser ne sert à rien ? Ce n’est pas mon expérience. Elle prouve au contraire que la plupart des utilisateurs n’utilisent pas cet outil comme il faut, alors qu’il est très facile de gagner en efficacité avec quelques notions de base.&lt;/p&gt;
&lt;p&gt;En effet, lors de l’utilisation d’outils comme celui-ci (qualifiés de WYSIWYG) la tentation de mélanger contenu et forme est très vive. Par exemple, lorsque vous écrivez un titre, élément de structure, vous le mettez immédiatement en gros et en gras (forme). Ce faisant, votre document n’est pas structuré pour l’ordinateur.&lt;/p&gt;
&lt;p&gt;Un autre exemple : vous serez amené à rédiger des rapports parfois très longs. Eh bien, un document réalisé avec quelques fonctionnalités très basiques peut vous être extrêmement utile : changer tous les titres en 2-3 clics, faire un sommaire automatique avec renvoi, les titres qui se numérotent automatiquement…&lt;/p&gt;
&lt;p&gt;Pour la rédaction de longs rapports scientifiques contenant plein de formules et pleins d’autres choses, vous pouvez également vous tourner vers LaTeX. Ce logiciel est conçu pour l’édition de formules mathématiques et propose un rendu très professionnel pour celles-ci ainsi que des symboles mathématiques très peu courants. Il propose également des outils très puissants pour la bibliographie. En outre, il vous force à structurer votre document.&lt;/p&gt;
&lt;p&gt;Ce document ne couvre que les fonctionnalités basiques (mais qui vous éviteront de nombreuses frustrations par la suite). Un autre document couvre des fonctionnalités plus avancées. Vous trouverez plus d’informations en fin de document. Tout ce que vous lirez est valable pour LibreOffice 3.6.x et 4.0.x.&lt;/p&gt;
&lt;h1&gt;Mais pourquoi LibreOffice Writer et pas…&lt;/h1&gt;
&lt;h2&gt;Word&lt;/h2&gt;
&lt;p&gt;Word est un autre logiciel de traitement de texte édité par Microsoft. Pendant longtemps il a fait la promotion de son propre format, qui fonctionne très difficilement avec les outils concurrents. Le support de l’OpenDocument (qui est un standard) est beaucoup plus récent. En outre, ce logiciel n’est ni multiplateforme (comment on le fait marcher sous Linux ?), ni gratuit. Vous pouvez vous procurer LibreOffice librement et le distribuer à vos amis sans problème.&lt;/p&gt;
&lt;h2&gt;OpenOffice.org&lt;/h2&gt;
&lt;p&gt;LibreOffice est en fait le descendant d’OpenOffice.org et est basé sur le code d’OpenOffice.org. Vous trouverez plus de précision sur Internet.&lt;/p&gt;
&lt;h2&gt;Google Documents et affilié&lt;/h2&gt;
&lt;p&gt;Bien que Google Documents puisse être utile pour le travail collaboratif, il est toujours très loin d’être complet. Je dirais même qu’il lui manque de nombreuses fonctions essentielles présentées dans ce document. De plus, vous perdez le contrôle sur vos données et vous êtes tributaires de Google (et de votre connexion à Internet).&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Sommaire&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__957_142577672"&gt;1 Structurer un document   1&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__959_142577672"&gt;1.1 Les titres 1&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__1270_142577672"&gt;1.2 Numéroter ses titres   2&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__1272_142577672"&gt;2 Insérer des images   2&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__965_142577672"&gt;3 Les numéros de page  4&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__967_142577672"&gt;4 Rupture de page  4&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__13831_757466230"&gt;5 Faire une page de garde  5&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__3212_976366088"&gt;6 Le sommaire automatique  7&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__969_142577672"&gt;7 La correction orthographique et grammaticale 8&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__13984_757466230"&gt;7.1 La correction orthographique   8&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__13986_757466230"&gt;7.2 La correction grammaticale 9&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__3214_976366088"&gt;8 Divers   9&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__3216_976366088"&gt;8.1 Puces et numérotation  9&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__3218_976366088"&gt;8.2 Les divers collages    9&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__993_142577672"&gt;9 Citations    10&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__13988_757466230"&gt;10 Auteur et licences  10&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading___Toc2421_3865195174"&gt;11 Remerciements   10&lt;/a&gt;&lt;/p&gt;
&lt;h1&gt;Structurer un document&lt;/h1&gt;
&lt;p&gt;Structurer votre document, c’est ce qui vous permet de faire la différence entre les titres, le corps de texte… Vous allez me dire en sélectionnant du texte et en le mettant en gras et en gros, j’ai fait un titre. Eh bien non. Vous avez structuré le document pour l’impression, pas pour l’édition informatique. L’idée de la structure, c’est de « dire » à votre ordinateur que ce texte sélectionné est un titre. Il pourra alors le manipuler comme tel et le mettre dans un sommaire, vous proposer des options de navigation entre vos titres…&lt;/p&gt;
&lt;h2&gt;Les titres&lt;/h2&gt;
&lt;p&gt;Comment faire un vrai titre me direz-vous. Rien de plus simple. Cliquez sur la flèche à droite de &lt;em&gt;Corps de texte&lt;/em&gt;, puis sélectionnez &lt;em&gt;Titre principal&lt;/em&gt;. Si ce titre n’apparait pas dans la liste, sélectionnez &lt;em&gt;Corps de texte &lt;/em&gt;et tapez &lt;em&gt;Titre principal&lt;/em&gt;.&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;img alt="Barre de style de LibreOffice" src="data:image/png;base64,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"&gt;NB : le &lt;/em&gt;Titre principal&lt;em&gt; est suivi du style &lt;/em&gt;Sous titre*.&lt;/p&gt;
&lt;p&gt;Voilà, vous venez de donner un titre à votre document. Vous pouvez également mettre un titre à vos sections/chapitres en sélectionnant &lt;em&gt;Titre 1&lt;/em&gt; pour le premier niveau, puis &lt;em&gt;Titre 2&lt;/em&gt; pour le second niveau et ainsi de suite.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;Titre&lt;/em&gt; est une sorte de supertitre. En le modifiant, vous appliquez des modifications à tous les titres !&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Et maintenant, modifions tous nos titres sans en oublier un ! Cliquez sur &lt;/em&gt;Styles et formatage* en haut à gauche de l’écran.&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Puis faites un clic droit sur l’élément que vous voulez modifier et cliquez sur modifier&lt;/em&gt; (ici Titre principal*).&lt;/p&gt;
&lt;p&gt;Vous pouvez alors choisir en naviguant dans les différents onglets l’alignement du texte (centré, justifié, aligné à droite, aligné à gauche), la police, la taille, la fonte, la couleur… Une fois que les réglages vous conviennent, appuyez sur OK pour les appliquer. Voilà, plus besoin de parcourir tout le document pour changer les titres. De plus, un titre suivi par un texte ne sera jamais seul sur une page.&lt;/p&gt;
&lt;p&gt;Vous pouvez également ajouter vos propres styles en faisant un clic droit dans cette fenêtre et en choisissant &lt;em&gt;Nouveau&lt;/em&gt;.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Ne modifiez jamais au grand jamais l’apparence des éléments de structure via la barre de formatage. Vous encourrez des problèmes à traiter à la main.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Vous pouvez naviguer entre vos titres via le menu de navigation. Pour cela, allez dans &lt;em&gt;Affichage &amp;gt; Navigateur&lt;/em&gt; ou appuyez sur F5. Vous pouvez aussi naviguer entre vos images, index…&lt;/strong&gt;&lt;/p&gt;
&lt;h2&gt;Numéroter ses titres&lt;/h2&gt;
&lt;p&gt;Un autre intérêt à faire des titres de section, c’est que LibreOffice peut gérer leur numérotation tout seul. Et si vous ajoutez un titre entre deux autres, ils seront renumérotés automatiquement ! Comment fait-on ? Allez dans la barre d’outils, sélectionnez &lt;em&gt;Outils&lt;/em&gt; &amp;gt; &lt;em&gt;Numérotation des chapitres&lt;/em&gt;.&lt;/p&gt;
&lt;p&gt;Dans la fenêtre qui s’ouvre, sélectionnez le type de numéro que vous voulez pour chaque hauteur de titre. Le champ &lt;em&gt;afficher les niveaux&lt;/em&gt; permet de faire des plans de ce type 1., 1.1,… Appuyez sur OK pour valider les changements. Vos titres se numérotent sans votre aide !&lt;/p&gt;
&lt;p&gt;&lt;img alt="Écran de numérotation des titres" src="data:image/png;base64,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"&gt;Les champs &lt;em&gt;Devant&lt;/em&gt; et &lt;em&gt;Derrière&lt;/em&gt; vous permettent d’ajouter ce que vous voulez avant et après vos numéros de titres. Si vous voulez entourer les numéros de vos titres par &lt;em&gt;Salut&lt;/em&gt; et &lt;em&gt;Adieu&lt;/em&gt;, c’est ici que ça se passe. Je vous conseille de mettre un espace dans &lt;em&gt;Derrière&lt;/em&gt; (vous comprendrez en lisant la section sur le sommaire automatique).&lt;/p&gt;
&lt;h1&gt;Insérer des images&lt;/h1&gt;
&lt;p&gt;Vous pouvez insérer des images à partir d’un fichier via le menu &lt;em&gt;Insertion &amp;gt; Image &amp;gt; À partir d’un fichier&lt;/em&gt;.&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Lorsque vous sélectionnez cette image, vous pouvez choisir l’adaptation de cette image. Des options supplémentaires sont disponibles sous l’onglet &lt;/em&gt;Adaptation du &lt;em&gt;texte. Fiez-vous au dessin, ils sont très parlants. Vous pouvez également modifier le style &lt;/em&gt;Images&lt;em&gt; via &lt;/em&gt;Styles et formatage*. Ce faisant, vous pouvez mettre toutes vos images avec la même adaptation.&lt;/p&gt;
&lt;p&gt;*En doublecliquant sur une image, une boite de dialogue s’ouvre. Elle vous permet notamment de rogner l’image, de choisir la bordure et la couleur de fond.&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Dans l’onglet Type&lt;/em&gt; de la boite de dialogue, vous pouvez choisir l’ancrage de votre image. Vous avez quatre types d’ancrage possible : à la page&lt;em&gt;, au paragraphe&lt;/em&gt;, au caractère&lt;em&gt; et comme caractère&lt;/em&gt;. Cela vous permet de savoir par rapport à quoi le positionnement de l’image sera fait. Par exemple, si l’image est ancrée à la page et que vous sélectionnez un positionnement vertical Haut&lt;em&gt; et horizontal Centré&lt;/em&gt;, votre image sera toujours en haut de la page et centrée horizontalement.&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Le gros avantage de l’ancrage comme caractère &lt;/em&gt;est que l’image se comportera comme un caractère et restera donc là où vous l’avez placé.&lt;/p&gt;
&lt;p&gt;*&lt;img alt="Écran de modification des images" src="data:image/png;base64,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"&gt;Afin de réduire la taille de votre document, je vous invite à rogner vos images en dehors de LibreOffice avec un logiciel de manipulation d’images tel que Gimp. En effet, lorsque vous rognez une image, LibreOffice conserve l’image de départ dans le fichier. Ainsi, votre fichier ODT va grossir très rapidement avec des informations inutiles. Il en est de même pour le PDF généré à partir de ce fichier.&lt;/p&gt;
&lt;p&gt;*Si vous rognez vos images, ces fichiers seront plus petits et donc, par exemple, pourront être envoyés plus facilement par courriel. Vous pourrez alors exporter le PDF sans compression pour avoir un maximum de qualité, sans avoir un fichier trop gros. De plus, ces logiciels étant dédiés au traitement d’images, il est souvent plus facile de redimensionner correctement celles-ci.&lt;/p&gt;
&lt;h1&gt;Les numéros de page&lt;/h1&gt;
&lt;p&gt;Vous pouvez numéroter vos pages en :&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;Insérant un pied de page&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Y insérant un numéro de page&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Pour insérer le pied de page, cliquez simplement en base de la page. Une boite comme ci-dessous apparait. Cliquez dessus pour ajouter le pied de page.&lt;/p&gt;
&lt;p&gt;&lt;img alt="Bouton d’insertion d’un pied de page" src="data:image/png;base64,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"&gt;NB : Cela fonctionne aussi pour les entêtes.&lt;/p&gt;
&lt;p&gt;Pour ajouter le numéro, allez dans la barre d’outils, puis dans &lt;em&gt;Champs &amp;gt; Numéro de page&lt;/em&gt;.&lt;/p&gt;
&lt;p&gt;Pour que vos pages aient des numéros de la forme : &lt;em&gt;numéro de la page/nombre de pages&lt;/em&gt;, ajoutez le caractère '/' après le numéro de la page, puis insérez le champ &lt;em&gt;Nombre de pages&lt;/em&gt;.&lt;/p&gt;
&lt;h1&gt;Rupture de page&lt;/h1&gt;
&lt;p&gt;Si vous désirez qu’un texte commence toujours sur une nouvelle page, par exemple le texte qui suit la page de garde ou le sommaire, il faut insérer un saut de page avant ce texte. Allez dans &lt;em&gt;Insertion &amp;gt; Saut manuel…&lt;/em&gt; Vous pouvez également insérer des sauts de paragraphes et de colonnes.&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;img alt="Menu d’insertion d’un saut de page" 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ZfLXfb+0sBu3X45cIC2nQKHA/Oe2yHHePZcrVEJBW4cNqetcJkMptDV7UGx6ZYmQkgkFLqJxQghTw8PLpfz8WdfdFWszaNiMt3aHk/EMGzqm290ZDDOip0Cx8LhcJRKJZ/Pt3Ug4G9KpZJ6VagVaE2aLBabxWIxmcy2kiZJkiwWy8wbjwiC4HK51NcGg2HT1m2Zp7J0el1Mv36zpk0VCAQIoTH/mTA8If7q9RsVlZUioXDKm2/EDx2y66efzmafX/vtN9S223bszM3PX/7pJyq1OmXT5uwLF0mCGDggZvrkSc7OzgihoqLiN6ZNbz1Z8YqvV925+1dJaamHVDpz6pQBMf3bD9ii8s13SpLk7j17Dh89VlFZSa2l5kM2eXTtnA1gK54eniVlJd5yb+onCthWU1NTSVmJp4endZvTmjQlYnc9rmMwmAyG6csCBEHoDTqJ2L2tGurq652d+ThB3P3r3tqUDYnDhlLLN2/dlpeX/9HSxTweb23Kxg2btyx8ex5CSKPROLFYs6ZN9fKSn0jP+Oqbb5+IHTg8MXHbjl3FJSU+3t4kSZ7IyJj8+usIoeR16xU1NRvXrEYIfbbyy+T1Ke8tXNDO4fTv2+eZp8fyeLzUE2mffLH8931725+D09LyRrv37Dl67MTc2TO95PL7Dx4Y29cmj47DZrd1NoCteHp44gT+oOCBAYcxQ9tzYjp5yjw9PTz1emvGnGlNmkIXUWOj0tNd3mbSxIjGRqXQRdRWDW+/8y71BZ/He3rsmNdffgkhRBDEwcNHvvz8M09PT4TQM+PGfrN6jXGTp0eNouZ0m/jchB927a6qqvLx9o6OikzLOPnayy/dzs1tVDY+MXCAXq8/kZ6xcW2ySCRCCM2YMmXa7LcWzpvr5NTmKUoYNoz64j/jnv5p788VlZVe8vZuMrW0vNGvvx9a9Pa8mH79EEI+3t7NV7U+Oi+5vJ2zAWxCr9f7evsGdQuCi5v2gCRJnU6n0ZgYvDUHrUlTKpHdLchRqRsFLkKTPz2NTQ1NamV3/9C2buKhuqVZZ84s/2rVk4mJVEZTKGq0Wu2cBQvb3zuHzUYIkQSJEHoyKWnbjp2vvvTiifSM+GFD2Wx2eUUFSZLeXl5UYW9vL5Ika2prPaRSk7WRJJl6Im3fL79WVlaq1GqEEG7A29m7peWNtDpdXV2dt9dD0qvx6Mw8G4BmGo3G6t9SYFdoTZo4jgf4dL9fdC/Qr7vAxbXFWmVjw/2iewE+3XH8IdkkbtCgK9euf/7ll8mrvnZychIIXDAM2755o5kNN4TQ4Cdiv1u77sbNWydPZS3/9BOEkJtYjGFYSWlpt4AAhFBpaSmDwWhnKObajRtrU1I+WrKkV3gYi8V6cuw4k8VIRFpX3ojNYvF5vNs5uS3amG2x4mwAAMxH6y1HJEkyGU5+XgElZYXFpYUNynqdXqfT6xqU9cWlhSVlhX5eAUyGWbOATp88CcfxbTt2IoS4XO6g2IGffrH80p+Xy8sr7t1/cO78hfY353A4w4bEfbd2nZtYHNyjO0KIzWYPGxK3buOm2rq62rq69Zs2j0hKbKdv3tjYhCGMzWaXlZdv2bbdZBmBQHA7N6+wqMiK8kYYho0dPWpNyoaMzFNFxcUnT2W1f2hWnA0AgPnofowSx3Emk+nvE1Rbr6hSVOp0GoQQm83lcXn+PkE6ne6hzUwKm83+YPF7s+a+3b9v38iI3gvmzd2+Y+eq1cl19fVymczX1yd2QMtpoVp4avjww0dTp05603ihYO7sWes2bJw8YxaTwRgUO3DqpEntbB47ICYxftj7yz5mcziDYgdK3U0MXj3z9Njkdet7hYWt+OxTS8s3Xz75jdednJy2/rBDqVR26xbQ/nEhhKw4GwAAM9nmfZoYhlH3HlHDxziO4ziu1+s7cpv+Y0Kn040a/59d27739PCwdSwAPHZs9j5NavTKJrt2dLdycphMprtEYutAAHhMOcxLiNt5ELv1beePGIPB0KBU4gb8r/v31qRsGD92jJk3eAIAOp3DJM1HPjO2I//O3VWrk0vLyjyk0qeGD3/huQm2jgiAxxfMEQQAAOaCOYIAoANJkhVVFWXlZSq1ytaxAMTn8eUyuafU07oHtCBpAtDlKqoqFDWKiF4REjcYwbM9RY0iNz8XISTzsGaSCEiaAHS5svKyiF4RQlch3DRiD4SuwpDgkOs3r0PSBMBOqdQqiZtEq9XaOhCAEEI4jkvcJFZfKoGkCQAdOjjFAuhcHfksIGkC0OWoAQdImnbFMaa7AOCxBS1NuwItTQDsGjWFLyRN+0F2YApfSJoAdD0MkSTZ6bPvAauRJGltzoSkCUDXg5amvYGWJgAOAJLmo8E2SVOv1+XevVlZU15dU4kQcnfz8HCThXTvZebkvQA4GJhOzQ5Z+6HQOt0FpaK67HDGr7X1Ne5iz4iQfhEh/d3FnrX1NYczfq2oLqM/HgBoQNqBy1euJo4c/cOu3V1ReeLI0YWFRV1Rcxex+qOku6VZpSi/ePVMWI/ers4iDpfLYjkhhAwGg0Yjb2isv3j1zIDowVKJNc82AWC37OSa5vG09OioyBPpGS+9MLErJhMmke2P0UxkB65p0trSNBj0125f6h0S7Sn1kri7u7i4cDhcDofr7OwikbjLPLx6h0Rfu33JYLBmBvcukn3hgloNM6+CjsEQQRA2bFWRJKnRaM5mZy+cN7exsTEnN6/T60f20Zo2E0EQjjF6XlByz10ik7hJnZ2dW691cXFhMBi1DbUFJfeC/Hu2LkCS5NFjx48eO15cWqrRaHy8vaMjI6ZPmdylMb+/7BNqsvUuqj9p1JgurR/YA3toaZ45lx0aEuIukQwdEnciPSOkZzC1fNxzExPjh127fqOyqkokFE56/bVhQ+LaWf7k2HGb16/19fFBCBUVF0+eMSv14AGqqubHaDAYtmzbfur0GZ1O179f3xlTpggELgihpyc8P37smNTjJ+rq640b0o90lNHzRpVSJpXx+c5Mpun98nh8mVRWUV1ucu2GzVuuXLs+ZtRIfz9fV4EAISRwEVgRRnl5xdJlH29JWWfFtgBYx+ZJMy0jIykhniTJxGHDPvj4k2mT36RmqNZoNE5OTjOmTPbykqdlnPz6u9WxA2LYbHZby5sfS/P/0b+Pccv2H/Ly77z/3jtcLi9l0+aN338/f85bCCGtVsvn87/84jNk09sJOrJrWpOmWqMSCtw4bE5b11OYDKbQ1e1B8T2Ta4+lpX24ZHFUREQHw9Dr9QWFhR2sBADzYRhG2vTm9rq6upu3c2ZMnaJQ1Egkbhwu58KlPwfG9KfWjnrySV8fb4TQhGfG7/zxp4rKSm8vr3aWE8Tfx0IQJELIeFzNlhN/HDn6+SfLpO5ShNDTo0etXp9iLDYwJuafemx2QkiSdIxnz1ksNjVzb1vhkiTJYrHauvEoJLjn+o2bpk+ZHBUR0aKGFV+vunP3r5LSUg+pdObUKQNi+qN/93yLiorfmDb9xOFDGZmnPluxEv0zU9t7CxckJcQ3r0qn0+3as/dEWnpFZWWLAAwGw6at2zJPZen0uph+/WZNmyoQtGzq6nS6Hbt/PHX6TG1tbWhIyOJFC0QikUqtTtm0OfvCRZIgBg6ImT55kskLFAihdkqO+c+E4QnxV6/fqKisFAmFU958I37okHaWmxMtoA11TdNWez95KkutVr85bYZxSfrJkwP69/vnu79biCwWC/0r1IcsR+hfLU3j8mqFQqvVLnh3cfMYWhezoY7ka1qTpkTsrsd1DAaTwTA9AEUQhN6gk4jdTa5dvGjB+k2bl370sVgkenrM6FFPjjBmgf59+zzz9Fgej5d6Iu2TL5b/vm9vW/M1DhsS1y3A33ghpnUkW7b/cOnPy/PnviXzlBWXlCz9aJlx1eat2/Ly8j9aupjH461N2bhh85aFb89rsfn6jZty8/Pnzprp6+PDdGIKhUKEUPK69Yqamo1rViOEPlv5ZfL6lPcWLjAZXjslNRqNE4s1a9pULy/5ifSMr7759onYgRyqG2VquTnRAnrY/Jpm2snMjz9Y2jc6mvq2qLh4zoJFjY2N1J/kFrE17323Xo5hmE6nM9k9N2ZVF2cXDMM2rk2Wy2TNN29Rvw115JomraPnQhdRY6PSienUzr/GRqXQRWRyc4FA8M78t/fs/OGlFyaev3DxhVdfz8zKolYlDBsW3KOHr4/Pf8Y9rdVqWzcSjTAMYzKYCCEmk9m6zYvj+IGDh96Z/3bf6GhvL3mzP8WIIIiDh49MnfSmp6enq6vrM+PGnr94qUXlBoPhcOqx9xYu6BMdJZW6u4nFGIbp9foT6RkzpkwWiUQikWjGlClpGScNBkPr2B5a8ulRo/r17eMll098boJWp6uqqmpruTnRAvpgtrx+V1hUXFlVFdnsupavj4+Pt/fps+esqM1LLj90+EhZefm1GzeOpB43Lhe4uOTl3ykqLkYIcbmcgTExy79adfnq1YqKygcFBRfs7MePdJRnz6US2d2CHJW6UeAiNNlDb2xqaFIru/uHmswpFIGLy6innhz55IidP/6UsmnL0Lg4kiRTT6Tt++XXyspKlVqNEMINuHURKmpqDAZDQIC/iVWKGq1WO2fBwnY2r6yqwnGcul7TvE6SJI0Lvb29SJKsqa31kEpb793MkhzqejzR8vfQuNycaAGdbNi8ysjMHBQ7kMlgNA9gyOBB6SczRyQlto6t/Zbm7OnT1qRsyDx9JrBbQI/u3bkcDlVm7OhR6zdtDg3p+emHHyCE5sycseunn5LXpdTX13vKPH29vfv369uifhtymIEgHMcDfLrfL7oX6Ndd4OLaYq2yseF+0b0An+44/vCUh2FYSM/g3w4eQghdu3FjbUrKR0uW9AoPY7FYT44dZyyj07d5yyeO46278EKhEMOwgoKC4B49WqwSCFwwDNu+eaOXXN5WnW5iMULo7l/3jPdzUAsxDCspLe0WEIAQKi0tZTAYVEkKiUgzS5rPnGgBbWzbPX/lxf+iVmni2fHjnh0/jiTJ3/ftbb7W+G1by8PDQtev/tZYz6TXXqXKvPDchBeem2DcxNmZP3XSm1MnvWksSS1vUa2tOMwtRyRJMplOfl4BJWWFLs6urgIhl8tDCGk06gZlfWNTg59XAANjtpU0l3y4zNNDGh4Wxufz8+/cOXTk6IsTn0cINTY2YQhjs9ll5eXH09KN5b29vA4cPPTC8xMqKiuzz18wLheJhAihzKzT/fv1ZTIYfD7fuIrDZscPHbJy1bezpk2Vy2T3CwqMq7hc7qDYgZ9+sXzSa6/5eHur1OqKysrYATHNI+RyuXGDBn3x5ZdT3ngjOLgHm8USiURsNnvYkLh1GzcteWcRQmj9ps0jkhKpuz0QQgKB4HZuHkLIz9e3/ZIWMSdaQB/MxgNBoAWHubkd/dO+8/cJqq1XVCkqdToNQojN5vK4PH+fIJ1O104zM6RncNaZs8fTM/g8XkCA/8J5cwbGxCCEYgfEJMYPe3/Zx2wOZ1DsQKn73+NI8+e89U3ymozZmUGBgT2Dg7lcLrVcIBD89/nnvk1e4+zivGDOnH59+zTfy7zZszZs+X751183NalCQ3oaa0MILZg3d/uOnatWJ9fV18tlMl9fn9ZpaP7ctzZ9vzU5JUWr0YaHh324+D0OhzN39qx1GzZOnjGLyWAMih04ddIkY/lnnh6bvG59r7CwFZ99ihBqp6SlzIkW0MaGSXP88y+0teq3vT/RGYn96MjoOaZQKDoxFHP3imHUvUdUBxnHcRzH9Xo9/CkGj6TLVy+Hh4bD/L32g81m38q51Seqz8OL/ltqaqptXg1HkiT8AIHHCIYIgoA3t9sPR+qeP9qoG+ZbOHH4EP2RALuCIQyuadoVgiAcYyDokQf5EbQFkqZd6Uir3wYvIQbgcUM9e27rKMD/OMyz5wA8nrhcrkqt4rA5kDrtAYZhKrXKeDuNpSBpAtDlvOReJaUlIqGIy7HyFxV0Io1WU1df5+3lbd3mkDQB6HJikZggiLLyMq1Wa+tYAOJwOHKZXEYaFykAACAASURBVCwSm/PwYWuQNAHocjiOS92lcpm8rfd7AToRBGEwGPRtP2PdPkiaANBBr9db/VsK7Ar83QMAAAtA0gQAAAtA0gQAAAtA0gQAAAtA0gQAAAtA0gQAAAvY5pYjvV6Xe/dmZU15dU0lQsjdzcPDTRbSvVdbk/cCAICdsEHSrKguy758SuwqcRd7enn4IYTp9Jra+prDGb8O7DPE0x3mtAEA2C+6k2aVovzi1TNhPXrfr3fZch7Pr9QjhII9+C/1kYZ5Nl28emZA9GCpRPbQegAAwCZovaZpMOiv3b7UOyT6QL7r8gy8h5/8sxfCP34+PMhXvjwd//2Oa++Q6Gu3LxkMdvTgRPaFC2q1xtZRAADsBa0tzYKSe+4SWUGT676r9WMHBkb7cBgMhhOGov0FiMn6+cL9mACRu0RWUHIvyL9n681Jkjx67PjRY8eLS0s1Go2Pt3d0ZMT0KZO7NOb3l32ydUOKr69Pl+4FAOAoaE2ajSqlTCpbfbjRQyImSaysAec4ESSJtAYSYZiHRLz1XMPno2QV1eUmN9+wecuVa9fHjBrp7+frKhAghAQuAivCKC+vWLrs4y0p6zp0MACAxxKtSVOtUQkFbjkFOXH9vApqDI06UsxjIIRqVYSiCQ/xcsm69EDoGvqg+J7JzY+lpX24ZHFUREQHw9Dr9QWFhR2sBADweKI1abJYbBaLRerV3kIGgTHUOkKt+3umDiGP4eWKSL2axWK1deNRSHDP9Rs3TZ8yOSoiosWr6ld8verO3b9KSks9pNKZU6cMiOmPEEoaNcbYsy4qKn5j2vQThw9lZJ76bMVK9M8kaO8tXJCUEN+8Kp1Ot2vP3hNp6RWVlS0CMBgMm7ZuyzyVpdPrYvr1mzVtqkDQsqk7+plnkxLis86cwXFiUOzAebNnsdnsdoIkSXL3nj2Hjx4z7o6K2Zx9AQDoR+tAkETsrsd1vX14WpWyu7uTG59h/Nfd3UmnUvb24ekNOonY3eTmixctCAoMXPrRxy+/MWnPvv1KpdK4qn/fPu/Mn7dxbXLc4EGffLG8nXeLDhsSt3n9WoRQ6sEDqQcPJMYPa1Fgy/YfTp85O3/uW9s3b/rs42XNV23eui0vL/+jpYtXrViuUNRs2Lyldf1arbZXWNiOLZtXrVheUFj4zeo17Qe5e8+eo8dOzJ09c9umDR8tXWzRvgAA9KO1pSl0ETU2KueODpm34fQ7b4xy4TKqG3GEkLsz08MFrfz94rfTBjc2KoUuIpObCwSCd+a/PWPqlKzTZ06kZ/ywa/c78+cNjYtDCCUMG0aV+c+4p3/a+3NFZaWX3PT9nhiGMRlMhBCTyWy9FsfxAwcPfffVlz2DeyCEvL3+VwlBEAcPH/ny8888PT0RQs+MG9s8ITYXEhzs7OwcFNht3uzZ8xYuWvj2XGpfJoP89fdDi96eF9OvH0LIx9vb0n0Bh0CSZEVVRVl5mUqtsnUsAPF5fLlM7in1tG5uNVqTplQiu1uQE9XN67m4oC+3HXppVGxfbzeE0F+lii/3nXs+rkdUN8HdB6Xd/UMNBkNblQhcXEY99eTIJ0fs/PGnlE1bhsbFkSSZeiJt3y+/VlZWqtRqhBBusOYt9gghRU2NwWAICPA3sUpRo9Vq5yxYaH5tvj7eWp2uprZW6u5uMkitTldXV9c8NVu9L2DPKqoqFDWKiF4REjeJrWMBSFGjyM3PRQjJPKy5JZzWpInjeIBP9/tF92aPCRnS2/ubXy6v31uJEIoM8lg9Y1iEv+Be4d0An+7mTNyBYVhIz+DfDh5CCF27cWNtSspHS5b0Cg9jsVhPjh1nLKNr+13ZOI63bmwKhUIMwwoKCoJ79GixSiBwwTBs++aNbbVhW3tQUMhmsyVubm0FyWax+Dze7ZxcYxvT6n0Be1ZWXhbRK0LoKtTpdLaOBSChqzAkOOT6zesOkDRJkmQynfy8AkrKCv3Frt/PG8Ll8hBCGo26QVlfUlbo5xXAwJhtJc0lHy7z9JCGh4Xx+fz8O3cOHTn64sTnEUKNjU0Ywthsdll5+fG0dGN5by+vAwcPvfD8hIrKyuzzF4zLRSIhQigz63T/fn2ZDAafzzeu4rDZ8UOHrFz17axpU+Uy2f2CAuMqLpc7KHbgp18sn/Taaz7e3iq1uqKyMnZATOs47/z1l5ubuLKq6ru1a8c/PZaaFsZkkBiGjR09ak3KBhaL1T0o8K979y3dF3AIKrVK4iaBWdXsBI7jEjeJ1ZdK6H6Mkmrf+fsE1dYrqhSVOp0GIcRmc3lcnr9PkE6na6eZGdIzOOvM2ePpGXweLyDAf+G8OQNjYhBCsQNiEuOHvb/sYzaHMyh2oNT973Gk+XPe+iZ5TcbszKDAwJ7BwcZpjgUCwX+ff+7b5DXOLs4L5szp17dP873Mmz1rw5bvl3/9dVOTKjSkp7E2hNCCeXO379i5anVyXX29XCbz9fUxmcg+X/klQshDKh2elPjyCxOphW0FOfmN152cnLb+sEOpVHbrFmDpvoCjIEkSJj23Hx35LDCFQtGJoZi7VwxjsVhMJpPqIOM4juO4Xq9/BH6qmt/nZCmdTjdq/H92bfve08Oj0wMDNnT2wtmRw0dqNPA8rr3gcrlHjh95IuYJSzdMTU21zavhSJKEizut3crJYTKZ7hIYK3gEQUvTrnTks4ApfGlC3UvfwonDhwwGQ4NSiRvwv+7fW5OyYfzYMSbvhQIODUMYJE27QpIkhqy53whB0qTNicOHTC7Pv3N31erk0rIyD6n0qeHDX3huAs2BATpgiCRJgiBsHQf4G0mS1uZMSJqdra3k2Jaw0BDqCSXwCIOWpr2BliYADgCS5qMBJlYDoOtZ2xO0Z9nnL6jValtH0QHWfiiQNAGgA+kILl+5mjhy9A+7dhuXFBYWJY4cbbLw0mUfV1VV0xVa57P6o4TuOQBdzlGuaR5PS4+OijyRnvHSCxOpl1nI5bI9O39oK3ISOcBBmUR24JomtDQB6HoYIgjCdo0qs2g0mrPZ2QvnzW1sbMzJzaMWMhgMsUhksjxykOazSQRBwOg5APbLIVqaZ85lh4aEuEskQ4fEnUjPCOkZjBAqKi6ePGNW6sEDCCGdTvfj3p9PZJys/OeF2caDMhgMW7ZtP3X6jE6n69+v74wpUwQCFxsey0OR0NIEwM7ZrE1ltrSMjKSEYSRJJg4blpmVRT3WTDZrUW79Ycfps+fmzZ75/Yb1n374QfOD2rL9h7z8O++/987Kzz9TKGo2fv89/fFbyuqPElqaAHQ5DMNI+765va6u7ubtnBlTpygUNRKJG4fLuXDpz4Ex/QmCRAgRBIHj+O9/HP7qi8+De3RHCMk8PRFCBEESBEEQxB9Hjn7+yTKpuxQh9PToUavXp9jzwSKqpWnVG4gRJE0A6EFd07R1FG06eSpLrVa/OW2GcUn6yZMD+vdD6O+WpkJRYzAY/P18/30UJEmS1QqFVqtd8O5i9O8VNIVulY7kdEiaAHQ5+7+mmXYy8+MPlvaNjqa+LSounrNgUWNjI/lP99zVVYBh2IPCwh5BQcatqINycXbBMGzj2mS5TNZ8Fc2HYBESrmkCYNcwu04ihUXFlVVVkc0mx/b18fHx9j599pxxCZvNHjJ40LfJa69dv1FRUXnh4iXjKi6XMzAmZvlXqy5fvVpRUfmgoKD5WvtEwrPnANg5e25pZmRmDoodyGQwmkc4ZPCg9JOZYaEh6J9m48xpU7du/+Hr1atVTaqewcHuEonxoObMnLHrp5+S16XU19d7yjx9vb379+trq8MxR0c+C9u8hBiAx8qfV/6MjoyGlxDbDy6Xe+Xalb7RFmd2m72EGIDHC2bvA0GPG7i5HQB7Z89Jc/zzL7S16re9P9EZCW0cYPScJMmjx44fPXa8uLRUo9H4eHtHR0ZMnzLZoko6Mv0OADZk56Pnv+75sa1VdhtzB3Vk9JympLlh85Yr166PGTXS38/XVSBACAlcBNSq8vKKpcs+3pKyjp5IALABDFE3gds6DvA3B+ieH0tL+3DJ4qhm9zQY6fX6gsJCesIAwCYwhNlz9/wxRBCEvbc0Q4J7rt+4afqUyVEREc2fXsrIPPXZipXon3nH3lu4oLKq6nZO7v8t+5AqcPPW7c9WrNy17XsGo+UtpQaDYdPWbZmnsnR6XUy/frOmTRUIBPQcDgCWgqRpVzrS6qfp5vbFixYEBQYu/ejjl9+YtGfffqVSSS0fNiSOmiEn9eCB1IMHEuOHjUhK/PPKlbq6OqrAsbS04YkJrTMmQmjz1m15efkfLV28asVyhaJmw+Yt9BwLAJainj23dRTgfzry7DlNSVMgELwz/+09O3946YWJ5y9cfOHV1zOzshBCGIYxGUyEEJPJZDKZGIa5SyT9+kSnncxECGl1usys0yOSEltXSBDEwcNHpk5609PT09XV9ZlxY8/b/UMI4LHF5XJVahVyhHcdPQ4QQiq1isvlWvdp0nrLkcDFZdRTT458csTOH39K2bRlaFycyWKjnnpq+85dz44fdy77vL+fr4+3d+syCkWNVquds2BhF4cMQCfwknuVlJaIhCIux8pfVNCJNFpNXX2dt5eJxGIOG9yniWFYSM/g3w7+a6pbHMeZTCb1dUy/vt8kr7n/4MGxE2kjEv/VzCTR330cgcAFw7Dtmzd6yeX0hA2A1cQiMUEQZeVlWq3W1rEAxOFw5DK5WCTGcdyKzWlKmks+XObpIQ0PC+Pz+fl37hw6cvTFic9Tq0QiIUIoM+t0/359mQwGn89nMplPDU/as2//9Zs3l7y7yFiJQCC4nZuHEPLz9eVyuYNiB376xfJJr73m4+2tUqsrKitjB8TQczgAWATHcam7VC6Tm7w6D2hGEITBYNDr9dZtTtOz5z/s2p115mxZeTmfxwsI8P/PuKcHxvwvwW3Ztv3AwUPOLs4L5szp17cPQqisvPyVNycPGxL3/nvvNq9kz779vcLCVnz2KUJI2di4fcfOs9nn6+rr5TKZr6/PsqVLaDgWAMBjKzU11U5f2EGS5H9ffX3+3Ldi+vWzdSwAAPC31NRUO+0s3Lh5iyBJ4ytRAQDATtBxTZO6cd2kE4cPmVx+4NAfSQnxxqEhAACwE3QkzbYyY1uUSuXtnJxXXvxvF8UDAABWs9NrmgAAYIfs95omAADYJ0iaAABgAUiaAABgAUiaAABgAUiaAABgAUiaAABgAUiaAABgAfpmo6yoqigrL0scljj6u3x6dgocxR9zgw8eOWjdtnweXy6Te0o9rX4RNwAWoSlpVlRVKGoUEb0iMAwb9W0ePTsFjgLDMOvebIgQUtQocvNzEUIyD1mnBgWAaTR1z8vKy0KCQ4SuQhJmSgGtkCSps5bQVRgSHFJWXmbrgwCPC5qSpkqtchO7GQwG6EOB1jAMI6xlMBjcxG7UDDwA0ICmpEnlSuOsRgA01/F5suCPMaANfaPn1M83/HCD1qgZbjuYNwGgB10tTYQRBIHjOPXzLeY7Uf/o2btJ9hADoJAkiXcAQRAYgj/GgCY0pQxjU4IaPd85JZBabsPbj+whBkDBMKy2ttbqzaEHA+hE683tzXtSo7/Lb5Gtonz5f8wN/u8ACT3BtA4A2Ar0zYEDoStpYoga62ynRZAQ6nq1SJUQIoA2w+PG5Oj5xs3rf/1tn7JRaVzS1NT02++/bNy8vnVh6J0D2tA3et5+u4DjhA0MdPn2eLkLh9lTxqUnKmAnTLYfPT08q6qr/jh8sKmpiSRJjUZ9+OihysoKDw/P1oWhew5oQ+tAUDs/3LFBLjll6iqlITNfmRDqalz+x9xgHzGb+tpHzP5jbjD1NZuJvfaE+6bXAvbN6P5/z/iI+Mx2Cu+f2X1WgueGVwN+nd1j25uBQ4IFXXSYwDomR88TE0aIReKGhvrDRw/V1tZQ/7u6ChPik1qUhIEgQCf6rmk2Hz1vLT7ENS2nASGUntswJFjgxHzI78CUoR59/Z3XZlTO2Png69TyelV7D+FxWQwDTm7IrJq548GxW/VvD5exneB3zI6QpkbPWSzW8KSnhK7C+vq6Xw/sr6mpEQgETw4fyWFzWo+e2/oIwGOEvu55Oy1NEZ8Z7sXLK9eI+U7VSoNGT/b1d26nNicm9mS461epZVcLVVVKQ63K8NCxgD+u110uaCqr1+/7s4bthEkFrA4cDehkbd2nyeVyhw9/ylXgSpKks7PLiKSneDxe62LtXysHoHPRdcvRP91zkiRbj1kP7enKYzO+f6ObcUlCiOD8vca2apO6ODEZWGm93opIdAYSIejL2ReSJEtLS02u4nF5I4aPzDqT+cTAQXy+s8meCnTPAZ3ourW72eh567ccJYa4fvhbyZ8FTdS3vm7s5Bf9nTmMJi1BIsRq1VWvVeEIoUApJ79c03y5ycLA/mEYVlRU1NZaDoeTlDACIdRWNxxGzwGdbD967ufG9nB1ulb0vxcuFNXoimt1cT0ECKHSWt3YSJFcyIr05Y/sLaQKaPTEmbuNi56UP9HdRSpwokaB2ioM7J/JvrlFoHsOaEPfQBA1CtT6hzs+xPX0nUYD8a9kmpmnTAhxRQglp1WEe/OSX/J/aaAEIaTR/93WWH2i4nqxasYwj7UvBcxLknGcsHYKAzvXwWfPrX4XJwBWwBQKBQ27uXz1cmjPUJ1O161bt9Hf5f8xN9hOnsaxn0geZ3/MDb5//77Vm7PZ7Jy8nD5RfToxJABMSk1Ntdnouc1flmHzAIBRB1uaMHoO6ER395z855rmzimBxldm2ITNAwBGHcmY0D0HNKOpqcXj8VRqFYfNoUbP7aFHbA8xAAqGYXfu3LF6W5VaxePxOjckANpCU0vTS+5VW1er0WpIeCcNaIW6bmMdjVZTW1frJfey9UGAxwVNLU2xSEwQRFl5GcxGCVrDMCwtI826bTkcjlwmF4vE0EkH9KApaeI4LnWXymVyjUbz8NLgcTPd+p8Kam41vd6ax8MAsAJ9w8d6vR5+sgEAjo7WN7cDAICjg6QJAAAWgKQJAAAWgKQJAAAWgKQJAAAWgKQJAAAWgKQJAAAWgKQJAAAWgKQJAAAWgKQJAAAWgKQJAAAWgKQJAAAWgKQJAAAWgKQJAAAWgKQJAAAWgKQJAAAWgKQJAAAWgKQJAAAWgKQJAAAWoG+OIIpSpbx260J5dRlJEC1WYQyGzF0eGR4j4AtojgoAAMxEd9LMvXPd1Vk4OCaew+a0WKXVaW/kXMnNv94/ahDNUQEAgJno7p4raqsjw/u0zpgIIQ6bExEarairpi2YBw8ePIYTZDY0NOzfv7+hoaFzq308TyZ4DNGdNJlMJttUxqSw2Rwmk9nW2uTk5C1btrT4zSQIYvfu3cnJyVYEc/DgwcbGRoRQbW2tsYbi4uJdu3alpKTs37+/xSrrJCcn19bWdqSGTlRVVbV///6AgABXV9fOrdl4MgF4tNHdPWezWB0poNFoLl++PGDAAOOS27dvdzwlCYXCSZMmUV+np6cHBAQMGDCAw+G0WPUIuHjxYmJiop+fn60DAcBR0d3SZLHYHSkQFRV15cqVpqYm6ludTpednR0VFdXBqBgMBp/Pp76ur6/v1asXlTFbrHoEjBo1CjImAB1Bd0uzg0kzNDS0tLT0/PnzCQkJCKGLFy8KhcLQ0NDLly8by+h0utOnTz948IAkyYCAgLi4ODb77zpxHL948WJubq5SqWxebW1t7c6dO2fOnLl582aE0N69ezEM69OnT//+/alVb731FrX52bNn7969azAY/P39hwwZwuVyEULr16+PjIy8ffu2Wq2mSrajrUqaS0lJ6dmzZ0lJSUNDA5/Pf+KJJ4KDgxFCycnJL7/8slgsNsb81ltv1dbW/v777+7u7sXFxSwWq1evXgihvLw8pVIpEokSEhJkMhlCiCCI8+fP5+fna7VaPz+/oUOH8ng8k8G3cwJbHIjJk2nmMa5fvz4kJOTu3bsEQQQFBcXHxxuvzBw/fryqqqqurk4gEMTFxQUEBCCESJK8dOnSrVu3jLujToU5+wKgE9GeNJ0eljTbLYBh2NChQ3/++eeoqCgmk3n9+vVnn30Ww7DmZTIzM5uamv773/8ihFJTU0+ePDlixAhq1dmzZwsLCxMTE11dXWtraw8ePNh8QyaTOW3atOTk5IkTJ1KJqYVz585VVFSMHDmSxWKdOnXq9OnTSUlJCCGDwcDhcJ599lkzTkCblTSn1+uZTOaQIUOEQmFeXl5aWlpgYKCTU5sfVkNDQ2RkZGxs7J07d86fPx8aGhoXFycUCrOzs9PS0l566SWEUHZ2dklJyfDhw7lcLrXf4cOHmwy+nRPYXDsn05xjNBgMcrl80KBBDQ0N6enp6enpVDwIIX9//8jISBaLlZOTc+TIkWnTpjEYjEuXLuXk5MTHxwuFQoVCcfjwYfP3BUAnort73sFrmgghDw+PsLCwM2fOnD17NiQkxMPDo/laHMfz8vLi4uJ4PB6Pxxs8eHB+fj6O4wghgiBu3LiRlJTk6+srFAqp9ov5SJK8cePG4MGDXV1deTxeZGRkQUGBcW1gYKBYLDaZas2vpLnevXv7+fkJhcI+ffoYDIaHjrFERUW5ublFREQghPr27RsQECAWi/v27VtTU0Pt9/r164MHDxaJRFwuNyQkpK3g2zmBzbVzMs0/Rk9PTzab7e7uHh8fTzU5qeXBwcEeHh5isTgqKspgMFBNy2vXrg0ZMsTf318kEgUFBVm6LwA6C90tTQ6Hi+MGJtP0fnHcwOE8vG8VGxu7Y8cOhNArr7zSYlVTUxNJkiKRiPpWJBKRJKlSqQQCQVNTE47jEonEusibmpoMBsPPP/9s3eZWV0I1MEmSNKcw1eM2Yv3zF6ipqUmv1+/bt8+cCNs6gS2KtXUyrThGkUhkMBhUKpWLiwtCKCcn58qVK0qlUqfTIYQIgjAYDGq12hhVR/YFQAfRnTTdRNLq2mp3sbT1rUU4jlfXVruJpA+thMvlvvzyy9QXLVY5OzsjhOrq6qjf5/r6egzDqIVUQqmpqWnRODUTNTT06quvCoVCS7c1pryOVEJp3egzB3WizNlvOyewuXZOphXHWFNTw2Qyqb0UFxdnZmaOGjVKLpczmcy1a9cihJycnNhsdllZWYu82fHzCYCl6O6eS908GAxmUVnB/aK/WvwrKitgMJhSN7MyGtV5bL2cyWQGBwdnZWWpVCqVSpWVlRUaGspgMBBCTk5OwcHBJ06cKCoqamhouH//vkWRs1isoKCgI0eOFBYWNjQ0VFdXm1kDl8utqKiguslWV0IRiUTXr1+vr68vLi6+efOm+Rs6OTlR+y0oKGhoaFAoFA8ePDBZsp0T2KLCtk6m+cdYVVWl0+kUCkVGRkZkZCR1bVqr1WIYxmQyGxoazp07Zyzcq1evU6dO5efn19bW3rlzx9J9AdBZ6G5p4jghdfOUSb1ajN4ghEiSxHGc6pF1xLBhw7Kysnbv3o1hWGBg4ODBg42r4uPjz5w5c/z4cZ1OJ5PJqM6g+RITE7Ozs9PT01UqlVAoFIvF3bp1e+hWkZGRJ0+elMvl48ePt7oSSkJCQkZGRn5+vlQq9fDwYD3s+m9zSUlJ58+fP3nyZFNTk6urq5ubW1tXdds5gc21czLNPMbU1FSEkEAgCAkJ6d+/P7WwW7duwcHBhw4dYjKZQUFBxmqfeOIJJpOZnZ2t0Wjc3d0t3RcAnQVTKBS2jgE8jprfPmUpHMfXrVv3+uuvt7jSCkBXS01NhVfDAcdTVlbGYDBaX2kFgAZ0d8/BQ7X1qPtDb5t/tBEEodFoCIKorq7OzMyMiIhofaUVABpA0rQ7j3lybEtlZWV6ejr1mFBYWFifPn1sHRF4TME1TQAAMBdc0wQAAMtA0gQAAAtA0gQAAAtA0gQAAAtA0gQAAAtA0gQAAAtA0gQAAAtA0gQAAAtA0gQAAAtA0gQAAAtA0gQAAAtA0gQAAAtA0gQAAAtA0gQAAAtA0gQAAAtA0gQAAAvQ8eZ2DseCSRPtnFart3UIAABbomm6C4IgyirKCouK1Ro1PXvsRDwuz8/XR+4pZzAYZ86fMWcTPo8vl8k9pZ6tZyoGADg0mpJmWUVZUVGx2MXVy01Kzx47kVqnLSoqRgh5y70H9hvA5/Meukldfd1f9+8hhGQesi6PDwBAI5qSZmFRsVQskUo9nFiO11U36PVOVazComJvubeZm4iEoqBugbn5+ZA0AXjE0JQ01Rq1p6eMx+c7OTne0JPBwGEwGIVlxRZtJRKKVGpVF4UEALAVmpImhmF8Z2cGg4EQSc8eOxGTyeQ7O1txdRIuaALw6KGv3cdgOF4b06j94LU63Y1btzUaLW3xAABshaZEhiGMQs/uOtc/oZsOXqvT3bx5q76+/satm1rtv/JmW5sAABwXXa2/RyB7mDoEnU5369ZttUaDYZhWq7tx65ZOp2t/EwCAQ4OW5sO109K8dTtHpVbzebzoqEhnZ75Go71x89b/NoSsCcAjx4GvM9qDJpWKx+WGh4fxebxeYWHOfL5ao7F1UACALkTT6DnV1EQIkY43eP7PILipVuPgJ2KNX7NYrOioyH9v2aVxAQBsgL7uOT076jpWHMIjcNQAgBbobmk6onZamg/bsrNDAQDYGrQ0zQUtTQAAoq+l6ciPx7SIXKUy90VNjnvIAIC20PcYpeNmECpyY/zmvOUIAPCogu65uaB7DgBAMBBkDhgIAgAYQUvTXNDSBAAgOp89d9zLmu28r+P02XN/Xr6i1ekQQnq9/srVa6fPnmu2JV0hAgDoAo9Rdgj13OStW7dVavXN27eppyptHRQAoAvBCzserp0XdoSHhfJ5PJVafeXqtaYmFZfL6d0r/H8bQlMTgEcOvBrObKYOgc1mh4eH8bhckiQ5HHbv8HA2m93+JgAAhwYtzYdr/yXEHDa7V69woVDYO7wXh8P514aQNQF45ND3RNAjjMNm9w4Ps3UUAAA6zpKAbAAAAUdJREFU0JQ0nZ2d6xvqRUIRn+9Czx47V119nbOzs0WbKJVKSzcBANg/mpKml1x+7969oMAgkUhEzx47UV1d3b1797zkcvM3USqVhcXFMk+Y9ByARw1NSdNd4k6SZG5eriNOBc7n8eVymbvEnSSJG7dumrMJl8uVecrEIjGO410dHgCATphCoejqfXA4LIQQk8lkMp0ccSyIJEkcN1Dpz9lZYOYmBoNBqVR2cWgAAFqlpqbS0dLUavUIIYT0NOyrq2m1NbYOAQBgS/BEEAAAWACSJgAAWACSJgAAWACSJgAAWACSJgAAWACSJgAAWACSJgAAWACSJgAAWACSJgAAWACSJgAAWACSJgAAWACSJgAAWACSJgAAWACSJgAAWACSJgAAWACSJgAAWACSJgAAWACSJgAAWACSJgAAWMApNTXV1jEAAIDD+H8mKLllWpf3AgAAAABJRU5ErkJggg=="&gt;Si vous voulez que vos titres commencent impérativement sur une nouvelle page, allez dans le panneau de style, puis dans l’onglet &lt;/em&gt;Enchaînement&lt;em&gt; de votre titre. Cochez la case &lt;/em&gt;Insérer *et laissez les autres champs aux valeurs par défaut.&lt;/p&gt;
&lt;h1&gt;Faire une page de garde&lt;/h1&gt;
&lt;p&gt;Pour faire une vraie page de garde, avec du texte centré sur la page, des entêtes et pieds de page spécifiques, c’est assez simple. Placez-vous sur la page à convertir. Allez dans &lt;em&gt;Format &amp;gt; Page de titre…&lt;/em&gt; Sélectionnez &lt;em&gt;Convertir les pages existantes en page de titre&lt;/em&gt;.&lt;/p&gt;
&lt;p&gt;*Vous pouvez choisir si la page doit être numérotée et à quel chiffre la numérotation doit reprendre après cette page.&lt;/p&gt;
&lt;p&gt;Pour mettre un texte (le titre de votre document, par exemple) bien au centre de la page, allez dans &lt;em&gt;Insérer &amp;gt; Cadre… &lt;/em&gt;Sélectionnez la largeur comme relative et à 100 %. Dans la section position, choisissez &lt;em&gt;Centré&lt;/em&gt; pour les alignements verticaux et horizontaux. Dans l’onglet &lt;em&gt;Bordures&lt;/em&gt;, vous pouvez supprimer la bordure. Ceci est aussi valable pour les autres pages.&lt;img alt="Menu de gestion d’un cadre" 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s0Vy5ZMnqYeR+ysWh10Gg8AgEfwHR0cKVJHu5DgtkGBH6qv1WypDHY0Tt8gdD/qqayjNQWkWhbSQGKdLq8z+PQbYd9f0dnZOT8vX8qsMHp6eQIA3UsJiqWznihMZyZAq6+xXspR0+BakqmJUSepcbNSAAAf9egeffhwly6dnJ2cAECWXxD1x75ePbpHHzrMMRkzvrQ2YnSlF3B0ZWDWmxjx9Cdt/TkHqWyU0CPp1bPHxs1b0jMyXJydAeDw0X8+6tGdx+MBgEwma9606fivvkxITPph8eIfFi/5Yc5sOtfqdRsePny0fPEiW1vb5StXrvxl9dyZM/QLp0iKAkqlUl26enXS+G/5VlZq35YCKz6/f5/PVqxeM3rEMB6PN3jEqHYhwdeu31CRZJuWLT8fNUIgEADApStXV65ZCwB9BwwGgK/HfVG7Vs3xk6fu27WTIqBAJtu+c9et23dIimrZovmwQQPpMQ8Ag0aObt8u+MHDxympqY4ODoMHRAYHBQLAq9ex26OiXr16bWNj06rlB6OHD6cI7bWDFpj+fP3m9bp16khcXIKDAs9euBAQUJs+rlAo/oz++/yFiympqZpc6lvbNRt+ffXqdeK7JFeJ6/DBg1q2aA4Ag4yr9vOatQDQZ+AgWrXQkGBOCR+0aM4k6ztgEAB8M+6LWuoW2AFAt0DUrTsGWmDwyNHtQ4IfPGK3QJDaMJo5QKFQ/Bkdff7CJY4uFEDEoCE/L1/q7eUFAG8TEpgaGbTyDxgEAF//74vQkGClUrlrz97LV64pFIoWzZuNGDJELBa9fPVq1vwFc6ZPo726TVu3ZWdnf/f1V5evXlOrNnAw0wLqEq6ySxAbsxHFOB/sWZ0kKZI88PfBJ8+efz9pAp3yvydPf16zdt2qlSY6GwAYrB0ABo8c2T08/MzZc1nZ2ft27aCrpO9rte0TtUNbgm4LGDOHMb1IklIolenp6X/9fTC8a2exnR3dwWQy2TaD5qZg8IhR3btpJdR21Iu6xqVIAKLvoME//7jM28sTSB3j6hRiUp3ijKMbdevUcXFxaaseR7X0Bd6/awc9UtgqvE14qxaMMmAXe7GIAq7WBIBC34L2jDOnc39gsBswl0c6gECnX603Kotl0DPnz48cOtTG1pZkrucsVyzfuE2BNbdQRQ/2kAePHrGnO0pfyIHqaVCpVO7azenn5puVAIAOoe0ePX6894/9Y0ePBID9Bw54uLu3bxcSfegwqWk3/dmM7pb7/oq+ev16ZmZmnToB3/xvnKODg37HKygwoixFsEVCKi0l9Ejc3dwCP/ww5tjxgZH9CwsLj586vWPLJuZs40YNxWJx3ToBM6ZOGfH5F3NnzuDz+SRJ7j9wYMPqX7w8PQBgQL9+C5csNVg47X9kZmXJZLI6tWvp3gpDnYDaBQUFmZmZLs7OhXJ5vbp1Bkf2T0lN3bBpy4ZNm7/6YiwABH7Y5icf74nfT9+97XcA4PF4CYlJAEBRJABs3rI1PTNj2aIFAPDL2vWbtm77etwXAEAQUFhYyOdbjRgy2EMqPX/p0rrfNrb6oIVQKFyz4dfWLT8YO2qkQqHIyc2j70YZh54dDDx/8VJoSAhFkaHBwYuX/zhs0EArKysA2LVn771/748dPdLdzS0xMWnxjz9RmruhZk2adAvramtjc/b8hRW/rN668Vc+n29MtaAP29TQVY2iKP0S9JNpWoACgM2/bzPYAgBQWFjItzLQAtqNZJQpXYCewCnmnkznvoQgDMlPUrt273324sXEb7+2sbH5ffvO7buixn0+uqa/f/++fVatXbds4Q/Pnr+4c/fe0oU/GGuBXXuYEmx/375j+66o/30+xpiNxk+eot/raLFD24XsO3AgMyvLycGBAjh74UJoSAhBEBRFGbMIbVx9+YGAwkK5na0t7XYbbR+SAgB1C4z/2saaVYIhc7T+4AOBUGBaL4IgunXtUlhYSIcnN2nMTQCs4phbzpVw194/jBiXoqVVL3KxjKtTCFsdToMAFGccXQwNCaFI7jhi10Xq164Jfql1MWgX/Sz6KaOixn0+2kB8D8BwN2BcFhKY4KXhcW2eQXNyc9PS0urVCeDMfupaWDYFvSHM7mOgGezLFy2gDA92vv5gZwt54fKldb9ubNWihVAoLJ1Z1U7VyGFDZ86d36NbmEAgOHr8xPxZM9VBD8pUu/2+Y+fzFy9Hjxjm5eHJt+Lbi8X0kOR0PGMzGwHAFgmptBSxj8QEn33y8eGj/wDAuQsXatX09/P11U/j5+tbWFiYmpYGACkpKTKZbPiYz7v27NW1Z68JU6ampRv+pV/15gCVSvtZBwoASJJSkSQA1K5Z08bGpoaPz+jhw65ev6Gg186BIggCAAiCoC8ntC9CkmRhofz8pUtDBgywF4vtxeIhAyMvXr4il8tJklSpSADo2qlj08aN3N1ce/XoLpfLU1JTSZLMz89PT08nCMLLy7Ne3QAVpSJJUqWZLBjJMjIy/3vytHatmukZGS7OTtbW1nfu3iNJUqFQHDtxctyY0Y0bNnR3c2vWtAkAaFaBybaBH9b08/OQSruFdS2Uy5NTUkjDqinojSkc1TQl+HtIPbqFhRXK5ckpqRQFBMEDAILHI3g8el0ZAEiKLFQYbQG63q6dOjZp3MhNtwVIlfrPtC7sz0ybM6hUJGjk5xEEjyCAolRK5YlTpwdH9neVSEQiUbewLrfv3aXT9wgP85BK1/228dctW74e94WtjY3BFlCqlCdOnR40oL/EVSIS29ElGLMRAMydMX3D6lXsP0ZsJ0fHpo0bX7h0WUWSMpnsyrVroSFtmYy1a9aysbGtUaPG6BHDrl6/oVAqSIpUKpUnTp0eFNlfwpFfRQJAqw9aeHpIPT2kxtqHIkmmBSQu3BbQmsPdtVfP7nK5PDktxZheK5Yu3rN967aNv86YMvnOv/9u2b6DJMlCudbcYkPmbvXBB54eHp6eHiRFKZQlMS6jppeHVEcdPYOqxxGvhOOIXRe7SdlHGME0domUSFxFInG3sK63790jNZsJ2FkMWPDuXVJFkiTZb/BQ5o/VDXQGplKh0MYkKGZzk9Fx3bVTxyZNzDIoEAYnQB2bGhzClGZrUqFCcf7SpSEDB4iLM9jZxz/q3l0ul6emppberHT71PTz6xgaumP3np2797YPCfb389WdKKi2gYE1/f09PKTdwtXtJpfLT5899+XYzxs1aODs7ORgb0/Pe5yOJzfYLAo5SZEckZBKSwljJAAQHBS0YMnS5y9eHDryT68ePQymefHqlVAodHN1BQAHBweCIP7e/4ePt7fpkmln2cHB0cbG+tmLl00aNWSfffb8ua2NjYODveZGU31b5OkhlcvlmZmZLi7OTCGsG1P114yMDIqiPKTu9BGpuztFURmZma4SCZOSvveiY/IkSVIUNWva1L8PH5kxd17tWrU+7tGjXt06+gIDwKUrVwpksm8mTmZOnb906YMWzdMzMpRKpY+3FztgwGzXOnfx0tGYmNTUtAKZDACUSqUR1bKMqaZXgoLe8AUAzD2WOhdJZaQX3QKUXgswYpvQhfOZI6f6rOaIZt0E0jIyCuXyWfMXGGzSEUMHfzfl+84dOwTUrqVvTbVI6RmFcvnsebol6O6rZ4thby/W38DEiN2pfft9B6K7h3W9efuOt5e3h1TKqlcdk/eUSuVyeWZGlouLc3pGRqFcPtuI/OyWMdg+JEWZbgF1egoEVgIAIFU65tC3glAobNSwwfDBg35Zt2HMiOFmdHjtQkN6egmNS7ESmVBHPY7mlHAcFdmkbME0dvlBJyVpwC4mLEjH4TjicQZmhmZgAmv2KGJckxSAKYOKRSJHR4eHjx63adUS9DDfphnp6RRFebgXe7BzjqtIsvRmZYrt3/ez76Z8DwArly3R61GkfrulpqWpVCqpuxvH7qDb8dINNkuGVlmk8lNyj4TP5/f+6KOtO3bevnt30fx57FP/PXnqKpEkvXu3aOnyAf0i6P0ltra2HdqHTpk+8+txX/j61sjPz09MSgoNCdEvmd4jyeMRH7Zuvf9AdP16dfl8Pr0AqFAq9x2IDgr8kCCYCV09hOLi3woEAkcHe01UmQIApVLJ5/MpzfWPoihHBweCIBKSkmr4+ABA0rt3PB7Pib3BUHMtZ2KJFEW5ubqOHj5sxJDBJ06fWbh02bpVK0UiEZOF2dR54dLlqRO/a9akCX38bULi9NlzcvPyxGIxQRBv4t/WqukPujscHz3+b9vOneO//LJe3TpWVoIho0ZrnQnNh7j4eIFA4Ohoz8Q5AECpVPH5PAAwUIJml7k6GY8HrAHv6GBPEERiUiK7BRwdHEmS0t8WB3oXAHuxmCCIuPi3NWv6s01GNwJBEHKFwuBFi0FjGhVtVZGdLUEQK5Yukrq7a5IQTK6/og82btTw8tVrH/fo4ebmqlcCDwBEdnYEQaxYuphVArd29sZbiqIYZfXUpJo2abxx69Y3cXHnL14MDW5LUiTBbOKlKIokAYi4uLcCgcDR0YGiSI38i93d3JnXLLCvXozvRZfC7Ktl/tVtAW1doCMYsL8a1Ys5TpIiOzumw2vMTSS9S+LxeI6ODjrlk+oN4Brjxteq6c+8CYLUVMcYlz2g9IU0oU5xxxFFARDwNiFxxuw5eXl56j2e2rr0x6x6dFAUpdMr6IJoj4TgZCHsbO0Igvhp6WKpuzu7MYFdh4GuoplzWI3JBGkePX6iN661djfHoJ3at4/a+0e9unXt7cVM1TS6NgXapuxJjCTVNnW0dzAw2B0dmVq0UmlqNyYky6xS9nHzzQqaiUIkEv24eCEAiER2rOmOAno227Fz/Fdf1qtTx0pgNWTUGIqiHBwcAOB17JvatWoyourPTpqZzcTczp2LkMpGyVdtAOCTXr2OxhxrFxxsz+wCAwCA6bPnhHYJ+2bipJC2QePGfs4cnzNjerOmTX5YsqRP5MBps+YcPHzUcLmax+L69/0sLT1twZKl9+7dS0xKvHvv34VLlmVnZ/fv8ylFUXQ/fv36TW5eXmxc3OZt28O7dCZ4BAUkBZS9vT0AXL1xIyc3Lz8vX+OmkFZW/MA2rXdE7c7KyszKytoRtaddcFsewdMukJPAPEsGmvn6aMyxBw8fJaemCoUCgsfj860oigKmf1MkRZHxb+NT0tIaNajPPNbn5Sn19PS8dv26UGAV1Kb1r5s2P3z4MCU5+dadO6AZS3l5eQCElYD/Lvndnn37AIDSrAG/in2Tl5//Ji5u87Yd4V06EwRBF+wgtgeAq9ev5+Tk5uXn5eblARB8gVUSUwIABZS9gxgArt64npuXl1+Qr5lowMpKENim9faoPZlZ2RlZ2eoW4PMoimkBitK84EEjJ/NYHykQWAW1ab1Bo8vtO3eAEZqiPKTux0+cSkp69+Dho5Onz7KMqf2z18ifm5Ofn5cvFAhbtmixau2Ge/cfJCenxL6Ju3XnDp304uUrsXFvJo3/tl3btqs3bGDC4/QjJFdvXM/JzcvLzxcIhS0/aLFq7fq7/95/l5zy+k3czdt31Rd+XRux5j76USfa2CRLTYrHI9qHhBw6cvTxk6eBrVupw/Bqi8TmFeS/iX+zeft2tUUoEAqt6drv3b+vlv/2XZ261BVRFEWJRaJnz5/Hv01g9TdKKLBmtUBy7Js3t+7c1TgKOq/nAcahMaRXdnZ2ZmZGamrK7Tt3tu7YFda5E0VRdIffHrUnMysrMytzR9ReusMzSmmKIymgBAJBUJs2GzZtuf/w8bvklFt37mproEgPqfvxEyeT3r17+OjRqTNnNaOD4lhZT524W3fu0oY7GnPswaNHyampQoFZ44g2k7en1NPT8+r166yLpeaJTk2vVl/VNW4GSZFMr7h3/35ySkps3Jtbd+/QCTVZgO7mQmthyxYtflm7/t6/tAXfMD2Qoph+oq4DAF69js3Ly3/zRjPngHpgikWiZ89fxL9NoCgqLy8XgLASWL1LTlaPSlJjUMosg37cs7udne202XOOHT/x6tWrZ8+fnzxz9sq1a8wkprFpFm1TgiDoJ13FIqwOIlcAACAASURBVNGzF8/jExIoIK0EVgYGO3u6Y1pN/fSApn1YBtX0Umac3i+BWSlN+fRXe3t7e3sx2xmjO2RuXi4QhJWA/y4lec++/XRzCQXC1i1brtnw6/WbN1NTU7OzskBzI8qW04pPK7tb0yx72gW3JXg85klvrUhIZcXcGIm/n9/tq5c5B728PN3d3Hr15L4t7a+9u/39/PQLcbC3nzpxwtSJE0zXRWoiq/Zi+3kzZ0QfOrx5246s7GwnR8eWLZp/0usjOzsRSarf7Lf2198AQOLiEtI26JNeH2nyUna2tr169ti8dbvIzm7UsKESiYQpefjgQTt37506cw6Px2vZovmAfhHsLXXqCAHFCAMkRd1/9Cj68BGZTCZ1d/9y7OcCgUDntoakAODC5attWrYkCB7JWi8IbNP6wuUr7du1Gz5k8O59+9dv3JxfUBBQu5aLszP9EH+zZs3aBn7448+rhUJByxYtNMcpAFi7QaNacNAnHzGqgZ2dXa+ePTZvU6vWvFnTtoGBP/38C6cEO1s7Qy1AslpgtroF+kcwcXtgJimWOUjdFRAdXWppdQGAkUOHbtm+48q1a76+NWrVrGltba3/DgA7O1u2/E0aNxo9Ytif0X9v+n1bdk6Ou5ubp4dH86ZNk1NSdkTtnjZ5Ip/Hj4zoM2fBwj//Ptj300+0LbCVVcLwYX9G/715q7aEFs2aAjtGwlJBRyPNjl32wdCQ4InfTw9s09rG1lZdAqVrEXVnU6umX3vzZk306qIAIKxL5607d9UNCJg68TtSE+QDAEMt0ERrDtb6N3P11ddr/uKlACAUCj2k0o8/6hEaHKxrbm2HZyvFkXD4kEG79+3fsHETY1yKoujnIDTGnas1LrNXgE6jwZg6pR9HBjskRWrHLHOhAqBou3D6Fcsu2hfY0gLrWFCTkqmE+cSdczSKs42rGdesUcks6JBmGdTKSjB72vf/HD9+9fqNP/46wOfzPNyl7UPbsSex72fOIdg2pTRi7FCLAUBxB3u/CLWvrG0HztBg3CburFgas4KB6rRBFLXhKKq53nxIe8Ojhg/du2//tp1RhXJ53YCAr8eNpXdtc+TUNMtsbbOQOgFvQCo3RFRUVHh4uP6J46ePR/aNNJ351p0702bN/ufvaD6fzxz8ILCtMY+kSPbs3xPWKSzhbQJLQO1HJrZIaJ4vHzp67JIF8708PNiP57FfDsB6qTrBTgIABKUbtTcJ05E5aR/894ArMAfTL/vglA4AmgfUho4Zu3TBPE8PD05ZBiQxNMoobiLOac15bgLWO0aMFMk5RujXUZ5P2BmbUUzUadhGnPcyaIum6AXB8VO+HzV0aJMmjUHT7kPHfL70h/meHh4UJ7vhbqYjbLE6m4H8hrKapRdLKY6E7M5UbI3YdjdbI/3lDwaj40ivcJaltPMAR1T9TsxVENRNw1ZTPwf7G6Pv0DGfL10wX3dgmoVpa0IxO6qu7trfxKhgm0Jxzcp+twil1UL9ozOMLHpzuEZb3dnbnNlVNxUtkkmFEEtS8n0kAPDH/r96duvGdkfKBApInQfHKc0/BseRehe3Oj3tCTPn2SuhoE1Bn2KNXfrZDd2EOmONUK+pqx9pV//HeBSk4SfdWU/MGioUADhTKqtQ4C7xAlBGyiF0srFHvdF6mSq4B4zIYnTwG7jtYF2I2bm4BZi6XTF+jtD9uSBGCnb5Op+M24jpV6DtWgQARcF/T59SJNWgYX3mpQ50oZpVdkonr8FuxhKDAEJ7G6e+ZrL6G1cd3V4HLA20xRrRiz6slY1i7WthSmcLb3jUFKkRmBg+ptUxXxdddbR5OL+ypHOWYxdC53+G9oVQmlbg/moS133RScAseIFRrQ18Z6lvUEZzOqrudME+ThnSujQ21QxeQ/coul8IvV+zMWZWQv2KPZ3JXPNKPoqV09Aczu6wmuTsvmegbbW/RsURCam0lNwjycrO/vf+/c9HjSxDaWhIUn8e0vmsO6doLhKsUwRwxifrImnoF9tAt+fqVaI3mlmvr+QKrJPLwDHTaSiW8PrRaaNFGJ6lAQxMrcbO6IliolBjcIe8cRfKAEYqILj2NlY5y0JM+cZtZERX+v+nzpwL+rANj7XBVm12zbOjur3EWJ9h/q8ns86lwkh24Cqr6eLG+55+21CGD3OLZMlhbOCAsbEDJVGnaF2MyV2MXsl1QfQkY19ti1Muax1NT2vjmY1aE4rXCCW0aRG91EA52oqM2xSKY1a9QaffRdiSs6o21MPVDitn6mY3HaspdEVCKi0l90gcHRz+ORitf1x/u0lxoQx1VaOJWQuWrBIMRSfo76YcZfN7rd6Ft+ycb+010JBqJS1NX+1yuF0oukjd296yKdOsPObbKC8v79mLF7169DDQr7hRq5KLaDA7QZiz9668+l6RSpkcO6Yympm4uLoUV2/NdUvHyywBhgZmiW2gP3eZbIRi1lOUf2cOJbiWm2HWosShipwr9FvObJGQSkupVm3KCZLk/Eq2UTavXwtgcL+S8fnC1IuESzTFcQTmUJwVWTbGVSsZ5pRTZJqSKlM8McoWIzYyroqdnd2PixaCXuObYRH9U8VrseJYu9h6lQiOl1LGpXNqMTCOyr5CY01sru3KemByBShng0Lxe2lpnS3z53Pj9ZZVi6BfUtmpjB4JvetaE+NgrZEb6Zi6BzmhWgI4S89GQ8+sXOwFVCNJ9BZgDcUVwdAkrnegBI6AGVmKvIPglmrUqTK/WjPuobnni24eczDDH2RsZKhf6RdhIk5tsI+B4QYsojlY4RGOuKaL0tNLe9tvdLyAcaX0NAIDAweKGDtQDHVM6sI+z9lWopdZvxQjZ7WHOToCdxeCQSFNwdFa72MRmbjJy6ijln0v5QpiuhwjXZS1I5Uzk+pP45qYFkdmlkKcSddwryuJN4RYCgMeyfHTxwEgrFNYupG3vJcf9C5o3fsPQxvStCf1DmgHKMWkoNQDQGccEDrJ6EPqPk6xJgSDa8/qvVecbVaGMbl51EyKn8XA3WxRcWa9LEW7KNwcVFG3+QTBqdfUvliDVRhuDMLwF+M2MupBFlUTGOlj7OPcJ0CAk97AOXaXA8OXGfblsxR6GTqupxGwBw4YGzugp5G56pilC7DVMSK5mWd1+raujpyz3K3mbHHBkAWBqzVHHCMbTAid/5ltUAM+f3n3Ut1ZEfRUK1YXZZwtHUWMTeOaDYI6E7i2CpZMhFZw9ryt9Wl0RaKvcUglgf30k4Gnf4+fPt6/T/8KlwpBEARBkPeIvX/uZXskpXpnK4IgCIIgSJmAHgmCIAiCIJYHPRIEQRAEQSwPeiQIgiAIglge9EgQBEEQBLE86JEgCIIgCGJ50CNBEARBEMTyoEeCIAiCIIjlQY8EQRAEQRDLgx4JgiAIgiCWBz0SBEEQBEEsD3okCIIgCIJYHvRIEARBEASxPOiRIAiCIAhiedAjQRAEQRDE8pSxR7Jy9ZqWQcH6f/sPROsnfh0b2zIomP7cMij4dWwsc4rzFUGQknH95s2WQcEbt/xuaUEQBEGKwKpsi/t85IihAwcAwJu4+NHj/nf88EH6uEgk0k9cw8eHSYAgSHlw5J+YNq1aHY05NnrEcIIgLC0OgiCIUco4RiISiSQSiUQicXZ2AgCJBhsbG/3EfD5fIpGUrQAIgjDIZLJz5y/MnTkjOyf7wcNHlhYHQRDEFGUcIzHBnPkLHj95EhcX5+HhMfHbb0KC276Oje0TOfDWlUtF5lUoFKvXrT9x6nShXB4cFDj5u/EODg4VIDOCVGnOnj/ftEljqdQ9vEuXIzExTRo3oo+HdOrSs1v4jVu3E5OSXJydv/nyf+FduwCAXC7/bfOWU2fOpqalNWncaMHcOS7OzsEdO0f2izh46HB6RgY9Wo2NR/2UCIIg5lNxHklQYJv+EX1FIruDR45OnTnr/Mnj5udds37Dg0ePly1aaGdnu3zlzytXr5kzYzo7wcWLF8taXgSxPCEhIaXJfjTmWM/u3QGgZ/duX0+YNPHbbwQCAQAUFBRYCQSTJ4yv4eNzNObYvIWLOoS2s7a2/unnVQ8ePf5+8kR/Xz8rK76zkxMAyGQye5Fo4/q1TLHGxqN+SgYcoUgpOzPyPlBxHkm3sDD6w8B+EVu370hMSjIzI0mS+w9Er1+9ysvTAwAiIyIWLl3GSYN9HUE4pKen37n379RJk9LS0qTuUlsbm8tXr7Vvpx4pEZ996u/nBwDDBg/6ddPmpHfJXp4eBw4e2rNje62a/pyiOrQPpRNDUeORnZINjlAEQYqkgjwSiqIOHTm6c/eexKSk/Px8AFAqlWbmTUlJlclkI8aMLU8BEaS6EXPiRH5+/sd9+jJHjsbEMB4Jg7W1NQBQFPkuOVmlUtXw8TZdLI5HBEHKiQrySG7dvrN8xcplixc2b9pUKBS2CQnVT0NRlMGvDg72BEFE79vr413EXIkgCMORf46tXvlT28BA+uur168HDh2ek5trLxYbTC9xcQGAp8+eNWrY0ESxOB4RBCknKugNaTm5OUAQQqHwbULC6vUb9BM4ODjcf/Dw1evX+l9tbW07hIZOnTHryrVrbxMSnz1/fv4ibppDEFO8fPU6MSmpTatWzJGa/v7+/n4nT502lsXW1rZzxw4z5sw7ffZc0rt36RkZxpLheEQQpDyooBhJaEhIj/Cw8ZOm2Fhbd2gfKnV35yQY0C9i6U8rmjVtsm7Vz/pfZ8+YtuG3jQsWL03PyPDx9vL38wsNCa4YyRGkKnI0JqZLx45WVjoDnH7i5tPeHxvLNXPa97+sXbfspxUymaxZs6ZLF/xg8Ll9HI8IgpQHRFRUVHh4OPvQ8dPH+/fpbymBEARBEAR5H9j7596wTmHMV/xdGwRBEARBLA96JAiCIAiCWB70SBAEQRAEsTzokSAIgiAIYnnQI0EQBEEQxPKgR4IgCIIgiOVBjwRBEARBEMuDHgmCIAiCIJan4n77F0GKJDc319IilCMKhaJY6Z2dnctJEgRBkEoIeiRI5YIkycR3ifFv4wtkBZaWpQywtbH18fbxlHryeLxL18z6/RcbaxtvL2+pm7S8ZUMQBKlUoEeCVCIIgkhKTnr7Nt5Z7ODl4mZpccqAAnnh27fxBEF4e3rX9vI1M0tCwlsAcHFxMZ3y4sWLISEhZSBl2cHn81UqVdX919Lth+gwf/58S4uAmMvs2bNLXwh6JEjlIi4+zs1Z4ubmbiUQWFqWMkCpUFilCOLi47w9vV09Pc3P8jbhbYN6DcpbvLKFuahX3X+RysacOXMsLQJSNPPmzSuTctAjQSoRBEEUyAqkUg9bOzvO79ZWUZRKJY/He5MYTxAEANja2haZhbS2prOUv3RFIJcX3n1wMyE5/l1KIgBI3Ty93H2aN24lFFobTM++qE+YMrVLp07dw8NoxSs/GCNBEIuDz9oglQuCIOxEIj6fb2lBygY+n28nEjFXZcIMOFksRXzim93RWxOTE5zsJU3qtWxSr5WTvSQxOWF39Nb4xDcGs7CtNnb0qP1/Hfjy2+/i4i3vWpkDuiMIYnHQI0EqHTxeteqWptXJy8uLPvhXTk62+VkqgISkuLOXjjcIaCyzrrvimsvIv4Qj/xKsuOYis6nbIKDJ2UvHE5Li9HOxL+r16tbdtGFdj27hy1f+TFFUBcpeQqqNE4wgVZfqEBhHqg0EQRD0PwAWDxKUIQQrOMI+npefF/33n5lZmQf+/uuzT/rY2zuws1S4mGoUCvnlG+ca12u+76H10UeKTk09h3WyV5Jw9UXOktOJPRs59G3Y/PKNc7279RMIhOyMnIUPHo/3UY/uH/XoXuEalASMkSCIxalWN6NIdaD6+CEsDCmVn58fHf1nZlYmQRA5OdnRB//SeR2L5drhyYtHrhJpbJ7D/ruyzh/4feBvz+PxrPi8Fn72HZr77rtT8Cbf0VUiffLiEScj+6KuUCg6hncfPe5/xmppGRT8Oja2vHQoPhgjQRCLgx4JUolgYiTVDUNKRf/9Z0ZmhpOT88DIwa6urllZWdEH/2JnsZQVMrMzpK4eW6/mukucKYpIzFbFZyrfZirf5aiAINwlzr9fyZG6emRmZ3Aysi/ql69e8/Ot8ejxfwmJiRUrfgnBGAmCWBz0SBDEMqRnpDs5OX/2SV8XF8mnvfu4uEgyM7nXeIuQm5fjaO/yODa9vpc4Nl35LEX5NlOVkKV6nqKMS1fV9xI/jk13dHDJzcvhZGRf1I/GHPusd+92wW1jjp+oWPFLCMZIEMTiWH4fScug4D/3RPn7+VlaEKRyQKh3kLyOfXPwyJF/Yo5l5+RcOnOKk+rfBw/W/7rxxcuX9evVGzSg/4etW5t5ds++/Vu2bhsyaOCQgQMAQKlUjvrif95eXgvnzSHKYeeKukxC/ZldxTdffcd8trW1GzxwqG7OMpfFXAQCoUAgoBQF3o48kuAVyMkCOUmfcrTleTkApSgQCAScTSTA2keSm5t77fr1WdOm2tuL1274bcTQIUW27Zz5Cx4/eRIXF+fh4THx229CgttyEgR37NyjW/ipM2dVKlWH0HYzpk4RCoUm8pIkuWXb9uiDhxKTkuhk9DyjUChWr1t/4tTpQrk8OChw8nfjHRwcAGMkCFIJwBgJUolgr1bs2bcvJSXl81EjQe+h2UePH4+fNKVdSPCGNb+0btVy0vfT7ty9Z+bZP6Ojly5aEH3wEP11R9Tu1LS0KRO+4/F4pV2aMYRaL9B+NrcpLOeSSJxdFSp5Ex/bwvycAFcrFzse8xfgaiXPz2niY6tQyiXOrpyMzEX91NmzH7ZpLRaLg4OCUlJTnzx9WmSlQYFt5s6csWfn9k4dO0ydOUvfP5DJZM2aNjm4/4+N69a+evV6wZKlpvNu2bb94JEj06ZM/mvvnmWLFjKJ16zf8ODR42WLFm5ctyYlNXXl6jX0cYyRVELmzJ0LBIF/lf9vzty5ZWJx9EiQSgYB9LX8+0kTF8yd0/KDFvpJft20JaLPZ4Mi+9euVWvooIGf9Or16+bNZp4lVaRKpRIIBADw4uXLrTt2TpnwnbOzU3lpQ2i9rOK5MpaLkUicXHNzc77tWf/4+Ru1JLzabgJHW56jLa+2q6CWhHf8/I1ve9bPzc2ROHE9EuaifjTm2IetW6elpeXk5AS2aXM05liRlXYLC2vYoL6fr+/AfhEymYwJbLBp3LChWCyuWydg+tTJJ0+fYbwWg3n37ts/dcKE4KBAP98anTt2oFOSJLn/QPT4r7/08vRwcnSMjIi4ePkKfQpjJJUUijLnb97cuWamxL+S/RXRwmWE5VdtjGEwEhvcsXNkv4iDhw6nZ2TcunIJih+bZS8SvY6N7RM5kC5Hv2Sk4mFfiul3ctChBXaAgSTJO/fufffN18zBbmFhB776urBQbmNjbfosAHza++Nps+Z8PmokSZILly7r3LFDx/ah5acR/SoO2ssqVkYLuiReHjXu/3e7eU2viHa1l289PKhHUEtvFwB4kZC2fP+Vfu3qNK9p/yI2sbZ/XU5G+qL+7l3yrdt3bt66vXDpMvq4RCL59qsvTQQhKIo6dOTozt17EpOS8vPzAUCpVJqQ0M/Xt7CwMDUtTerubjBvYWFhekaGj48PJ2NKSqpMJhsxZqx+mfjO1mpJWb3d/L2lgt/iX3k9kqDANv0j+opEdgePHJ06c9b5k8f5fL5MJrMXiTauX8skY2KzPt7ez1+8mDJ9Bn2cic3a2dkuX/nzytVr5syYbqI6/ZIRS2H64p2SmqpSqbxYvxHj7+dLUVRGZoanh4fpswAwdNDAoYMGAsD2XVGpqWmrfvyx3PQA0NWFIIiCAnN/0Li4HkwZwufzA/zrv4p78dVH9UObeK/86/b6P5IBoFlt91/GdWjqZ/8q7kWAf319D4O+qMecONEtrOuCueqJTKVSdevV+8bNW4EftuGkZ96cduv2neUrVi5bvLB506ZCobBNSBE+4stXr4RCoZurq7G8QqHQzs7u/oMHfr412BkdHOwJgojet9fH25tTJrojCGJxKq9H0i0sjP4wsF/E1u07EpOS6EmkQ/tQ9jbYvfv2z505IzgoEACY2YeOza5fvcrL0wMAIiMimNs1E3BKRiwCs/3C2Is++Tw+AGTnZNvYqH8cuFAuBwB6Icb0WYbXsbGbft86KLL/sNFjKIqaOmlC0IcflpM67H/t7OzKo5YyRyyyr+Ub8DbxjZ+z/ZbxoTY2tgAgkxVk52QlJMXV8g0Q2Yn1c9EX9aMxx74apw1C8Pn8Lp07HT12jOORODg43H/wEABq+vvn5OYAQQiFwrcJCYf/iTEm1X9Pn7pKJEnv3i1a9mNkRF86imYwL0EQEZ99umzFSoFAUL9e3SdPn9HHbW1tO4SGTp0x66txY31r+Obn5yUmvQsNCQaMkVRT8If6qhaV1CMxM4pbgtgsUplhr9pwruVMGmdnJ4FA8CYuXuruTh95ExcnEAicnZwIgjB9lj5Cr9d0Dw+7cOnyuLFjrIXWy1f8fOCPPeWoV5VataER2Ynr1GqQlpGSnpkmk+UDgI2NnchO5OXhY0wXPp//35Mn7969C2yj43yEd+ny1XcTpk2exP6hwQH9Ipb+tKJZ0ybrVv0cGhLSIzxs/KQpNtbWHdqHMrbjMGP2XADwkEo/6tF91Ijh9EFjeb8a94WVldW6X3/Lzs6uExDAFDJ7xrQNv21csHhpekaGj7eXv58f7ZGgO4IgFqeSeiRmRnFLEJslCEIuV5SX3EjpIcB0jMTKyurDNq0vXb7cuuUH9JGLl6+0btmS/q1g02dp9uzbl5qaturH5d0+/qR9SIhCqUzPKK8Xgagv3oae/i0qZzlJVAwIgnB1cXd1KcIiDPRF/ewJ7j7W5s2aXjx9knPw81Ej6QepAIDP50+bMnnalMmmyzf4mgBjeXk83v/Gfv6/sZ8DgFwuD2rf0draGgAc7O2nTJwwZeIE/XLQKal+4D6SUvI+7iPJyMi0F6uDwAKBwMHBwcwobglis741fPbu3z9i6JDExKTzF3EHa+WCHSPJz8+XFRZmZmYBAO0xiEUi+qLyxehRI8eOc3JyCg0JvnTl6p9/Hdi4fi1zsTd9Ni4+/rfNv/+0dLFYLPb28jp/8ZJCoagTULtc921UxRgJGzN/Kq/SXtTv/Xufz+e7u7mZSFM5JUeQ94pK4ZGwf/yiTatW61evMjOKC8WPzc74furCJcuOnzhZt26dRg0asMPISKVAEyPZvHXbrj176WM9en8KAHNnzegeFgYAdQIC1vy8YsNvm3ZE7Q6oXWv1yhX169VjCjBxliTJHxYv6dWzR6sPPgCAKRO+m7dwEY/HY7Zhlr02xmMkP61c5uTk3D9igFgsLijI37tvT1pa6sTvpjDtUOUov4t6y6BgAOgTOVD/lLEn45RKZVZWllKpevr82fIVK/v37Wv6jSOV1p1CSgPuI6laEFFRUeHh4exDx08f79+nv6UEKg10bPbwgT/ppyqQKodSqTx74WzH0I5g9n15JYd2Qc6cP9OhXYeCggL2ztat2zanpac5O7v07vXJkX8OpaSkODk5jxoxhj575vyZLh27mC784sWLISEh5Sd8cSnXi3pxX+7874MHCxYvjYuP9/SQ9ggPHzZkMGd3M1L5IXg8M991MW/ePHQ+ypUiWpggKJIsQbF7/9wb1imM+VopYiRlhTmxWaQyQ6/aWPDB1zJHvTOX9XY05lS/iAF/7Nudlp62bcfvFEU5OTn1jxjAfs2rZSQuBSqVinZKyuPfu9ev+vv5mZ++RbNm7COjR44wJ5elmxApY3AfSSl5v/aR0MFYfcx/R1lxY7NIZafqXYjNwJBSIpEoIiLyjz92p2ekOzg49usbaW9vbzpL5Ye+qFfdfxEEsSAW9khK/3bUR//9x8RmP+7Zc9iQwWUiGGIR3qsYCQDYi+379xt4+OjB7uE9HB113mRfFWMkCFLZwKWcqkWVX7Vp2rjxH7t2WFoKBCkhYrE4sp+BDZsIgiDvG1XeI0GqGWKxOCs7y8nRqdpESjKzMsViMRTnfSSZWZkikaic5UKQ6g/uIykl79c+EgRhQxCEt5f3y5cva9eq7eRUXr/HW5FkZma+fPnS28vb4KqNsSwvXrzwkOLzYgiCvF+gR4JULjw9PCmKevL0SV5+nqVlKQNEdiIvLy9PD08AuHr9qjlZbG1spVKps5NzOYuGINUf3EdStUCPBKlE0FEEH2+fGj41ik5dRWBerNKpQ6fiZkEQBHl/QI8EqYxUy0tytVQKQSozuI+klFRwkIlXkZUhCIIgCIIYBGMkCIIgSPUE95FULTBGgiAIgiCI5cEYCYIgCFI9wX0kpQT3kSAIgiAI8t6BMRIEQRCkeoL7SKoWGCNBEARBEMTyYIwEQRAEqZ7gPpJSgr9rgyBIpUAuL7z74GZCcvy7lEQAkLp5ern7NG/cSii0trRoCIJUQ6q2R5JXkHfjzqXnr5+SpIpzisfjB/jX/aBZ2zWn0849Tl/Qt2brWtXhl9sQpGKIT3xz6sI/Tg4uTvYSdxcvAEKukCUmJzyO3tq5XXcfT19LC4ggRYP7SKoWVdsjuX3vmkwm+6BBIJ/P55xSqVRvUxNHrL3RvrGPkw219p9nW79sbREhEaTKkZAUd/bS8QYBjR1ETtY2NgKBFQAolUqZzDM7N+vspeOdQsK9PKrPbw8hCFIZqNoeSXxibJN6LV0lbjwed4tudoFi7rG88CaOCr41jy+zJmQWkRBBqhwKhfzyjXON6zV3dpLY2dkxx62tQSQS29mJhALh5RvnenfrJxAILSgnghQJ7iMpJfg+kmLA51vZ2tgJhUIrXbILYfyu55+29oxNK3yUkP/k2bNRnWtz8rYMCmb+OnQNnzBlampqmunqWgYFv46NLZaEr2NjWwYF059v3rrdd8CgkE5dRo/7H/7oGlJpefLikatEKnFxs7e35+shFotdJe6uEumTF49MDh8B7AAAIABJREFUFHL95s2WQcEbt/xeYWJbhNTUtB8WLba0FAhSTajaMRKhQGAttOHzBXOj4849SVvwmX9IXaeEDNm3v/87pGPtp8mK+Czq30e3fhwV3KaeVD/7pvXrfGv4yBWKJ0+frlqzbsmPP/24ZFEpRXqbkDh+0qR9UbvorzV8fI4fPkh/nr94cWhIyOejRjrY25eyFgQpPzKzM6SuHnZ2Ij7f8Pxga2sndfVIy0w1UciRf2LatGp1NObY6BHDCYIoH0ktT25ebvShw7OmT7O0IIhhcB9J1aJqeyQCgdDaWvgypfDQrYTx3Wv+duJVerbH76deDuta/79kMjWr8Or1u5sm9OjUwvAuPGdnJ4lEAgCeHh62NraTp88ovUgKhfzlq9fMVz6fT1cBAAkJiZ/17o3uCFLJyc3LqVWjrrXQ2pgnwefxHR1cYt++MlaCTCY7d/7C3p07Bg4f/uDhoyaNG5WbsAiCVB+qvEciFFrnygoIlezSq8LPgnwvPXwzrGuDR+9UufmFJ89f+7qbqzF3hIOKVNna2tCfFQrF6nXrT5w6XSiXBwcFTv5uvIODg36WOfMXPH7yJC4uzsPDY+K334QEtz124uT02XMAgF6p+WHO7IYN6veJHHjl3JmuPXtRFDVs1Ggenz9k4IDRI4aXWSsgSJkiEAgFAgGfzzfmkVAUJRAITGwiOXv+fNMmjaVS9/AuXY7ExDAeScug4D/3RPn7+QHA69jYPpEDb125xMkb3LFzj27hp86cValUHULbzZg6RShUV6Q/4uj0kf0iDh46nJ6RQZdmMBlJklu2bY8+eCgxKYkujZbEzOwmpALNeOfxeDX9/WZ8P7VZkyZg9jSClCu4j6SU4D6SYiCwElpbWwfWcxcRMjcRcfK//DYNatxNUObm5x87c/n3iWHN/U1NARkZmampae+Sk89fvLR42Y/dwsLo42vWb3jw6PGyRQs3rluTkpq6cvUag9mDAtvMnTljz87tnTp2mDpzlkql6tq50x+7dgDA9Yvnr1883y2sK51SKBSeO3EMAHb8vvnciWPojiCVGYmzq0Il5/H4fL6VwT8ej69QyiXOrsZKOBpzrGf37gDQs3u34ydPKRQK82uXyWTNmjY5uP+PjevWvnr1esGSpcwp/RFHp7cXiTauX/vnnigTybZs237wyJFpUyb/tXfPskUL2dWZk92EVADw5RdjN65fu393VL26dRcuWUYfNHMaQRCEoWrHSIQCgUAgsLLi75zY8ZM5B8I7tD14P99LpDx+4ebeWR83qym5euulieyjx/2P/mBnZ9evb59xY0YDAEmS+w9Er1+9ysvTAwAiIyIWLl1mMDvjwQzsF7F1+47EpCQfb2/6OWT9p5ERpKogcXLNzc2RunrqP8JGQxJkbm6OxMmwR5Kenn7n3r9TJ01KS0uTukttbWwuX73Wvl2I+QI0bthQLBbXrRMwferkkWPHzZkxnR5QBkccAHRoH0rHXWgMJtu7b//cmTOCgwIBwM9X57llc7KbkAoARg4bSn8YPCBy0PCRUJxpBClXcB9J1aJqeyTW1jYURQJAk5pue2Z+3Hf+3zU83B6npR+Y+0mTmm4Khdza2sZEdjpse+rM2dnzf+jVo7uVlRUApKSkymSyEWPGmq6aoqhDR47u3L0nMSkpPz8fAJRKZdlphiAWw8ujxv3/bucX5NqLHQ0u3OTmZefLcmv71zWYPebEifz8/I/79GWOHI2JKZZHwuDn61tYWJialiZ1dzdzxBlMVlhYmJ6R4ePjU2SN5tTClopzytramn6MzsxpBEEQNlXbI3Fz9UhMTvCS+lhZWbWu6/H3vE//vvx8aNfONT0clUplYnKCm6tHkYV07tjhxq1bM+bM27rxV4FA4OBgTxBE9L699I0RB+ap3Vu37yxfsXLZ4oXNmzYVCoVtQkLZyVQqFYZJkCoKn88P8K//Ku5FzRq17cXcdc+c3OzX8a8C/Osb6+FH/jm2euVPbQMD6a+vXr8eOHR4Tm6uvVhMEIRcXowVnJevXgmFQjdXVyhqxDEYTCYUCu3s7O4/eMCJjpiZ3YRUxjA9jSAVBu4jKSW4j6QYeEt9+DzekxcPH/x398F/d60UCX1a2+Vlvnrw390nLx7yeTxvadF3RQAw4ZuvVSrVho2bAMDW1rZDaOjUGbOuXLv2NiHx2fPn5y+qN985ODjcf/Dw1evXAJCTmwMEIRQK3yYkrF6/gSnKxdkZAE6cPp2dk5OXl1fmKiNIBSAW2dfyDUhIiotPeJOdkyVXyOUKeXZOVnzCm4SkuFq+AWKR4UfGXr56nZiU1KZVK+ZITX9/f3+/k6dOA4BvDZ+9+/fHv3174+atPw/8baz2/54+zc3Nff7ixaJlP0ZG9KUXj4yNOA4GkxEEEfHZp8tWrDx24mTsmzfHT54qVnYTUhnDxDSCIIgxqnaMxMpK4OVRw9vIT2yY/xYyoVC4dOEPg0eMahsY2PKDFrNnTNvw28YFi5emZ2T4eHv5+/mFhgQDwIB+EUt/WtGsaZN1q34ODQnpER42ftIUG2vrDu1Dmfitg4PDiKFDFi5ZZm8vnjXte0+PooM0CFIJEdmJ69RqkJaRkp6ZJpPlA4CNjZ3ITuTl4WPi/SJHY2K6dOxIL4Ay0E/cfNr74xnfT124ZNnxEyfr1q3TqEEDW1tbg4XMmD0XADyk0o96dB+l2QZubMRxMJbsq3FfWFlZrfv1t+zs7DoBAcbkN1GLQalMYGwaQSoS3EdStSCioqLCw8PZh46fPt6/T39LCYQgiJlcvHgxJKQk+zOKC+2CVMyLhtlPCJcTcrk8qH3Hwwf+NP+GoQKkQvQheDwwr9fNmzcPnY9ypYgWJgiKJEtQ7N4/94Z1CmO+Vu0YCYIgFUA1+9GDe//e5/P57m5ulhYEKXdwH0kpqWA/Dz0Sc2F+noZG/81OCIJUTjiDl6ZNSCiOYgSpVKBHYi44eSFIFeXWlUv/PniwYPHSuPh4Tw9pj/DwYUMGCwQCS8uFlDu4lFO1QI8EQZBKRDm5/k0bN6bfp1wy8IYEQSoA9EgQBEGQ6gnuIykl+D4SBEEQBEHeOzBGgiAIglRPcB9J1QJjJAiCIAiCWB6MkSAIgiDVE9xHUkpwHwmCIAiCIO8dGCNBEARBqie4j6RqgTESBEEQBEEsD8ZIEARBkOoJ7iMpJbiPBEEQBEGQ9w6MkSAIgiDVE9xHUrXAGAmCIAiCIJYHYyQIgiBI9QT3kZQS3EeCIAiCIMh7B8ZIEARBkOoJ7iOpWlRtjySvIO/GnUvPXz8lSRXnFI/HD/Cv27pFsMhWZBHZEARBEAQxn6rtkdy+d00mk33QIJDP53NOqVSq5IyE2/eutQvsZBHZEKSqI5cX3n1wMyE5/l1KIgBI3Ty93H2aN24lFFpbWjQEMQvcR1JKKjjIVLU9kvjE2Cb1WrpK3Hg87oYYkiSF1sL7T25ZRDAEqerEJ745deEfJwcXJ3uJu4sXACFXyBKTEx5Hb+3crruPp6+lBUQQpLpRtT0SPt/K1sZOKBQaPGtrY8fnF6Hg9Zs3x3397RdjRo8ZOaIcBCwDXsfG9okceOvKJUsLgrxHJCTFnb10vEFAYweRk7WNjUBgBQBKpVIm88zOzTp76XinkHAvjxqWFhNBigD3kVQtqvazNkKBwFpoY2UlMPhnLbQRCgSmSzjyT0ybVq2OxhyjKKrI6t4mJEYMHFRGsptbSw0fn+OHD5Z3pQjCoFDIL98417hec6mbl8TVVSwWW1vbWFvbiERiicTVw92rcb3ml2+cUyjklpa0jImLj/9y/Hfp6emWFgRB3lOqdoxEIBBaWwsFVoa1sLYWCgSGwyc0Mpns3PkLe3fuGDh8+IOHj5o0bmS6OoVC/vLV6xJLayacWvh8vkQiKe9KEYThyYtHrhKpxMVNJDKwK1wsFvN4vMycjCcvHjWu39xYIZU/+qiPt5dX3YCAoaPGrPppee1atSwtDlIG4D6SUoLvIykGAoFQKLQ2FiMRCq1NeyRnz59v2qSxVOoe3qXLkZgY5njLoODXsbH059exsS2DggHg2ImTfSIH0mdbBgUfjTkGAPn5+QuWLA3v9XHXnr1+WLQ4NzeXydXrs74Tp37frnPX8F4f/7Z5y8Ytv3/WPzIotEP/wUP/ffCATjZn/oJ+g4YEhXb4tF/kxUuXDdbCCAAAcrl8zg8L2ncN79Stx8Kly4I7djYhMAAoFIoVq37p/vEnnbr1mDVvfnZ2dqmbHKn+ZGZnSF097OxEfL6VwT9bWzupq0dmdoaJQooVfax4DMY7eTzet199+eUXY+cvWkySpEUEQ5D3mSoeI7ESWltbWxmNkVgLrEx5JEdjjvXs3h0Aenbv9vWESRO//UZgfJWna+dOAbVr9Rs05PrF8wBAEAQALP1xRUpq6u7t2wBgxuy5S39a8cOc2XT6hMTEyH4R/xs79sSpU79u2vxRj+4TvvmmRg2fdb/+tmDxkj927QSAoMA2/SP6ikR2B48cnTpz1vmTx/VreRMXx8iwYMnS2DdvNq1f6+nhcfbChb+i/zbdPmvWb3jw6PGyRQvt7GyXr/x55eo1c2ZMN50FQXLzcmrVqGsttKY7uT58Ht/RwSX27StjJRQ3+ljxmIh3dg8PC+vSWX+zPFIVwX0kVYuqPeqEAoFAIOAZQSAQmNhHkp6efufev40bNUpLS5O6S21tbC5fvWaiLh6PRz9jzOfz+Xw+j8eTKxRHjx2b8O3XLs7OLs7OE779Oub4CYVCwWQZFNm/dq2akRERADBi6JCQ4LZ+vr7DhwxhpsJuYWENG9T38/Ud2C9CJpMlJiXp18KUplKpTp4+M33qlDoBAWKxuHHDhqYbhyTJ/Qeix3/9pZenh5OjY2RExMXLV4psUgQRCIQCgYBvEoFAYCIAWazoIwe5XL5m/YZP+0W269z1f9+OT8/IAEPRRAAI7th59foNXXt8xJRjMJl+gQbjneyA4twFC5mAon4tGHpEkHKiasdIrK1tKMpocJWiSGtrG2NnY06cyM/P/7hPX+bI0ZiY9u1CzK89NTWVJEnfGuonDnxr1CBJMi093UMqZSdzcnJkf7W1taHj2BRFHTpydOfuPYlJSfn5+QCgVCpNVpdWWFjoV8PcBxxSUlJlMtmIMWPN1whBAEDi7KpQyXk8vrE4AUmSCqVc4uxqrIRiRR85/PTzqgePHn8/eaK/r5+VFd/ZyQkMRRP5fL5MJrMXiTauX8vkNZhMv0CD8U5jAUX9WjD0WIXAfSSlBN9HUgzcXD0SkxO8pD76CzdKpTIxOcHN1cNY3iP/HFu98qe2gYH011evXw8cOjwnN9deLCYIQi5XGMuoUqnoMIarREKvqgTUrg0AcfHxPB7P1exdqLdu31m+YuWyxQubN20qFArbhIQarEWrrJurUCh89Tq2Qf16nKIMCuzgYE8QRPS+vT7e3maKhCAAIHFyzc3Nkbp6GvVICDI3N0fiZNgjoaOPUydNYkcfzfT1FQrFgYOH9uzYXqumP/t4t7Aw+sPAfhFbt+9ITEqie3WH9qH+fn4mkknd3fULJAiCiUSqNSLJ/Qei16/+P3v3Hd9E/f8B/HMZl9WVDprusvcSWbaUltEiCMooIAiI4g+RKcqSjeyN7KUIyFAQZEnL0C8WERFEARnKKB1J907TpEl+fxzGkNV0XlJezwcPHsnd5/O5913ST9753OcuG/z9ZISQobGxS1asNJQ33ortkgBQGc6dkQT4BqZnKu4/vGM+e46iKA83qZ+3v8WKjx4/kSsUHV5+2bCkbmhoaGjI+QsX+7/eLzgo8PCRI6NHjpDLFZcS/rsRiKdUSgg5d/HiK506cTkciUQS3aP7mvWfLVk4nxCydsPGvr17W5vUYq6gsIBQFE3TKampp77/b2TbZCuG5RwO583BsUtXrlwwZ7ZvnTr3HjwwrLIYsEgkioyImDF77oRxY4ODgpXKIrkiLSLcwjg5gDF/WdCtezeUxYWuLu4Wp5IUFuUrVYX1QxtZrF6Z0ce09HStVhsU+FwObedoosViFhs0Z/+AIoYenQvmkTgX585IeDy+vywowMrtI21M8j9z9myPqCiT7IE5593/9X6zZ85Ysnxl/LnzjRo1bN60qUgkYgq4ubmNHjliyfKVrq4uc2fN7Nyx46zp01avWz94+AgOlxsV0WXyxAn2Bx8RHt47JnrKx9OFAkFk1wjfOnUsbsVP9t8wz7j/e4/eQ0/+aJpcoTBuylrA82bP2rZj5+JlK7JzcgID/ENDQpCRQJm4XG6D0CaPkx7WDarv6uJmsragMP9J8uMGoU3Mf7qBUeHRR0KIl6cnIeTB3383N5omZXs00XYxiw0aGEYi7R9QxNAjQPVx7oyEUYHLCyeMe9984dsjR7w9cgQhpF3btt8ePmhYPnXyJOOKxnVdXVwWzp1j3lRoSIjxXVaNHxtWcbncWdOnzZo+zWJ4xlsxVOfz+e+/N+b998aQf+/lyiy3FrCbq+v0j6ZO/2iq+SYAbHCRuNYLbpAifyoRu7q5uguFIkKISlWcX5BXpCyoF9xAInaxWLFio48GIpGoe1Tk7PkLJ43/oFnTJjRNe0ql1kYTTVgsZrFBYmm8084BRQw9OhfMI6kkzCMBAPZJxC4N6zXNysnIzs1SqZSEEKFQLBFL/GWB1q4KJhUdfTQ2Z9bMzzZvWblmrUqlat261YrFn1obTTRhrZh5g0Kh0Hy80/4BRQw9AlQT6sCBAzExMcaL4i/GDxk4hK2AwBqLl0qS5wdg4IWSkJAQHl6Oq8MqjElBHPNeZ1CLURwOse9dt3DhQkwZqVZlHGGK0lfopoKHjx6O7hZteIoxEqdhknk8TUp69/0Pzp0+yVY88OJALgIANQAZibMKDgpCOgKOxtpIHsFgHrAB80gqCfNIAMBZIe0AgApDRgIAALUTJpc4F+f+XRsAAACoHTBGAgAAtRPmkVRSDQ8yYYwEAAAA2IcxEgAAqJ0wj8S5YIwEAAAA2IcxEgAAqJ0cfB4JhnBMYIwEAAAA2IcxEgAAqJ0wCOFckJEAAABUF4pY/a1shp7gd6OeQUYCDqSwsJDtEKqRRqMpV3mpVFpNkQBATbKRc5SZr7xQkJGAY9HpdPI0eXJKcrGqmO1YqoBIKAoMCPTz9eNwOJev2vWbL0KBMMA/wNfHt7pjAwBwKMhIwIFQFKVIV6SkJEtd3Pw9fdgOpwoUq0tSUpIpigrwC6jvH2xnldTUFEKIp6dnNUcHAOBAkJGAY0lKTvKRevn41OHx+WzHUgVKNRpeBj8pOSnAL8Dbz8/+KimpKU0bN63u8AAAHAcyEnAgFEUVq4p9fWUisZjHqw1vztLSUg6H81SeTFEUIUQkEpVZRScQMFWqPzoAAAdSGzp9qE0oihJLJBxOLblTDpfLFUskTDpCCDE8sL8KAMALopb0+1Cb1Jp0hGF7d4qKio6f+LagIN/+KgAAtRLGSMCBUBRFMf/ZN5zgLJidYhgvL1IWHf/uaG5e7rHvvh3wxkBXVzfjKjUepim1uuTm7d9S05PTMuSEEF8fP/86gW1avEzTArZDA4BaCF/FwMGw/0FcDSztlFKpPH78aG5eLkVRBQX5x098+9ztWNg+DsnypweP75Gnp3q4erVs3K5l45c9XL3k6akHj+9Jlj9lOTgAqI0wRlIRKpWqsLDI29uL7UDKJzklJcDf35HHHl6oMZLj3x3Nyc3x8JD2efW1uHPfZ2ZmHj/x7YjhowxVWAqWEEJSFUk/Xo5v2qCFm8RDIBTy+TxCSGlpqUrll1+Y9+Pl+G7hMf6yIBYjBIDah/0xkpOnz5jfqdPiQsdx4tTpuQsXsR1F+eh0uv8bP+G36zfYDgSeyc7J9vCQDnhjkKenV//XB3p6euXm5rAdFCGEaDTqn6/9r0XjNr4+/l7e3i4uLgKBUCAQSiQuXl7esjr+LRq3+fna/zQaNduROqWk5OTxUz7Mzs5mOxCoORShrP1jOzTHwv4YyYLFS1q2aO7i4lLmQgeh0+n2Hzo0cdw4ewo/SUwcOHTY9StWb9ZZZoGqwuFw3ujb9+DXX7d/uV11b6tSqGejI3/evr11+86Hjx41adx4+JtDOrZvb7F44tOnw0aNNll4+YcLhsd2tlNNng2KUM8eG4+RTJrwoeGxSCR+a9jI52vWSHyW3H/4l7eXr5enj0QiMV/r4uLC4XByC3LuP/yrRZM2FlsoLS396tDh//2UcP/BA5rP9/f3HzFsaK/o6GoO3DkE+Ps3atBg5LvvbVizqn69emyHA9UOP1tjP/bHSKpWSqo8dtjwat3ED/+7pFFrorpG2FM4KDAw/tSJyhSoQgPfeP3K1V9TUlJrZnMVwJy1IYTc+euvKR9P7xIetm3TZ+1fbvfxzFm/3/yDsoIQcvLbI8b/DKv+unvX/naqw7P9Iv89tvdQsJeS5Obn+HrLxGIJl8uz+E8kEvt6y3LzLY/oqNXqMeM+OPzNkd69Yj7fse2Lndvff+/doMDAGt4LR2CxO+JwOJMnjB///thFS5fpdDpWAgNwTOyPkVQtjUb96PGTat3EuQsX+vV9zc77d3G5XC8vW9NNyixQhby8vCLCw8/Exb33jumgggOhCEVRO3Z/ETtwwPChQwgh9evVS09P37579/ZNG61V8rJyw/Xtuz4vVztVjrI+RlJWzeoKqUyFRQX1ghoJaIG1aLkcrrubZ2LKY4trd3+5Nycn9+uv9hnGOENDQqorVsdmozt6NSY6ukd3XOYNYMwJMpL5ixbfvX8/KSlJJpN9NHlSeNgrhJB2ncOOHjrA9HSGEx9x585/Mm8+s5YQ8un8eb17xWg0mo1btp67cLFErQ7r3Gnah1Pc3NystUAICYvqPnRw7ImTp7JzciyeTLl+4/cBb7zO1Jr44UeNGjb49bfrYrFo4BtvUBT1fVycXK4IDg6ePXN6qxYtjFsO79ajT6+Ya9dvyBUKT6l00vgPYnr2MBSwpzVrYdtZlxDStk3rSz8l1MCrVjEURVGE0ul0v//xx4eTJho+EXtFRx+bMLGkRC0Uml53ypT55+FDlaqkTh0f3zp1DKvKbEetVu/+cu8PP/4vKzu7RbNmC+bMzi/I/3DajIYN6v9243exSPRGv74URcWdOydXpAUHBc38eGqL5s3LtUd6vZ442xgJn0/z+Xwul2stZr1ez+fz+Xza4tqTp09Pn/qhtVOuSqVy7Wcbf7p8WafTR4S98uGkiUxJO/+a7HmfW/uTN6ZWq3fs/vzCDz9mZmW1bNF88YL5nlKpxa7GvEOwWMy8wWu/Xbe/OzLfij17AVDLOESGPnDosHadw4z/Ga/t3KnDgjmzD+3f2y0qcsacuVqt1lo7Pbt3+/qrfYSQXxMu/ZpwqVd0T0LIpq3bbv91d+XSJTu3bMrIzFy3cZPtYFQqlatEsnPr5qOHDpivVRYXZ+fk1AutyzxNlctfatt2z84d/fv1275rd3JKytRJkw7t3xsaErx42XKTusXFxTw+f9rUKd8c2P9639cWLllaUlJiXKBcrZmws279unUfPbb81dZxZGZlabVaf6NfgQkNCdbr9TlWJn66SCSz5s6bOWfuG7FDJk79KCcnl1mekZlpu531mzZf/fXXaVOnHPjyi3mzZ3l4uBNC5ApF29atd27Z3O+1Pru+2JOSmjpp/Pj9n+8OCQ5atmp1effluXM3FFVst/JmMFXIS+qt0ao5HK61szYcDldTqvaSepvXzcvLS0tLb92qlbXGV6xem5oqP7j3y8P796bKFSvWrDWssuc9bE8Ze/7k16zfcOXqrzOnfXTkwFefzpsr9fAgVroa8w7BYjHzBsvVHZlvpbwdF0At4BBjJLu2bgkOeu40c/Rr/QyPDRPihg2O3bN3n1yhCAwIsNgOh8PhcrmEEOZ/QohOpzty7PjWjRv8/WSEkKGxsUtWrCwznsiuEdbGmZlPO3f3/76sMGcEvDxjd37+xeiRI5iKb48YMeKdd82rxw7ozxQY9dbw7bt2K9LSTQqUq7UK1HV3d8/NyyuzKRZRFMXjcgkh+QX5QuGzn/8tUasJIXxLv70XEhx87swp5vHjJ4nzFi1at3HTonlzCCFcjq12NJrSE6dO7/t8d91Q09d66OBYQoin54DPv9w7cviwkOBgQsiIYcPeGft+BXbH+H+xWFzeFmqel4d3YWGBr7eftXMKOkpXWFjg5WEhI2FwrVRUazRn4uIO7t3jKZUSQqZOnjhs1Oh5n8wyvLL2vIdtl7HnT16j0Rw7cfLQvr316oYaL7fW1Zh0CObFfOvUMW+QoqhydUfGW6lYxwXg7BwiI5FKPazNpdDr9SdPn9l/8JBcoVAqlYSQ0tJS+1vOyMhUqVSj3xtbNYESIqBpQoharTb5dGS+XhuIREJmuN5qOwIBIUSvtzyvrbyt2V9Xo1HTtOXBdkfAnLXx8PDg8/lPk5INp2CeJiXx+Xyph4ftkYN6dUMnjx8/Z8FCpphUaqudjIwMrVYbFBhg3KZxAsF8bzYMcojFIr1eX7GhC+c6a+MvC7p174ayuNDVxd1i2IVF+UpVYf3QRuar3N3dPT09f7vxe7fIruZrMzMzdTpdcNCzG5kEBwXpdLqs7GyZr69xMXve/9bK2PMnn5aezrz0xgvt7GosFrPYoDn7u6Mq77gAnIJDZCQ2XL/x+6q161YuW9KmVSuapjuEP7vChaIotVpjrZZWq2W+l7i5uVIUdfybw+bDKrZbsMbDw53D4WTn5Fi8MLIGVCxsg8ysbO+amkhbQRTh8/mdOrS//PPP7du9xCxL+PlK+3bt7JlNXKxSubg+m8HA4/E6Wm/H08uTEPL3P/80a9q0WnaEEOKcM1u5XG6D0CaPkx7WDarv6mI6d6GgMP9J8uMGoU0MX/1NDHi934ZNm19q08YkaSCEeHt5URT1NCmpQf36hJCk5GQOh1O1b0gbf/IGzDzoB3+Xc+RFAAAgAElEQVT/3bxZM8NCa12NCYvFLDZoYE93VIG9AKh9HGIeiQ0FhQWEomiaTklN3bh1m2F5cFDg4SNHklNSrv12/eix7wzLmdHgcxcv5hcUFBUViUSiyIiIGbPnXrl6NSVV/vc//1xKuGy7Bdt4PF7Txo3/unuv6naxfCoWtsG9+/dblnNuZk1ixkgIIWPHvPvtdyf27Nv/6PHjfQcOHv322Ngx71i8vLakpCQ7JycrOzspOfn02bPLV6+OHdDfsPZ96+2IRaKorl3nfbr4x0s/paWn5+bmUhTFJALPX7trePzcKjs92y+nGiMhhLhIXOsFN0hVJCWnPs0vyFNr1GqNOr8gLzn1aaoiqV5wAxeJq7W674wa6erq8ubIUYe+/ubuvfu3bt85evx4/PkLhBCapqN7dF+z/rPs7Ozs7Oy1Gzb27d3bzsvW7GTjT964TPeoyNnzF1788X+KtLTsnBxivasxYbGYxQZJebqjCuwFQO3j6GMkEeHhvWOip3w8XSgQRHaNMAy/z545Y8nylfHnzjdq1LB506YikYhZ7ubmNnrkiCXLV7q6usydNbNzx47zZs/atmPn4mUrsnNyAgP8Q0NCIsLDbLRQpo4d2v/8yy8xPXtUx/6WqcJhE0L0ev2lhMvMaXjHRRGKoho1bLhp/dptO3btO3CwQf16G9etbdK4MbM+Kzu774BB2zdtbNmiOSHk7Lnz+w4cSE/PoPn84OCgyePHG780DRs0sNYOIWT2jGmbtm5bs36DSqVq1bLl0kULqn5vrI+RrFm30sNDOiT2TRcXl+Ji5eFvDmVlZX704XTDcWCXROzSsF7TrJyM7NwslUpJCBEKxRKxxF8WaDu7EggEX+zYvv/gofgLFzdv38HjcoOCgvr368usnTV92up16wcPH8HhcqMiukyeOKHKI7f2J29szqyZn23esnLNWpVK1bp1qxWLP7XW1ZiwVsy8QaFQaH93VLG9AKhlqAMHDsTExBgvir8YP2SgY39osUqRljbozeEnjnztaeUeGA7rxs2bMz6Zc/r4tw47laS0tPTHn36Miogi/143a+7Lffvjzl/4as/nFZvSUcOYIH+49ENkl8ji4mLjma17vtydlZ0llXq+3veN09+fzMjI8PCQvjv6PWbtD5d+6BFVRtabkJAQHh5efcEbMHth/2QmgCpBcTjEvnfdwoUL58+fX93xvMjKOMIUpa/Q7f4OHz0c3e2/uzk7+lkbByTz9Q3r3Pnw0W/ZDqTcDhz6emD/Nxw2HSFGv7Rnwx+3br05JJbD4ZT3BAqbLO3U4Ng3vTy9cnKyv9z3RUZGhoeHx5DYN42rsP1q/Eev1yMdAYDq5uhnbUzuTcKogV+BsW3YkNjv48+xG0N56XQ6tUY9qH9/tgMpS1kfxOtWOeFlkJZ2SiKRxMYO/frrg9k52W5u7oMHDXV1dbVdxfFZ/IM1YP0vFwAcmaNnJI7ZhbVu1crGPaAcE4fD+WxNuW/wVcMMwwlsB1JlmH0xHiMxXuvq4jpk8LBTZ068GtPb3d3juYrOmZI45h8sADgFR89IAGo3FxeXoYOHsR0FAAD7kJGAY3FxccnLz/NwL+NmaE4kNy+X+ekW8zESG1XYuuENAABbkJGAA6EoKsA/4NGjR/Xr1ffw8Ci7gsPLzc199OhRgH+AxbM21qo8fPhQ5iurgfAAABwHMhJwLH4yP71ef//B/SJlEduxVAGJWOLv7+8n8yOE/PLrL/ZUEQlFvr6+Ug9pNYcGAOBYkJGAA2FGEQIDAoMCg9iOpcoYrpvtFtmtvFUAAF4cyEjAEdXKj+RauVMAAFUFd0gDAAAA9iEjAQAAAPYhIwEAAAD2ISMBAAAA9iEjAQAAAPYhIwEAAAD2ISMBAAAA9iEjAQAAAPYhIwEAAAD2ISMBAAAA9jn3XeSLiouu/X75nycPdDqtySoOh9sgtFH7tmESEX7VHQAAwNE5d0Zy44+rKpXqpaaduFyuySqtVpuek3rjj6tdOtn782YAAADAFufOSJLliS0bt/P28uFwTE8/6XQ6WkDfun+dlcAAAACgXJx7HgmXyxMJxTRN88zQNC0SirlcqylXu85hhn+RPWOmTp+RmZlle3PtOoc9SUwsV4RPEhPbdQ5jHv92/cagN4eHd+sxZtwH+BlYAAAAY86dkdB8voAW8nh8i/8EtJDm821U37V1S/ypE6eOHV0wd/bjJ4nLV6+pfEgpqfLYYcMNT4MCA+NPnWAeL1q2rFPHDme+O7Zr6xaKoiq/LQAAgFrDuc/a8Pm0QEDzeZb3QiCg+XzaRnWp1MPLy4sQ4ieTiYSiaZ/MrnxIGo360eMnhqdcLpfZBCEkNVU+4PXX3VxdK78VAACAWsa5x0j4fJqmBdbGSGhaYDsjMabVaUUiIfNYo9Gs3fDZq/3e6Nar99yFi/Lz8y1Wmb9o8eDhIzpHRPYfPDTh8s+EkLhz5wcOHUb+PSV05mwcc9ZGrVZ37Rmj1+tHvTuma8+YXV/sqYKdBwAAqEWcfIyERwsEAp7VMRIBn2crI8nJyXWRuGh12vsP/l61dl2v6Ghm+aat227/dXfl0iVisWjVuvXrNm6aP/sT8+qdO3UYEjtIIhGfOH1mxpy5l87H9+zerUH9eoOHj/g14RIhhKKop0lJhBCapv93Lq5d57B9X+wODQmp7G4DAADUOs6dkdB8Pp/PN7/QhsHn823PIxkz7gPmgVgsHjxo4Lj3xhBCdDrdkWPHt27c4O8nI4QMjY1dsmKlxeqGDGbY4Ng9e/fJFYrAgADmOmTzq5EBAADABufOSAQCoV6vs7ZWr9cJBEIb1Y8eOhAaEnLhhx/nLfq0b+9XmbGWjIxMlUo1+r2xtjet1+tPnj6z/+AhuUKhVCoJIaWlpRXaCQAAAHDyjMTHWyZPT/X3DTQ/cVNaWipPT/XxlpXZSPeoyGvXr8+ev3DPzu18Pt/NzZWiqOPfHA4MCDAvbLhq9/qN31etXbdy2ZI2rVrRNN0hPMK4mFarxTAJAACA/Zw7IwnwDUzPVNx/eMf89h4URXm4Sf28/e1pZ+qkiSPffW/bzl0TPxgnEokiIyJmzJ47YdzY4KBgpbJIrkiLCA8jhLi5ud26fYcQUjc0tKCwgFAUTdMpqamnvj9raMpTKiWEnLt48ZVOnbhWTicBAACACefOSHg8vr8sKMAv2OJa++9CRtP0iiWfvjX63Vc6dWr3Utt5s2dt27Fz8bIV2Tk5gQH+oSEhTEby5uDYFWvWtm7VcsuG9RHh4b1joqd8PF0oEER2jfCtU4dpys3NbfTIEUuWr3R1dZk7a6afrOxBGgAAAKAOHDgQExNjvCj+YvyQgUPYCggA7JSQkBAeHs52FADVheJwiH1fLBcuXDh//vzqjudFVsYRpii9zuqcThsOHz0c3S3a8BSnFQAAAIB9zn3WpsIMvzVj7vqVyzUZCQAAAJAXNiNB2gEAAOBQcNYGAAAA2IeMBAAAANiHjAQAAADYh4wEAAAA2IeMBAAAANiHjAQAAADYh4wEAAAA2IeMBAAAANiHjAQAAADYh4wEAAAA2IeMBAAAANiHjAQAAADYh4wEAAAA2IeMBAAAANiHjAQAAADYx2M7gEopKi669vvlf5480Om0Jqs4HG6D0EYvtX5l08Ws/93NXjyobvt6HqwECQAAAGVy7ozkxh9XVSrVS007cblck1VarTYlUz5687WuLQI9hPrN3/+9Z3x7VoIEAACAMjl3RpIsT2zZuJ23lw+HY3r6Kb9YsyCuKKalu4Yr4HBVAkrFSoQAAABgD+eeR8Ll8kRCMU3TvOfll5ApX/3Tv71fYlbJX6nK+3///W73+sYV123c1K5zmPm/I8eOm2/lSWJiu85hzON2ncOeJCYaVpk8rR2M9xcAAKBmOHdGQvP5AlrI5fI/PanosfrOL4+KeDx+eoF2/O4/h4YFP87RJ+fpf/71+tK3XurQ2Ne44v+9Mzr+1In4Uyd2bd1CCGEex5868dqrvcy3EhQYGH/qRA3t0vNSUuWxw4bX8FZY3F8AAHhhOfdZGz6fFgjoRxklJ6+nTnm17o5zj7PzZV9ceDSqZ5N76brMvJJffr25a2rvbm2DTSpKJBKJREIIKSgsJIR4eXnZ2AqXy7VdoPpoNOpHj5/U8FZY3F8AAHhhOfcYCZ9P07SgUKWltKrLj0sGdA6+fFcxqmfTv9J0uYUl5y9dndjL2zwdsW3+osWDh4/oHBHZf/DQhMs/k/KcxdBoNGs3fPZqvze69eo9d+Gi/Px8e9onz5/9MWwu7tz5gUOHMWvbdQ47czaOEKJUKhcvXxHTt1/PPn0/XbqssLDQUKvvgEEfzZjZpXvPmL79duz+fOfnXwwYMrRzROSQt0b+efu2ta2bb8V4f9Vq9fxPF3ftGdOtV+8lK1aGRXW3EbCdRwAAAMCck2ckPFogEHRqXEdCqXwk1Pl7yg5Ng26mlhYqlXE//PzFR9FtQt3K22bnTh0WzJl9aP/eblGRM+bM1WpNryu2YdPWbbf/urty6ZKdWzZlZGau27ipMu337N7t66/2EUJ+Tbj0a8KlXtE9CSErVq9NTZUf3Pvl4f17U+WKFWvWGsqnyuUvtW27Z+eO/v36bd+1OzklZeqkSYf27w0NCV68bLm1rVvcisHi5SueJCbu2rr5xJGvW7dqqVKVMUHYniMAAABgzrkzEprP5/P5NJ+7/6OoMxcuu9LkxC1libIw7serh+f2e6V5IM3nl7fNXtHRzZo2CQkOHjY4VqVSyRUKOyvqdLojx45PmTje30/m4e4+NDY24ecrlWmfw+EwVzVzuVwul8vhcNQazZm4uKmTJ3pKpZ5S6dTJE8/Gn9NoNIYqw4cOqV+v7tDYWELI6JEjwsNeCQkOfnvECMNJGfOtm2/F0JpWqz1/8YdPZkxv2KCBi4tLi2bNquQIAAAAmHPueSQCgVCv1xFCWtb1OTSn36BF3wXJfO5mZR9b8EbLuj4ajVogEJarQb1ef/L0mf0HD8kVCqVSSQgpLS21s25GRqZKpRr93thqap8QkpmZqdPpgoOCmKfBQUE6nS4rO1vm+9y8XQ8Pd+OnIpFQr9dXYOuZmVklJSUh/26uTPYcAQAAAIucOyPx8ZbJ01P9fQN5PF77RrLvFvb/7ud/RvbsXlfmXlpaKk9P9fGWlavB6zd+X7V23cplS9q0akXTdIfwCPMyzKe7+VM3N1eKoo5/czgwIKC87VMUpVZrrNXSarXMMIa3lxdFUU+TkhrUr08ISUpO5nA43nbPQrW9d4atGPj4eNM0/fhJYtMmjU2ashiwPUcAAADAIuc+axPgG8jlcO4/vHP73s3b927yNKkD24uLch/fvnfz/sM7XA4nwDewXA0WFBYQiqJpOiU1dePWbeYF3Nzcbt2+8/jJE/OnIpEoMiJixuy5V65eTUmV//3PP5cSLtvZfnBQ4OEjR5JTUq79dv3ose8Myz2lUkLIuYsX8wsKioqKaJqO7tF9zfrPsrOzs7Oz127Y2Ld3bx7P3rTS2tZNtmJYzuFw3hwcu3TlyoePHhUWFt578MB2wPYcAQAAAIuce4yEx+P7y4IC/CxfTWMymGGPiPDw3jHRUz6eLhQIIrtG+NapY1LgzcGxK9asbd2q5ZYN682fzps9a9uOnYuXrcjOyQkM8A8NCYkID7On/dkzZyxZvjL+3PlGjRo2b9pUJBIxy93c3EaPHLFk+UpXV5e5s2Z27thx1vRpq9etHzx8BIfLjYroMnnihMrvnclW/GT/DSyN+7/36D305I+mmcx3sRZwmUcAAADAIurAgQMxMTHGi+Ivxg8ZOIStgMBhPUlMHDh02PUrGPZwFAkJCeHh4WxHAVBdKA6H2PfFcuHChfPnz6/ueF5kZRxhitLrdBVo9vDRw9Hdog1PnfusDQAAANQOzn3Wpnawdvs1jEYAAMCLAxkJ+5wl8+BwOJ6enmxHAQAAtRPO2oC9goOCzp0+yXYUAABQOyEjAQAAAPYhIwEAAAD2ISMBAAAA9iEjAQAAAPYhIwEAAAD2ISMBAAAA9iEjAQAAAPYhIwEAAAD24Z6tAADgqCjKnlLzCSELFlRvJC+2mjnCGCMBAABHtHDBAqLX45/j/1tYRckKMhIAAABgHzISAAAAYB8yEgAAAGAfMhIAAABgHzISAAAAYB8yEgAAAGAfMhIAAABgnwPdIa2ouOja75f/efJAp9OarOJwuA1CG7VvGyYRSViJDQAAAKqVA2UkN/64qlKpXmraicvlmqzSarXpOak3/rjapVM3VmIDAACAauVAGUmyPLFl43beXj4cjum5JJ1ORwvoW/evsxIYAAAAVDcHmkfC5fJEQjFN0zwzNE2LhGIu11b+VFpa+uX+r94ZOy4sqntUdK/hb79zNj6+xoKvPu06hz1JTKyBDT1JTGzXOawGNgQAAGDOgcZIaD5fQAt5PL7FtQJaSPMtryKEqNXq/xs/IT094523R834eKqAppOSkz2l0moLtjZISZVP+fjjbw58xTwNCgyMP3WC3ZAAAOCF5UAZCZ9PCwQ0n2c5JIGA5vNpa3V3f7k3Jyf366/2ubi4MEtCQ0KqJcpaRKNRP3r8xPCUy+V6eXmxFw4AALzQHCsjoWmBtTESmhbYyEhOnj49feqHhnTEhFKpXPvZxp8uX9bp9BFhr3w4aaKhZHi3Hn16xVy7fkOuUHhKpZPGfxDTswch5P6DB+s2brp3775YLI7oEj7z448IIRqNZuOWrecuXCxRq8M6d5r24RQ3NzdCSFhU96GDY0+cPJWdk3P9yuVdX+y59FPC3s93MZvYunPXnTt/bVq/1s7qto+StUaMmTc4f9Hiu/fvJyUlyWSyjyZPCg97Je7c+U/mzSeEMGdqPp0/r1nTJgOHDmPK2zhiAAA1ZuHChWyHADXHkTISHi0QCHhWx0gEfJ7ljCQvLy8tLb11q1bWWl6xem1GZubBvV8SQmbPW7BizdpP589jVhUXF/P4/GlTpwQFBp45G7dwydLIiC4CgWDeosWREV3mzpxZolbn5eUxhTdt3Xb7r7srly4Ri0Wr1q1ft3HT/NmfEEJUKpWrRLJz62am2Gu9X922c1fi06SQ4CC9Xv/92bMTxo2zv7pt1hoxZt5g504dhsQOkkjEJ06fmTFn7qXz8T27d2tQv97g4SN+TbhECKEo6mlSkj1HDACgZsybh27nxeJAM1tpPp/P53Os4PP5NuaREEK4ZlfoMNQazZm4uKmTJ3pKpZ5S6dTJE8/Gn9NoNIYCsQP6d+7YMTAgYNRbw0tKShRp6YSQwsLCjIxMLo9br25o2zatCSE6ne7IseNTJo7395N5uLsPjY1N+PmKoZHIrhGhISHMqSKZr2+Hl1/+Pi6OEPLn7dv5+QWREV3sr26D7UaMmTTYKzq6WdMmIcHBwwbHqlQquULB4XCYq6y5XC6XyzW+vqnMIwYAAFDlHGiMRCAQ6vU6a2v1ep1AILS4yt3d3dPT87cbv3eL7Gq+NjMzU6fTBQcFMU+Dg4J0Ol1WdrbM19csAAGzIULIjs2bvti3b8Q7Y1o0azrqrbfatG6VkZGpUqlGvzfWnn3p26f31p07x45598zZuJjonjRNp6Wl21/dmnLFYKDX60+ePrP/4CG5QqFUKgkhpaWlNsrbf8QAAACqigNlJD7eMnl6qr9voPmJm9LSUnl6qo+3zFrdAa/327Bp80tt2nh4uJus8vbyYk5JNKhfnxCSlJzM4XC8y5rCGRDgP2fmjJkff3Tk22PjJk6KO33Szc2Voqjj3xwODAgoc1+iukYsW7X6xs2b8ecvbFq/lhBSruom9Ho986BijVy/8fuqtetWLlvSplUrmqY7hEcYr9VqtSa3pKvYEQMAAKgMBzprE+AbyOVw7j+8c/veTZN/9x/e4XI4Ab6B1uq+M2qkq6vLmyNHHfr6m7v37t+6fefo8ePx5y8QQmiaju7Rfc36z7Kzs7Ozs9du2Ni3d29rs1UMvjp0+Npv1+UKhVAo5HC5ApoWiUSREREzZs+9cvVqSqr873/+uZRgdRaqUCiM7tF9+arV3l6ezZo0IYSUq7oxNze3W7fvPH7ypMKNFBQWEIqiaTolNXXj1m2G5czV0ecuXswvKCgqKjIsr9gRAwAAqAwH+pjh8fj+sqAAv2CLaw3jBBYJBIIvdmzff/BQ/IWLm7fv4HG5QUFB/fv1ZdbOmj5t9br1g4eP4HC5URFdJk+cUGYwV69d273nS6VSGRwUuHTRQuaEzrzZs7bt2Ll42YrsnJzAAP/QkJCIcKu3FOv3Wp9j352YMmE8RVHMknJVN3hzcOyKNWtbt2q5ZcP6ijUSER7eOyZ6ysfThQJBZNcI3zp1mOVubm6jR45Ysnylq6vL3Fkz/WT/DUFV4IgBAABUBnXgwIGYmBjjRfEX44cMHMJWQABgp4SEhPDwcLajAACooMNHD0d3izY8daCzNgAAAPDCcqCzNhVm+9dYyrznGAAAALCuNmQkyDkAAACcHc7aAAAAAPuQkQAAAAD7kJEAAAAA+5CRAAAAAPuQkQAAAAD7kJEAAAAA+5CRAAAAAPuQkQAAAAD7kJEAOCv8qA0A1CbISAAAAIB9yEgAAACAfchIAAAAgH3ISAAAAIB9yEgAAACAfchIAAAAgH3ISAAAAIB9yEgAAACAfchIAAAAgH3ISAAAAIB9yEgAAACAfchIAAAAgH3ISAAAAIB9yEgAAACAfchIAAAAgH3ISAAAAIB9yEgAAACAfbwqb7Fd5zDmAYfD8XB379ih/YcTJ3h5eZW3nSeJiQOHDrt+5XK5VgEAAIAzqpYxkl1bt8SdPHHy2yPTP5p69979pStXVaCRoMDA+FMnmMcpqfLYYcMtrgIAAIBaoOrHSAghUqmHt7cXIUTm6+vh7j51+owKNMLlcg0jKxqN+tHjJxZXAQAAQC1Q7fNIsnNyJBIJ81ipVC5eviKmb7+effp+unRZYWGhodj9Bw/enzgpsmdM79f7L1+9hhDyJDGROQEUd+78wKHDCCHtOoe16xx25mycYZXtNsO79Vi2ctWAIW927hrV540BcefOV/fOAgAAQMVUyxhJTk6uRCJRqVRPEhM3b9/e77U+zPIVq9dmZGYe3PslIWT2vAUr1qz9dP48ZtW8RYsjI7rMnTmzRK3Oy8szbq1n924N6tcbPHzErwmXCCEURT1NSjKstdFmcXExj8+fNnVKUGDgmbNxC5csjYzoIhAIDHUTEhKqY/cBAABeKOHh4ZVvpFoykjHjPuBwOD4+3jJf2YB+/Ua+NZwQotZozsTFHdy7x1MqJYRMnTxx2KjR8z6ZxefzCSGFhYUZGZlcHrdeQKhJaxwOh8vlEkKY/43ZbpMQEjugf2hICCFk1FvDt+/arUhLDwkOMlSvkiMIAAAAlVctGcnRQweYPMBYZmamTqcLDnqWEAQHBel0uqzsbJmvLyFkx+ZNX+zbN+KdMS2aNR311lttWreyZ0O22zTGDI3o9brK7BcAAABUk5q7H4m3l5fxCZek5GQOh+P97wTVgAD/OTNnfP/dsY7t24+bOCm/oMC8Ba1WW642AQAAwFnUXEZC03R0j+5r1n+WnZ2dnZ29dsPGvr1783jPBmm+OnT42m/X5QqFUCjkcLkCmjauy5yUOXfxYn5BQVFRkZ1tAgAAgLOo0Q/vWdOnrV63fvDwERwuNyqiy+SJEwyrrl67tnvPl0qlMjgocOmihcbzTwkhbm5uo0eOWLJ8paury9xZM/1kMnvaBAAAAGdBHThwICYmxnhR/MX4IQOHsBUQAAAAvAgOHz0c3S3a8BS/awMAAADsQ0YCAAAA7ENGAgAAAOxDRgIAAADsQ0YCAAAA7ENGAgAAAOxDRgIAAADsQ0YCAAAA7ENGAgAAAOxDRgIAAADsQ0YCAAAA7MPP5DqZnJwctkMAq6RSKdshVJZSWch2CDWnpERTrvK14PU1gf4ELGLrrY6MxPno9fq0jDS5Qq4sVrIdCxCxSOwn8/P18aUoiu1YqoZOp5OnyZ8mJReritmOpeqJhKLgoEA/Xz8Oh3P56mV7qhhe4uqOjRXoT4DhCF0ZMhLnk5aRlpWd1apFKy9PL7ZjAZKVnXXvwT1CiKyOjO1YqoY8TZ6UlCx1cfP39GE7lqpXrC5JSkomhAT4BXR6uaNYLCqzSm5e7sPHjwghnp6e1R5fjUN/AgxH6MqQkTgfuULeqkUrdzd3tVrNdixA3N3cmzRq8uftP2tNRvI0KdlH6uXjU4fH57MdS9Ur1Wh4GfynSckBfgF2VvFw96hft969Bw+aNm5arbGxAv0JMByhK0NG4nyUxUpPqWdJSQnbgQAhhOh0Ok+pZ20a8S5WFfv6ykRiMY9XC2e+l5YKOBzOU3lyuWp5uHvUppfYGPoTYDhCV4aMxPkwJ/n0ej3bgcB/as0kEkIIRVFiiYTD4RBSC99jXC5XLJFU4PWqTS+xMfQnYIzd9zkyEqek1+vRgziO2vdacDi1cHTEwPbelajVD/7+p2H9+kKhoMZCYhf6E2Cw/jZARuJ8KELpdDqtVst2IPCMTqejSO35Ak0R6t/vSbXwU4rZNWuvV4laffv2nWKV6tad261atBAI/ktKatNLbAz9CRiw3pUhI3E+FEXhO41D0ev1tWpIvxbtilWW9lGtVt+581exSkVRVEmJ+tadO61atKBp2kaVWqDW9CcpqakbNm+Z9fHHUqkH27E4K9a7MmQkzsq4ByktLT167PjPv1z9++FDms+XyXxjBwzoHhXJXnTgxAxjJM7/IWWBjTGSO3/dVRYXi0WiJk0a33/woKhIeev2nXYvtX1WsbamJIQQo/6k+6t9mAccDsfNza1d27bvv/eup0PeGu5pUvLo/xt74fvTzFOZr2/9unU/mDxlycIFdUND2I0NKob9jOTk6TNRXSNcXFzKXAjPUESn0+l0OuaZWq3+eNYnmZlZw4YMnihxYRAAACAASURBVDBuLE3TKalyDw93Q4FyUaSlzVmwcNfWLVUasVPa9fl2H2+fHj1iJGIJs6S4uPjchbj09LQx74w1LqnT6Wrg0+rRo0d//PFHv379uFxutW/shVSkVIqEwubNmwloukWzZrfv/FWkrJ3X1zzn+f6EELJ25fIAP79Srfbuvftf7v9q3WcbF86dw2KABia9k5/M9/D+vcaRjxn9dt3Q0NXrN3y2ZlWtGrasHEfrymxgPyNZsHhJyxbNTZIPiwvL9CQxceDQYdev2HUfxirXrnPY0UMHQkOqPTc3GWU9cPjrvLy8HZs3SSRiZklgQACp6BwltVqd+DSpFgzhVp5vHd+09LTTZ072ebWvWCwuKVGdOXsqJye7Th1fk+NTM0OdQUFBv/3226FDh2JjY/87lVAdqGcDCcnJqZcuXcrIyJTJZB06vBwaGmqtRkqKrZK219awZ6+UpZcr/JXOhsd8Pr9tm9bP16zWuFhjftbG3c2NuYm4T7i3m6vr/E8XO0iHYNI7cTgcqYeHSWzdIrt27RJOHGCSpuNwtK7MBvYzkioUFBgYf+pElTebkiqf8vHH3xz4qspbrhhmJprhnRR//sIHY98Ti0UW/wJLS0t37/nyUsJltVrd/uV24957z9XVhRDyeuyQ7lGRf/x5Kz0jw8Pd/d23R0VGdPnx0k/LVq0mhES/1o8QMn3qh92jIvsNGvxG39fizp3PzcuLO/mdjTZrme7dor8/eyonN+fM2VPdo3r8eOliTk62m5t7t6geJoe6ZqaD8fn82NjYCxcuXL16tUuXLtW3IWZfUlNTv/nmSFjYKz179nj48NHRo8diYwcFBweZl5fL5TZK2l7Llgq8XrX1rI1Jf0Kev/QmJzdXLBYzT1etW//Pw0cpqal1fHzeH/Nuh/YvM4UPfv3N9/Hn0tPTmSq7tm4OCgy0p5eoZO/UqGGDMePG2+6UXtjuy5ijdWU21KqMhMvlenlV/Y2QNRr1o8dPqrzZyjDMjc8vKMjIzGzSuLG1qfK79nx5/8GDT6ZPE4mE23bt3r5794cTJxBCVCoVj8sdO+Zdfz/ZxR//t2bDZx3bvxz+Suetn60fN2nKyaPfEEI4HI5Wqy0pKRGJRCuWLCaEMFux1mYtw+fze/boFRd/Ji8v99h3R/V6vaura0zPVwW0wORoV+wEWQVQFNWjh2knUg2bIRRF/fTTTy+91LZ9+5cJId7e3gUFBQkJl4cNG2pe/KefLtsoaXttzbMxRlJWzaoOxWGYXGuTnZMjEAhKSkqSU1K+2LuvZ/duzNqX2rTp27u3SCQ8f/GHxStWHjmwn8vlHvz6m3MXLk54///8ZLIniYlLVqzSanVardaeXqKSvVNySiopq1N6YbsvYw7YlVnjBBmJUqlc+9nGny5f1un0EWGvfDhpouFsTlhU96GDY0+cPJWdk3P9ymXjszbdevXOy8szNDJp/Aej3hpuu7Xwbj369Iq5dv2GXKHwlEonjf8gpmePuHPnP5k3nxDSrnMYIeTT+fN694qZv2jx3fv3k5KSZDLZR5MnhYe9UpMHhKKMvtPo9eTfcVfzkjqd7szZuKUL59ep40MI6den98at2w0le/eKYc7vDOr/xleHDqdnZAT4+zO3ajDcsIEp3Lljh8AAf+ap7TZrGaFQ2LNnr/j47/ML8iUSl+gevUQiC2NROp2uuoc6jx8/rlAosrKy3N3dY2JiGjZsWH3bogil1+uTkpKijCZHN2vW9ObNPzSaUj7/uU5Dr9cnJyd36xZlsaTttYSQ0tLSK1d+efDg76KiIj8/vz59XlWpVEePfuvj4/P0aRKfz2/duhVFUX/9dTc/P18qlUZH9/T396uSfayBKibCorr37hVz4YcftVptZESX2TOmG86+2eiXjE8HG3dxJr1fhaN6rj8hhBAy/ZM5FEV5e3n5eHv3iu458I3XmbXM2RBCSL/X+nx99Nu09HQ/mezk6TNTJk5o17YtIcTfj3lp9FqttsxeovK9E3N1epmd0gvbfRlznK7MNofISAYOHWZj7YrVazMyMw/u/ZIQMnveghVr1n46fx6zSqVSuUokO7duNq915MB+5nCf+v7st8e/G9T/jTJbKy4u5vH506ZOCQoMPHM2buGSpZERXXp279agfr3Bw0f8mnCJ/PsFq3OnDkNiB0kk4hOnz8yYM/fS+fianGxoPMrq4uLi4eHx563br3TqaF4yKyurpKTko5mfGC80vAsNY7N8Pp8QwrTJLDE/uWhYYrvN2kckFEX3fPWny/97pVOYWCyxlvlV91BngwYNOnToIBAIbt68eeTIkRkzZlTrTcwKCwt1Op27u7thCfMjc0ql0t3dzf6SZbbzww8/KhSKHj26e3pKORyOWCxWqVR5efkvvdQ2PDz8/v37P/98pXnzZlFRXT08pAkJl+Pj499+e1Rlds2kw1Uq7f1948r31CqVqnWrlpPHf5AqVyxetnzx8hWL5s1lVtnol2y0Zq33KxfzszbbNm5gsgEDpge48MOPx06cTM/IKC4uJoSUlpaWlJTk5uX5yZ6bjqDX6+3pJSrfOxme2tlUmRut3RykK7PNITKSXVu3BAcFGi9hzhQSQtQazZm4uIN79zCXn02dPHHYqNHzPpnF//c3wCK7RlicTMp0fI+fPNmzb/+2jRskEok9rcUO6M+0Nuqt4dt37VakpYcEBzHZhnHO0Ss6mnkwbHDsnr375AqFyR9w9Xp+bnxMj+6f793brGkTN1dXk4LM3bK3b/xMJvvvh9QNFU0m2Ov+RQjRaDTG+2tc0nabtZJAIOjRLZpY380amKDeokUL5kHHjh0vX76cl5cnrbYLMimKYl59laqYz3/2pmJGd3k808yb+Zy2VtL2Wq1We+vW7VGjRpifbG3Xrh0hRCJpe+XKLx07dmD+nDt2bL9vX2Wncz27+vff9MKe3/6tQi2aNXNxcWnUsMEnM6a9M3bc/NmfcLncMvsla6z1fuVjdq2NyVPGrdt3tu3aPfPjj5o1bcLn8foPeVOn03G5XJFIdPfefT+ZzLi6Pb1E5Xsn5mmZm3vBuy9jjtCV2eYQGYlU6mFt/kdmZqZOpwsOejYPLjgoSKfTZWVny3x9LZY3plKpZsyeO37s/zVu1Ki8rTH3atTrLbxser3+5Okz+w8ekisUSqWSEFJaWmrXflYRk7nxg/q/8duN3yd/NG3A6/2aNmlcWqp9kpgokYjDX3lFQNMd27dfsXbtiDff9Pf3Ky5WZWRktH+5nWFHzKezubu5EUISfr7yUts2HA5HLBKZlLTd5oupBiao37x585dffsnNzWV+oLVa77BJEUosFnO53JycHNd/09ysrGzm48eksO2SttcWFBTodDoPD6v3szLZXJmf0PZjfWZrSHBwSUlJZlaWb506lenlKs/8WhuLN0wrLCqkKIrP5ykUih/+d4n8O7TwanTPHbs/5/F49eqGPn7yhFluTy9R+d7JMEZif1PovmzDtTZl8PbyoijqaVJSg/r1CSFJyckcDsfbvumrq9auq1c3dOC/52sq2ZpWq2US8+s3fl+1dt3KZUvatGpF03SH8AhDmRob/dNqtYZt8fn8FYsXHT95KuHnK/sPHeZyOH5+fj27RzEFJowbe/Dw15u378jLy/P19Q0M8H+53Uv/Rkue/5sner1eIpEM6v/Glh07JWLx+Pf/r23r1uYlbbT5YqruO3A/efLk7NmzsbGxwcHBXC538eLF1bo5QhEul1uvXr2HDx8FBwczyx49ehQSEmx+qojD4YSGhlgraXstM3KZnp7h51dzv37uIDNbHz1+TNO0j7c3KatfoihKrdZU5bbNGPcnxOzvnfHySy91DQ9fvHwlTdMd27/s5eXJFBsx7E0ul7v/4KHCwsKQkBBDdXt6iUr2Tj7ePuTfXtf+ptB92cD6jwk4ekZC03R0j+5r1n+2ZOF8QsjaDRv79u7N45Ud9vdx8QlXruzYvDk7O5sQQgsEri4uFWuNGUo9d/HiK506cTmcgsICQlE0Taekpp76/qyhmJub263bdwghdav5dgsUobRarfFbh6Ko/v369u/X17gYU0AkFL4zauQ7o0aaLD968Cti9P4zfvrm4Ng3B8caCpuUtNHmC0ur1VbryVeVSkUI4fF4OTk5f/zxR/VtiMHsS9euXffs2SMSiRo0qP/o0ePff79p7QKZ8PCwr746aK2kjbV8Pr9Ro4anT5/p2rWLr6+Mx+OKxeLq3jsGW2Mk9x488PbyUqSlLV25emjsICYzs90vBQcFHj5yZPTIEXK54lJC1d9syaQ/Mf97N3jvnbffe+dt4yVMsaGxg4bGDiKEaDSaoSPf5vG4Wq3Wnl6ikr0Ts6pcHZ2NkkCqvysrk6NnJISQWdOnrV63fvDwERwuNyqiy2T7rtRav2lTZmbWgCHP+r7oHt2XfbqoYq25ubmNHjliyfKVrq4uc2fNjAgP7x0TPeXj6UKBILJrhG+dOkyxNwfHrliztnWrlls2rK/ovtrFfG48sKu6J6g3atSoZcuWBw8e5PP5jRs3dnNzK7tOZVCEoihfX9/Y2EEJCQm//nrNx8cnNnaQ778nEYqKirZv3zl06BDmshdmrcWSZa6Nju556dJPFy78oNFoAgIC+vZ9rXp3zeYYScLPV0RCYYsWzQU0rdFomHu2/nfbtKp4hWfPW0AIkfn6vtb71XdHv21YbqNfmj1zxpLlK+PPnW/UqGHzpk3NT5xVUhX2J3fvP+ByueZ3LQNnwfq1NtSBAwdiYmKMF8VfjB8ycAhbAYFtOTk5v//xe/269ZHXOw4ul/vw8cO2rdtW32zTGqNUFv589ZeoiChCSEmJ5etQrl799e7de2+/PdLiWgcnEIgIIT9c+uGVjp2UymLjma2/3/yjSKk0/l0bkVBo+F2bn6/+0iOqR2U2XWO3dbZf5fsTrVZbUFCo1ZY+efr08y/3tW/X7u0Rw6s2SKgxNd+VHT56OLpbtOGpE4yRgAmRSKQsVgpoAb6IOAKKopTFyir/5soiwy/tWZOSktLOaU+92/ilvebNmt6+85eyuPj3m3/o9XqhUNCyRfP/KtbSW6RVsj/55+Gj7bs/V6SleXt5RXWNeP21PuiXnJQjdGUsZyTMbcdsYOtHahyZv59/SmqKh7uHUCBkOxYgqhJVbl5ugH81Xv69aNEi84Xz5pVxv4qKK+uTd8CA/tW16RpjaR9pmm7evNnt23eKVSqBgG7ZvPlzvx9UuYSE6ess3nuJ3V6ukv1J40YN165YVuVRQc2rga6sTCxnJEg4KkDqIdXpdHKFvKSkhO1YgAgEAj+Zn9RDWn3n0aox+bCkzDESp2ZjjIQQIqDpFi2aP/j7n4b16zO3APivYuVSkutXLjvgWRuC/gT+VQNdWZlw1sb5aLVaH28fP5lftd61E+yk0+lKS0s1muq9PhNqjICmWzZvVh0tO+YXMPQnwHCErgwZiZOpBXMnwcFJJJK8/DwPdw+xuHb+JmpuXi5zKxT7FRQUlLeKU0B/Ag4FGQkAPMffz+/Ro0f169W3cTdV55Wbm/vo0aN/fxPOLgUFBU+Tk2W+NXcbN4AXEzISAHiOt5e3Xq+/d/+esljJdixVTywS+/nJvL289XrdrTu37akiFAplvjKpB4YTAKoXMhIAeI5er/OtU8ffz79Wzm/V6/VabSkzd69bZDf7a1VnUABACDISADBWW+eOGOPxnv1iH/IMAIeCydUAAADAPmQkAAAAwD5kJAAAAMA+ZCQAAADAPmQkAAAAwD5kJAAAAMA+ZCQAAADAPmQkAAAAwD5kJAAAAMA+ZCQAAADAPmQkAAAAwD5kJAAAAMA+5/6lvaLiomu/X/7nyQOdTmuyisPhNght1L5tmEQkYSU2AAAAsJ9zZyQ3/riqUqleatqJy+WarNJqtek5qTf+uNqlk70/OA4AAABsce6MJFme2LJxO28vHw7H9PSTTqejBfSt+9dZCcxOV69dO3n6zPzZn/D5fLZjAQAAYJNzzyPhcnkioZimaZ4ZmqZFQjGXazXlatc5zPhfzz59KxPJk8TEdp3DylurVYsWxcWqD6fNUBYXV/e2Kq9d57AniYk1v112sXW0AQBeNM49RkLz+QJayONZHmAQ0ELa5tjDrq1bgoMCmceU2ShLuQQFBsafOlHeWiKRaNWyJRu3bD14+Ot33x5VrduCisHRBgCoGc6dkfD5tEBA83mW90IgoPl82kZ1qdTDy8urSiLhcrkVa4rD4UyeMF6n09XAtqACcLQBAGqG02ckNC2wNkZC0wLbGYlF4d169OkVc+36DblC4SmVThr/QUzPHsYFdn2x59JPCXs/38U83bpz1507f3384eSBQ4ddv3KZEHL/wYN1Gzfdu3dfLBZHdAmf+fFHFjc0f9Hiu/fvJyUlyWSyjyZPCg97xbxM5bdlsUC7zmFHDx0IDQkhhDxJTDS0FhbVfejg2BMnT2Xn5DBLbNBoNBu3bD134WKJWh3WudO0D6e4ubnZE1JYVPfevWIu/PCjVquNjOgye8Z0mqZtHBOdTvf5l3uPnzgpVyiYYkzwNROA7eNT4RgAAMCEk2ckPFogEPCsjpEI+DxbGcnAocMMj//v3XfGjnmXEFJcXMzj86dNnRIUGHjmbNzCJUsjI7oIBAJDydd6v7pt567Ep0khwUF6vf77s2cnjBtn3Oy8RYsjI7rMnTmzRK3Oy8uztvXOnToMiR0kkYhPnD4zY87cS+fjza8Yqvy27AyGoVKpXCWSnVs32y7G2LR12+2/7q5cukQsFq1at37dxk3zZ39izxZVKlXrVi0nj/8gVa5YvGz54uUrFs2ba+OYfP7l3hOnT8+aPi0wIOCfhw+nfzK7JgOwfXwqHAMAAJhw7oyE5vP5fL75hTYMPp9v/zwSkVhsWB47oD8zfjDqreHbd+1WpKWHBAcZ1sp8fTu8/PL3cXHvvzfmz9u38/MLIiO6pMrlhgKFhYUZGZlcHrdeQKhhofHsSObrda/oaObpsMGxe/bukysUgQEBJsUqti1jZRYwEdk1gtl323Q63ZFjx7du3ODvJyOEDI2NXbJipf1bbNGsmYuLS6OGDT6ZMe2dsePmz/6EycYsHpPD3xxZMGd2WOdOhBDDC1FjAdg4PpWMAQAAjDl3RiIQCPV6qzMw9HqdQCC0Ub3MeSTM0Ij5Jvr26b11586xY949czYuJrqnYcyfsWPzpi/27RvxzpgWzZqOeuutNq1bkX+zEKPY9CdPn9l/8JBcoVAqlYSQ0tJS82IV21a5ClRMRkamSqUa/d5Y81Xl2mJIcHBJSUlmVpZvnToWj0lJSUl2Tk5gYCBbAdTAQQAAAOLsV//6eMvk6akWPzZKS0vl6ak+3rLq2G5U14jc3LwbN2/Gn7/Q77U+JmsDAvznzJzx/XfHOrZvP27ipPyCAvMWrt/4fdXadR9OmhB/6sSvCZeqb1sWC1AUpVZryr3bhOj1euaBm5srRVHfHfn6+pXLhn/2777Bo8ePaZr28fYmVo4JTdNisfjW7dsmFWssABuqKgYAACDOPkYS4BuYnqm4//CO4ZPSgKIoDzepn7e/jeo5ObmuLi7PynM4nlKpndsVCoXRPbovX7Xa28uzWZMmJmu/OnS4UYMGMpmvUCjkcLkC2sJcloLCAkJRNE2npKae+v5s9W3LYoHgoMDDR46MHjlCLldcSihjBquBm5vbrdt3CCF1Q0NFIlFkRMSM2XMnjBsbHBSsVBbJFWkR4WF27v69Bw+8vbwUaWlLV64eGjuIOe9m8ZhQFBU7oP/Ktev4fH6Txo3uP/ibWV5jAdhQyRgAAMCYc2ckPB7fXxYU4Bdsca15mmJizLgPDI89PT3PnT5p/6b7vdbn2HcnpkwYT1GUyaqr167t3vOlUqkMDgpcumih8axYg4jw8N4x0VM+ni4UCCK7RvjWqVNN27JYYPbMGUuWr4w/d75Ro4bNmzYViUT27PKbg2NXrFnbulXLLRvWE0LmzZ61bcfOxctWZOfkBAb4h4aEMB/G9uz+7HkLCCEyX9/Xer/67ui3bR+TCePe5/F4W7bvyM/Pb9iggaGRGgvAhsrEAAAAxqgDBw7ExMQYL4q/GD9k4BC2AoJaz/ja4/JSq9Wdu0adOnbUT1bx83GVCQAAAKrK4aOHo7tFG5469zwSeNH88ectLpdbx8eH7UAAAKCKOfdZG1ZY/JWTMu8nBhVWWlqal5dXWqp98M/fq9auGzJokPmNWwAAwNkhIyk3JB817K979xYvW5GUnOwn8+3Xp8+oEW+xHREAAFQ9ZCRQ08qb0rVq0eLrr/axGAAAANQAzCMBAAAA9iEjAQAAAPYhIwEAAAD2ISMBAAAA9iEjAQAAAPYhIwEAAAD2ISMBAAAA9iEjAQAAAPYhIwEAAAD2ISMBAAAA9iEjAQAAAPYhIwEAAAD2ISMBAAAA9iEjAQAAAPbx2A4AyicnJ4ftEMAqqVTKdgiVVVhYyHYINUej0ZSrfC14fU2gPwGL2HqrIyNxPnq9Pi0jTa6QK4uVbMcCRCwS+8n8fH18KYpiO5aqodPp5Gny5JTkYlUx27FUPZFQFBgQ6Ofrx+FwLl+9bE8VoUAY4B/g6+Nb3bGxAv0JMByhK0NG4nzSMtKysrNatWjl5enFdixAsrKz7j24RwiR1ZGxHUsVoChKka5ISUmWurj5e/qwHU7VK1aXpKQkUxQV4BdQ3z/YziqpqSmEEE9Pz2qOjgXoT4DhCF0ZMhLnI1fIW7Vo5e7mrlar2Y4FiLube5NGTf68/WftyEgIIUnJST5SLx+fOjw+n+1Yql6pRsPL4CclJwX4BXj7+dlfJSU1pWnjptUdXs1DfwIMR+jKkJE4H2Wx0lPqWVJSwnYgQAghOp3OU+pZa0a8KYoqVhX7+spEYjGPVwv7h9LSUg6H81SezAxNi0SiMqvoBAKmSvVHxwL0J8BwhK6sFvY4tR7Tk+r1erYDgf/UmkkkhBCKosQSCYdTOy/E43K5YonE8HrZ88KZVKll0J+AMXbf58hInJJer0cP4jhq32tRW9MRhu29KyoqOnchrntUD1dXNzurODv0J8Bg/W2AjMT5UITS6XRarZbtQOAZnU5HkVryBZqiKIr5j+1vS9WK2UeG8fIiZdHx747m5uUe++7bAW8MNE5Kas1LbAL9CRiw3pUhI3E+FEXhO41D0ev1terDuxbtilWW9lGpVB4/fjQ3L5eiqIKC/OMnvu3/+iAXFxcbVWoBR+tPrlz9tU2rlvbM73EoThq2Cda7MmQkzsq4ByktLT167PjPv1z9++FDms+XyXxjBwzoHhXJXnTgrF7kMZLj3x3Nyc3x8JD2efW1uHPfZ2ZmHj/x7YjhowxVWAq2JjD9ydKVqy/88IP52r27dwb4+9dMJLPnL/hix/bgoMCa2VxVcdKwHQ0yEidEEZ1Op9PpmGdqtfrjWZ9kZmYNGzJ4wrixNE2npMo9PNwNBcpFkZY2Z8HCXVu3VGnETmnX59t9vH169IiRiCXMkuLi4nMX4tLT08a8M9a4pE6nq4FPq6vX/r+9+45r4v7/AP65TMJMWGGqVYajYhXFAQ5EQBGttqBW66ijjlq1Wvdqra1771lHi3X7raMuxF1ba93aWgcOZC+Zmff74zS/GJKQMHKAr+fDh4/k7nOf+3zeOT5553OXy9XDR4/Nnj6NXxO/lFsVZGVnicWSj3rE2NjY9Pzw4/0H92VlZbLdqMqnNZ6MHjn88yGfadYUFBROnDqtZVALdze3so0nZUPTatN3V/4hq6IGPbOabUlVbSgzguWMZMLkqZlZmds2bdRe+PkXo2t5e8+YMrnM1SY+ffpxn77Xfjfphowaga2D9/8SV6d27TLv1zJ0Zlnjdu/Jzc3duGa1jY01s8TL05OU9RoluVz+9NnzqjOFyyKpqzQ1LfXoscNdu3SztraWyYqPHT+SnZ3l6irViY9lpjoD3n9/z74DX02cvHDe99aVOjlMvZ4duXXnzroNmx49flzf37/fJ71btmhhaAvjJU2vxwJev1LU68faL9yY0V9pHotE1p/2HfD2lhZpn8Vpjyc21tY21q+HEZqmV6xe6+zkNOrzYRYeEMw6i1T+IauiBr0qdfJLW1UbyoxgOSPpEhkxefqM1NQ0qdSVWZKZmfn39RvDhw4xq56kl8njvv56b9zPzFNvL6+TR36t4LZWGcyVaJoj6eTp+FHDh1lbi/T+MSiVyi3btp+/eEkul7doHjhy2DA7O1tCyIexvcNCO9y8dTstPV3s4DBk0MAO7dqePX9h3qLFhJCI6O6EkEnjvwoL7dA9plePbtEnTp3Oyc09cfh/RuqsYcI6Rvx2/Eh2Tvax40fCQjudPX8mOzvL3t6hY2gnnVBb5nIwkUi0aN73q9au27V7z5BBAytpL8xZG0LI3Xv3xn09aehngyaOH3fp9ytfT5m6csmSZk0/KLmJ8ZKm12MZzGunOTNlupp61kZnPNHYe+Dg3fv31yxfyufzmbVFRUUbtmz94+pVWk23bNHi8yGDNZ+C9I4nxLSxQi6X79qz93TC2bS0NGaJ5q291M31Dll6t/rv4aMJk6cs+P67BvXrE0JWr9uQ+yp32qSJ5y5cNLGGCmw2IaR7TK+w0A4XL11WqVVtWrUaM2qkQCBgVi1atvzho8dJL1+6uriMGDokqEVzpvJde/b+dvKUZneb163x9vIyZV9VbSgzguWMpF1IsI2NzemEhH59ejNLzpw95+rq0rRJE7PqUSjkj58kap5yuVwnp5p8R2TNtfGv8vLSMzLq+/sbulR+87bt/z54MG3SRJHIav3mLRu2bPnqy9GEkOLiYh6XO3zoEA93tzNnzy1ZsbJli+YhbVqvW7l85Jhxh/fvJYRwOByVSiWTyUQi0YLv5xJCmL0YqrOG4fP54Z06nzh5LDc35+D/9tM0bWdnFxneRSgQ6kTbYlO1HA5n7OgvKn13iEoa4AAAIABJREFUFKEoauOWH2M//oj5w6xXt25aWtqGLVs2rF5VsviGzVuNlDS+1vKMzJGUtmVlNYl1Jb9rc+vOnW07f5o7e5ajRKJZtWrd+qysrNXLlhJCFi5Ztnr9+q/HjWVW6R1PBAKBKWPF1u07rl2/MXbUSKnUNell8uzv5qpUahOHGr1Dlt6t6r5Xp3+/vvMXL121bMk//z64eu3aqqWL1Wq16TVUYLMJITKZrIG//2cD+qempa1cs3bZqtWaYDb74INuUVEikdXpMwlzFyzcF/cTl8vdtWfvqfgzo0d87u7mlvj06fcLFjG7M2VfVXAoM4TlL9kLBIKw0A6n489olpw6c6ZzeDjz7X+FQrF0xcou3Xt07Bw189s5r169YsoEh4atWrc+PCo6sHUwIeTEqdMf9+lLCAlsHRzYOvjY8ROJT58yqwghcrl89br1PXv1aRsWPmrsuKzsbELI7Dlze/Xr37pdh569+ly8dNnCvS4ninr9mYamacJ84Hsz76pDpVIdO35iyMABrq4udnZ23btGXb32tyaRj+oc2eyDJm5SaUzPHnK5PC09nby57wKHw2EeMCVbtwzy8vTw8vQwXmfNY2VlFR7e2d7OnqZpGxvbiE6dRSJRyWJqtbqypzq1j9jLv1+pvB0xcyRqtfr6zZtdIiI0l392joi4c/eeTCan3kbTtJGSxtdSFKVQKNZv3tL70wGdoqLHfT0pJyf32fPnH/fpO2XGzE5R0d0/jt26fcePO3b26T+gfXhk/8FD7967R5XP626yMUcSHBr2/YKFHTtHtQ+PnP3dXO27thcWFs6dvyCyW/fwrt2++2Ge9i8wB7YOTnz6lHmsPbLpDINlpj2eMDIzM+cvWjLw036N32+kWSiXy8+cPTf0s0EO9vYO9vZDPxuUcO68QqFg1hJ944kpY4VSqTx87Levxoz+oEmAu5tb82ZNCSHMdIMpm5MSQ5aRrXp0i/Zwd1u2cvWqtesmjh9nbW1tbg0V1Wxmv36+PtYi0Xu1a48eMfzi5d+VSiWzqn3bEJ96dT09PLpHd5XJZKlpaTRNHz56bMSwoYFNm3q4u7dp1YrZnemjcdUZyoxj/8rWqMjIEV+OSU1Lk7q6ZmVlXb9xc+JX45hVq9etv3Pv/sIfvre2Fi1atnzZqtWzp08jhBQXF9vZ2Gxat4YpFh7W0ade3V79+v958TwhhKKoZ8+fa+pfsnzFnXv3p0ycUKdWbR6PKxGLCSGtWwX1jo2xsbH+9eixyTNmnj99ksvlWrrnZaU9y2praysWi2/dvtOmVcuSJTMzM2Uy2YQp07QX0m+m6TR/GMyVkv+f5ZS4BkWzvNQ6ax6RlSgivMuFS+fatAq2trbR21MLTHVa+IjNyMxUqVQeWj/7Uqd2LZqms3Oy3d3e+s2L9IwMIyWNryWELF+95t79+xPHj6vl7c3j8cRih1d5r5JTUnp9/NHwoUPjExI2/7gtqnPkmC++8Pb03LBly7xFi3/e9mN5uqY94FIUVVRk6u8bl3+kLi4ubhLQeOwXo14mp8ydN3/u/AVzZs1kVi1YvDQ9I2PXju2EkOmzvlmwZOl3s2eVWpv2MFhmOmdtlCrVvEVLGr/fqEe3aO2jPTMri6Zpd3d3ZqGHuxtN01nZ2S7OzkyBkuOJKWNFZlaWUqms7e2tvZypysShRmfIMr7ViGFDP//iyy4R4f6+vtojoek1VFSziVbEPNw95HJ5Vna2s5MTTdPxCWcP/no4LT2dOTiVSqVMJsvJzXV3k+rszqzRuIoMZcaxn5EENmvq4uwcn5DQt3fvM2fP1X3vPV8fH0KIWq3ed/DQulUrPNzdCCF9YmO/X7BQs1WH9u00l6ByOBxmdC45RisUioO/Hv5l546679XRXt45IoJ50LdX7LYdO5NTUpirQauHt79rE9kpbOuOHQ0b1Le3s9MpyNz6esOqlW5u//9D6poNtSvRPGWWKBQK7WBqlzReZ40kFAo7dYwghrtpgQvULXnEUhTF43IJIa/yXllZvf75X5lcTt682WjjcoyVNL5WoVD+euTozq1b3qujezl5n16xhBBHx4+2bt8xoF/f2rVqEUL69+07ePiI8vdO+3/rNxdyWsb7DRva2tr6+fpMmzxx8PCRs6dP43K5coXi2IkTu3Zsc5RICCHjx37Zd+Bns6ZNLfVLVdrDYNm9PZ78uH1HfkHBNzOmaX8OIYQ4ODhQFJWUlMS8FkkvX3I4HLGDg5HxxJSxws7WlqKoxKdPferV0y5j4uaaJZohy/hWu/bsbRLQ+NyFix/1+FDq6lqGGiqq2doRS3z2VMDnM8G8fefu+s1bpnw9oWGD+nwer2fvT9RqNZfLFYlE9//5V/vzgFn7YlSFocw49m+NzOFwIiPCT50+Qwg5GR/fJfL1yJuenlFcXPzZsOER0d0jortPmDwlKyvL3MpT09JUKpW311tjN03Tvx452qtf/7Zh4czVTEqlsiK6YiE652hievawsbYZO2Hi4aPHHj569M+/D46fPHXh0iWapoUCQcsWLRYsXfr39RspqalPEp/+efUv7YkQDc1TB3t7QsjFy7/n5ecXFBaWLGmkzndZpU510hY8YpmzNmKxmM/nP3v+QnOy49nz53w+XyIW65wEkUiMlTS+Nj09nfnzLHli5XXlYrHmMUVRzOXbZpyh0ed1N9m+srV2rVoymSwjM5MQkpGRoVara3l7M6tqeXur1epM84e7stEeTy5e/v23EydHDB1SWFSUlZ2t+SeTyfg8Xkib1pt/3Jadk5Odk7N52/aOHdpzOBxmQ6JvPDFlrODz+W2D26xYs/bGrdspqal/Xv1LU5WJQ43OkGVkq7PnLzxJTJw5ZXJo+/aLl6/QnCUxvYYKbDYh5NHjJwUFBYlPn67buKlrly7MC5FfkE9RFJ/PS0lJ2fFzHHkz59ElInzjlq3nL156kZR04dIl0yNsLnP/LioW+3MkhJCoyIif4nbd/+ff6zduaqYx7e3tKIo6tHe36Z8FVSqVzjSJk6MjIeTBf/81athQs/Da39cXLV22cN73HwQECASCoJB2mlV0NTn7oFKpNE3l8/kL5s45dPjIxcu///TLbi6H4+7uHh4WyhQYPXL4rt171mzYmJubK5VKvTw9mgc2Yzak6bf6yzy1sbGJ6dlj7cZNNtbWX4z4nLnEWKekkTrfTZV9B24jR2yloAifz28V1OLS5cst3ryyFy//3iIwsOSvAfN4vJaGSxpf6+jkSAj57+HDhg0aVG6PtFBV48rWx0+eCAQC5pSHs5MTk6sxH7ifv3jB4XCc31ybT1GUXK6oyH2XoBlPftr1i1yhmDb7G50CE8aOaRvcZsTQIVu27fhy/NdcDqdlixaD+vcrOYDoPDVlrBgxbOi2nT8tX7W6sLDQz8/XyclRU5Upm5ccsvRulZqatvnHbXNmzeDxeAP795s4dfquPXuZC65NrKFim00IWbJiJSHExdk5tH272I96Mts2b9asfUjI3PkLBQJByxbNNdX27/sJl8v9adcv+fn5tWvXNivCpmP9xwSqREbi5+v7Xp06s7+b+0FAgJv09eyTSCTq0K7d5OkzR48cXsu7VmFhQXJKarsQ/ddwMbOdp86cadOqFVfrN7FEIlFYaIfps78d88Wohg3qCwQCR4kkLz+PUJRAIEh6+fLIb8c1he3t7W/fuUsIea9OncrrbPlRhFKpVNqHDkVRPbt369m9m3YxpoDIymrwwAGDBw7QWb5/189E6/jTfvpJr9hPesVqCuuUNFLnO0ulUlXqyVdDR2xloKjX3/4dPnTI4OEjxWJxu5DgS79f2X/g4KZ1a/S+f48wWtLIWmuRKLR9+1nfzR09YkSD+v5CgUAikTDv/G/vSJM3VNidZNmaI/nnwQNnJ6eU1NQfFi7uExvDXEopEAgiOoUtWb7y+29nE0KWrljVLSpKk/zV8vbavW/fZwP6JyennL9o3j2WTKE9nqxauthQMZVKZWVl9cWIz3UWMg8MjSemjBVCgWD4kMHDhwwuWbOJQ43OkKV3K2dnpx83rmceczmcpQvmaddmSg0V3uyVSxZp3wlXU2bY4EHDBg8qWW2f2Jg+sTGEEIVC0WfAIB6Pa2JTTVfZQ1mpqkRGQlFUVOfINes3TJ88SXv5rOlT12/cNHfegqzsbC9Pjzq1axvKSOzt7T8b0P/7+Qvt7GxnTp2ifbJtxtQpK9esXbhkaXFxcZMmAQvmftcuJCQqMmLc15OshMIO7dtpziZ+0it2wZKlTQIar12xvPI6W34Upf/+AcCWyr5A3dARW1koQlGUn6/v6uVL12/cvDNul0+9uquWLa3v78+sz8zK6vZRzIbVqxq/34gQ4uvjY6hkqWunT564et36JctXFBcXBzRu/MOcbyq3a0bnSJYsWygWS3rHfmJra1tUVLh77y+ZmRkTvnozKFXEKzx91jeEEDepNDqqy5DPBmmWT500cfGy5b369edwuaHt2o7V+gLn9CmTv5+/8OSp035+vo0aNKjwX07BeMIWzekbc93/9wGXy5WIxRX+qrH+XRsqLi4uMjJSe9HJMyd7f9ybrQaBcdnZ2ddvXq/3Xr13fFqiSuFyuY+ePGrapKlEImG7LeWlVCrPXjgb2i6UGD6JuX3nTydOx/+8bSu7g1fZMG1OOJ/QoW2HoqIi7Stbt23fkpmVKZE4ftitx9HfDqenp4vFkiGfDWPWJpxP6BTaqTy7roJ3hcZ4wpbYfv2XL1pg+q8FqVSqvLx8lUqZ+OzZ1u07WwQGDurfr8JbZfmhbPf+3REdIzRPq8QcCZhFJBIVFhUKBUJ8rKkKKIoqLCqs7r/5qcGctTGeaty8ffuT3rEcDvvXxZfB6ytn9f3SXq/YT/bs3ZWZlbl95480TYvF4t6xn2hfDMtOiysZxhO26Fx5Y9zDR483bNmakprq7OQU2r7dh9FdK/z1qgpDGcsZiZF7+5j7qzTvDg93j6SXSWIHsZXQiu22ACmWFefk5nh6VJ9vj5eqtHfeZYsWllKi6tPXRxsbm9jYPnv27MrKzrK3d+gV08dO+xv15UtImLGOuZejDnbHOownrNj7806zyvv7+TLXvlSeqjCUsZyRIO0oA4lYolark1OSZTIZ220BIhQK3d3cJWJJzZj3NmWOpFozMkdCCLGztevdq++RY792iYxycBC/tWH5UpJrv1+qgmdtCMYTeKMqDGU4a1P9qFQqF2cXdzf3ajptXsOo1WqlUqlQVO73M8FibG1t+/TSM5NRflXzAxjGE2BUhaEMGUk1UwOunYQqztbWNvdVrthBXFNnSnJyc2xtbYk59yPJyc2xsbGp5HaxAOMJVCnISADg/1EU5enh+fjx43p164nF4tI3qG5ycnIeP37s6eGp96yNoU0ePXrkJnUrtSQAlAcyEgB4i7ubO03T/z74t6CwgO22VDwbaxsPDw93N3dCyJU/TfoVZZGVSCqVSsSYTgCoXMhIAOD/MdMGXp5e3l7ebLelsmi+NtmxQ0dzNwGAyoOMBAD0eBfeg9+FPgJUI7i4GgAAANiHjAQAAADYh4wEAAAA2IeMBAAAANiHjAQAAADYh4wEAAAA2IeMBAAAANiHjAQAAADYh4wEAAAA2IeMBAAAANiHjAQAAADYh4wEAAAA2Fe9f2kvJy/n96tnX6Q8p9VqnVUUh+Pl5t26RQexnZiVtgEAAIDpqndGcv3WH9ZCm5iovkKBUGeVTC67ff/69Zt/hIZEstI2AAAAMF31PmuTkpbcpFGzkukIIUQoEAY0aJqSnmz5VkHZHDp0KD09ne1WAAAAO6r3HAmXyxXoS0cYAoGQy+UaWjtnzhzNYysrq9q1a3ft2tXW1raCm2hxc+bMGTVqlLOzM9sNIfn5+QkJCd26dTOl8B9//KFQKHbv3j148GBra+vKbhsAAFQ11XuORMDnl6fAoEGDxo8fP3bs2O7du6enpx87dqxCW2eenJycdevWsdiACldcXHz9+nXTC8fExLRu3To7O7tSW2W6mveKAABUZdV7joTPF5SngLW1NTMp4uDgIBAI9u7dW5GNM5NSqXyXz1m0b9+eEBIYGMh2Q/7fO/6KAABY2DudkWhTq9X8NxMqKpUqPj7+7t27SqXSx8enc+fOIpGIEJKSknLq1Knk5GSBQODn5xcVFUUImTdvXuPGje/fv69Wq+vXr9+1a1cej2e8HqVSef78+Xv37uXn53t5efXs2TMxMXH//v3kzbmknj17Nm7c2NDm8+bNCwoKunHjRkFBwaxZs4z3y6y+mLLhvHnzAgICEhMTc3NzbWxsOnXq1KhRI72dYuphekRRlLOzc3R0tLe3NyHk0KFDKSkpmZmZDg4OkZGRvr6+5O3zTYb2ordVGRkZcXFxUqn0yZMnAoEgMDCQoqjbt2/n5OQ4OTlFR0d7eXmZ26O7d++WfEVKDRoAAJRZNc9IeKVlJEYLFBYW5ufnq9XqlJSU48ePN27cmFkeHx+flJQUGxsrEAhOnDhx6tSp7t27E0IOHTrk7+8fHR2tVCqLioqYwgqFolatWuHh4Tk5OYcPHz5y5EiPHj2M13PixImXL19GRUU5OztzOBwbG5uGDRu6uLisX79+xowZhBCKooxsrlAorKysBg4caEqIzOqLKRsqFAoul9u5c2dHR8dbt27973//8/f35/F4JTvFVNuxY0dvb29bW9vz588fPXp0xIgRhBAfH5+goCChUHjjxo19+/ZNnjyZw3nrBKKhvRhqVU5OTlBQUMeOHe/evXvu3LkmTZpEREQ4OjomJCQcPnx45MiR5vZI7ytSatAAAKDM3unrSLZt27Z06dLly5cfOHCgUaNGYWFhhBCapq9duxYeHi4Wi62trYOCgv777z+mvEwmy8vL43A4Li4utWrV0tTj4eEhFAqlUmnXrl3v3bunVquN1KNSqa5fv96jR4+6deva29szp40oimLekjkcDofDoSjKSDMIIf7+/s7OzqVevlqGvpS6ISGkefPm9erVk0gkwcHBSqUyNzdXb6cYISEhtWvXdnJyat26dVpaGrPw/fff9/DwcHJyatmypUKhyM3NLdn4knsx3qpWrVq5uLgEBQURQoKDg319fZ2cnIKDg5kzL+b2qOQrUmrQAACgPKr3HIlQaKVSKblc/b1QqZRCoZWRzZlzBPfv3z906FCTJk2Yd6C8vDyFQrF169aS5QcMGHDp0qXNmzd7enq2adOm5HuSs7OzUqnMz8+3t7c3VM+rV6/UarWjo6PxrhlphunK3BcT986cn6Jp2pROaU5mEUJu3Lhx5cqVnJwcuVxOCFGpVKbsxZRW6XxPR3Mmztwe6V1b6gEAAABlVr0zEhcnt4zsDGeJS8lv+apUqozsDBcnt1IradCgwZMnTw4ePDh48GAul8tcW/Dll19KJBKdkhKJJDo6Oioq6q+//tq5c+eECROsrN7KeNLS0ng8np2dHSHEUD3M/EFKSoqnp2fJxqjVaiYxMtIM05W5L+bu3XindCQmJh4/fjw2NrZWrVpcLnfu3Lnl707lbat5RYgJBwAAAJRZ9T5r4+nmJRAInyc/ffL8kc6/58lPBQKhp5uXKfVERESo1eqzZ88SQvh8fv369fft2/fo0aOcnJzU1NQHDx4wxa5cufLkyZOcnBw+n8/hcDQf+lNSUmQyWVpa2rFjx4KCgpgZfkP18Pn8Bg0aHDx48P79+7m5uQUFBUwlNjY2hJB79+4VFxfLZDIjzTBOJBK9ePEiIyOjbH1hmLt3Q53Sq7i4mBDC4/Gys7Pj4+NN6VTZWlXObXVeEVJa0AAAoDyq95DK4/E93by93PVPnhuae9dXDy8mJmbTpk316tWrU6dO9+7dExISjhw5UlBQIJFInJ2d/fz8CCFPnjy5cOGCXC53dHT86KOPNG9IBw4cIIQ4ODgEBAS0a9dOU62herp163b69Onjx48rFApvb++YmBg+ny8SiUJCQo4cOWJlZdWtW7d69eoZ2ty4oKCg3377zdvb+9NPPzXSBkN9KbXxhpTslKGSfn5+jRs33rVrF5/P9/f3t7e3L7VTZW5VebYt+YqUGjQAACgzKi4uLjLyrV9+OXnmZO+Pe7PVoGqn6twjFQAAoBrZvX93RMcIzdPqfdYGAAAAagZMO4Me2j/6o63UG7IBAACUDTIS0AOZBwAAWBgykvLCmzcAAED54ToSAAAAYB8yEgAAAGAfMhIAAABgHzISAAAAYB8yEgAAAGAfMhIAAABgHzISAAAAYB8yEgAAAGAfMhIAAABgHzISAAAAYB8yEgAAAGAfMhIAAABgHzISAAAAYB8yEgAAAGAfMhIAAABgHzISAAAAYB8yEgAAAGAfMhIAAABgHzISAAAAYB8yEgAAAGAfMhIAAABgHzISAAAAYB8yEgAAAGAfMhIAAABgHzISAAAAYB8yEgAAAGAfMhIAAABgHzISAAAAYB8yEgAAAGAfMhIAAABgHzISAAAAYB8yEgAAAGAfMhIAAABgHzISAAAAYB8yEgAAAGAfMhIAAABgHzISAAAAYB8yEgAAAGAfMhIAAABgHzISAAAAYB8yEgAAAGAfMhIAAABgHzISAAAAYB8yEgAAAGAfMhIAAABgHzISAAAAYB8yEgAAAGAfMhIAAABgHzISAAAAYB8yEgAAAGAfMhIAAABgHzISAAAAYB8yEgAAAGAfMhIAAABgHzISAAAAYB8yEgAAAGAfT+/S3ft3W7gdAAAA8C7Tk5FEdIywfDsAAADgXYazNgAAAMA+ZCQAAADAPmQkAAAAwD5kJAAAAMA+ZCQAAADAPv3f/gWA6k6tVj988jA7N1upULLdliqBx+dJHCQ+7/lwOHo+idE0nZqempySXFhUaPm2VUHWImt3N3epi5SiqJJrES4dCJdZDIULGQlAzfTwyUOFQhHULMjJ0YnttlQJmVmZ9/659/DJQ796fiXXpqanZmZlBrwfgHAxMrMy/3nwDyHEzdWt5FqESwfCZRZD4UJGAlAzZedmIx3R5uTo1LB+wz///lPv2uSU5ID3AxzsHeRyuYUbVjU52DvU96t/684tvW+xCJcOhMsshsKFjASgZlIqlI4SR7VazXZDqhBHiaOhc1iFRYWOEkeZTGbhJlVZarXaUeJo6CwDwqUD4TKLoXAhIwGomfSezwZDYWGW0zRt2eZUdQiXWRAus5QMFzISgJoMg6A241kaTdMIlzbj0UC4dCBcZtEbDWQkADUTRfCxTA8mLHqX4z1DB03TCJfpEC6z6A0XMhKAGorCxzJdNE0beMt4HS5cdqMN4TILwmUWveFCRgJQM2GORC98ijUdPvSbBeEyC+ZIAN4tGAF1lBoQRMwsVS1cV/74s0lAY5FIxHZD9CtPuFJSU+ctWjJ14gQ3qbQCm1TV4C7yADUURcib6+ksJiMjY/z48b6+vvb29v7+/hMnTszMzNSsFQqF//zzD/O4sLCwffv2PXr0kMvlFmueJix6w1Uhu/j7+o2wLl13/BxXIbXpCOvS9dmz55VRsyGVHa5SlYzns2fPw7p01Vt4+jffpqdnWKZhepUtXGFdumr+fRjTa+a3c7T/amiafvDfw7ETJrYKauHq4kIbjQDDSIFSt9U+xkotXE44awPwrrD8RHFGRkZISIiHh8eKFSvq1av38OHDhQsXhoSEXLhwwdHRkSnDNEmlUg0YMECtVu/cuZPH41mskXTlz6ufij/T9IMmp88k9OvTuzK+gE0Ty72mFghXqUrG093dbfdPOwzt2pLx0d11OcK1dOF8Tw8PhULx8NHjTVt/XLF23TfTp2nW/vTLLxPGjWnerBmzF+MRIG+HKCU1dcY3325et7bkKoMdeRNDUwqXmd5wISMBqKEsfmXrzJkz3dzcjh07JhQKCSE+Pj6hoaHh4eEzZ85cvXo1U4amabVaPX78+AcPHsTHx1tbW1uyhXo/lr1WEeGSyWSXr1zZsGbVqDHj7v/zb4P6/uWpTS9LvqaVHa5S6Y0nh8ORiMUGMxLLHvM6uy5zuBzs7SViMSHE1cXFSiicM2++duHZ06YSrZM+xiOgU0Aulz999tz0bYlWDE0pXGaYIwF4h1h4jkSpVO7bty8uLk4gEGh2KhAIZsyY0b9//+XLl3O5XGbhkiVLjhw5cubMGYlEYuE3D+OfYtVqdTnbc+n3Kw3q13d2cmrfru3pMwn1/V//gM6Hsb3DQjvcvHU7LT1d7OAwZNDADu3aGlke2e3DzevWeHt5EUKev3gxdOQXJw7/T9MFTSOVSuWWbdvPX7wkl8tbNA8cOWyYnZ0tIaR7TK8e3aJPnDqdk5ur2bAM1Gp1pYarVHrjqR0QuVy+a8/e0wln09LSmE008TEUnMpTnnBpv6wqlcrKSsg8ValUO+N2nTl7rqCgILBZ0y9GDHewt9eOgN5DSFPg7PkL8xYtJoRERHcnhEwa/5Wfr49m20XLlj989Djp5UtXF5cRQ4cEtWiu0xjtHT18/HjTlh8fPnpkJbJqHdRy9MjhpHxHoN5wISMBgAqQlpaWn58fFBSks7xly5Z5eXlpaWnu7u6EkD179ixevPjy5cve3t5sNNOY8idw8QkJnTqG0jQd1qHDzG/nDB86mMfjEUKKi4t5PN7IYUM9PNzjE84uWbGydcsggUBgaLl2Y7T/12nklu07/n3w34wpk6ysROs3bd64dev4MV8SQmQymbW19aJ535PyXU1p4ifpyqM3ntoB+XHHzr/+vj5u9Cg3qTQp6eXMOd9pWmUoOJWnPOHKycm1trZWq9QPHz9et3FTaLt2TOHtP/1889btSeO/srOzW7tx44bNWyZ+NU47AnoPIU2BdiHBtWvVGvHlmKMH9xNCOBzOi6QkzbaBTZt2j+5qLRKdij8zd8HCA7/EMR8b9B57i5Yub92q5djRXygU8lev8owH2ZQjUO9yXNkKUDNR1Os5Estg7rWgdxXRGuP8/PwEAsGBAweOd8xgAAAHVUlEQVQs2LS3GLnPt7p8srKy7ty77+vjk5mZ5eTkKLQS/vnXNWYVISQqMrLpB02krq4xPXvI5fLUtDTjy9Vq+k3FNCFEU49muVKpPPrb8cGDBrg4u9jZ2nbvGqW9u1ZBQZ4eHp4eHuXsVOWFq1SG4/k6IAqF4tejx8aP+fKDgAA3qTSwWVNNfIwEp1KVLVyEkK+nTus78LNPBw9ZsGRp+7YhA/t/yvTif0eODhs8yE0qtbG27hQaeu3v69oRUBs8hF4X0BzwFEUxA4L2tu3bhvjUrevh7t69a1eZTJaSmqo2fOwVFBZkZmZyKMrL07Nhg/rqijgCcRd5gHeIJg+wAFdXVxsbm6tXr4aGhmov/+OPP2xtbV1cXJiWBAQExMXFxcTEeHt79+/f3zJt0zAejXKG6+z5C0VFRYOHj9QsOXP2bMs3M+HkzdWCfD6fvHm3MGU5IW/NkWiWZ2RmymSyCZOnGuhgBbz0lRquUhmO5+uAZGZmKZXK2rW8324GTdN0acGpFOUJ14bVK708PS/9fmXJipVhoR24HA7Ti+Li4glTpunUY+iQ0BxCb7dHt7CmMafPJBz89XBaenpRUREhRKlUGjn25n83Z+/+g2MnTvL39fm4Z49GDRqU8wjUuxYZCUDNZOHrSLhcbs+ePX/44Yfg4GBmZCSEyGSyH374ITY2lsPh0G8mS0JDQ9euXTtq1Ch3d/ewsDDLNI9BV+Z1JPFnz307c3pg06bM0+cvXoyZMDE/P9/GxoaUeEPSPNW7nKIo5kvRpMRZG00jbW1sKYrauGaVu5ub9uY69ZeHmtXrSAzFUxMQe3s7iqISnz3zrVdPsxXTcePBqSTlCRfT7DatWt68Fbpw6fIl83/g8Xh2tvp7oXNIlDyEtB/Qb66q0ZyRYf6/defO+s1bpk36umH9Bnw+78PY3pp6NE3V/l/q6jp65PARnw89dvzE9Nnf7tyyuZxHoN5w4awNQA1lqTtGaMyePfvFixddu3Y9efLkw4cPT548GR0dnZ6ePmvWLM3wxDzo1avXjBkzPv3001u3blm4kZV0g41nz5+npac3adxYs8TL09PL0/PCpcu0Vsdft6FERqLz1MPd7fCx314mp9y8dfu3Eyc1y+1sbf/598Gz5y9omhYKBa2CWsxfvPTa9espqalPEhP/uHpVb7Xlwdb9SEyJJ5/PbxscvHzVmhu3bqWkpv5x9aqm40aCU6nKFi7t12vwoAEqleqnXb/QNC0QCFq3bDlv0ZK/rv2dkpr6JPHpn1f/0tmk1EPL3t6eEHLx8uW8vPyCwkLNqvz8Aoqi+Dx+ckrKtp9+1nuMaddz6NfDN2/dTktLEwoEHA6Hz+eV/wjEd20A3hWGPq5VHldX14SEhIULF44bNy4tLU0qlUZHR0+aNElzMxJtY8eOTUpKiomJiY+P9/LyslgjK+kGG2fOnQ9u1UozFcRoG9wm4dz5iE5hxMw5ki9GDF+zfuP5i5fq1qnj61PPSvj6mxfRUV3Wb97SoL7/nJkzCCFfjhr58y+7V6/bkJubK5VKvTw9WwQG6tRfHjR79yMxEs+GDeqTN5/FRw0f9uOOnUtXriosKPT383N2ctK0ykhwKkl5wqVZy+fxJk/4avzkqU0/aNK4UaMxo0bs2rN33abN2dnZrq6u3l5ezQObaY4cnW01T7Uf2NrYxHzUc/X6jTY21qNHjHB1cWZWtQhs1qFtyJx58wUCQaugFprQaR9j2ju6cevW7v0HioqKPNzdJ44by+fzaZouzxGoN1xUXFxcZGSkkc0AoDq6duNam5ZtlEol2w2pQng83uU/Lgd+oOed6dqNa03ebyKTySzfqipLKBTevHMT4TIRwmUWveHCHAlAjVXZZ/qrHbXRH19FuHQgXGZBuMyiN1zISABqJgtf2ar31Iy2rKwsy7TECOPz6povLpbBR336Glp14Je4stXJulIv1SxzuEpVHeNZtnBVx55WCL3hQkYCUENZ9i7ymZmZxgtUhQ+Iei+me40q16fY/bt+NrbT6kmtVldSuEpVHeNZtnBVx55WCL3hQkYCUDMxcyRst6JqKXWOBBHTxu63f6sdhMssmCMBeLdYco6kWjAeDbxn6MCFEWZBuMyC60gA3iFWVlZ5eXnW1tZsN6QKycvLs7Ky0rtKJBIVFhUKBUK8bTAoiiosKhSJRHrXIlw6EC6zGAoXMhKAmknqKk1KTvJ092TuGQoFBQVJyUlSV6netR7uHkkvk8QOYiuh/pTlXVMsK87JzfH08NS7FuHSgXCZxVC4kJEA1ExSV6lKrUp8mqhU4ZYkhBDC4/KkblKpq1ShUJRcKxFL1Gp1ckoybhrBEAqF7m7uErFEpVKVXItw6UC4zGIoXLhDGkCNZWVlJRAIDP0e6buGpmm5XF5cXGyoAJ/P5/F4HA5+W4MQQpgfd9WbvTEQLm0Il1kMhQtzJAA1VnFxsZE3YNChUCiMvKOADoTLLAiXKZCvAQAAAPuQkQAAAAD7kJEAAAAA+/4P9h1XpeXjMNUAAAAASUVORK5CYII="&gt;&lt;/p&gt;
&lt;h1&gt;Le sommaire automatique&lt;/h1&gt;
&lt;p&gt;Maintenant que vous savez faire des titres, vous aimeriez bien les intégrer dans votre sommaire. Eh bien, LibreOffice va le faire pour vous. Dans la barre d’outils, allez dans &lt;em&gt;Insertion&lt;/em&gt; &amp;gt; &lt;em&gt;Index et tables&lt;/em&gt; &amp;gt; &lt;em&gt;Index et tables&lt;/em&gt;…&lt;/p&gt;
&lt;p&gt;*&lt;img alt="Menu de gestion du sommaire" 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"&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Validez avec OK. Vous avez un sommaire automatique ! Libre à vous de parcourir toutes les options proposées. Par défaut, cette table s’appelle &lt;/em&gt;Table des matières&lt;em&gt;. Vous pouvez la renommer en modifiant son champ &lt;/em&gt;Titre&lt;em&gt; comme ci-dessus. Je vous conseille fortement de laisser cocher la case &lt;/em&gt;Protégé contre toutes modifications manuelles.&lt;em&gt; Pensez également à faire un clic droit puis &lt;/em&gt;Actualiser l’index/la table&lt;em&gt; de façon à ce que LibreOffice prenne en compte les modifications que vous avez apportées aux titres (ajouts, suppressions, déplacements à une page différente…). Vous pouvez également aller dans &lt;/em&gt;Outils &amp;gt; Actualiser &amp;gt; Tout actualiser*.&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Pour modifier l’apparence du contenu de la table des matières, faites un clic droit sur une entrée, puis sélectionnez &lt;/em&gt;éditer le style de paragraphe&lt;em&gt;. Vous pouvez également passer par l’écran de style en sélectionnant une des entrées &lt;/em&gt;Table des matières*. Vous avez 10 niveaux de numérotation à votre disposition.&lt;/p&gt;
&lt;p&gt;*Sommaire ou table des matières ? Le sommaire est plus synthétique (3-4 niveau de titre maximum) que la table des matières et est placé en début de document.&lt;/p&gt;
&lt;h1&gt;La correction orthographique et grammaticale&lt;/h1&gt;
&lt;h2&gt;La correction orthographique&lt;/h2&gt;
&lt;p&gt;Dans l’écran de style, vous pouvez également sélectionner une langue pour chaque entrée. Comme vous pouvez ajouter des entrées, vous pouvez créer un corps de texte en français et un autre en anglais, ce qui vous simplifiera la vie.&lt;/p&gt;
&lt;p&gt;&lt;img alt="Menu de correction orthographique" 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8TPz+/e/Xv3U+/j61wdikuKhWFC9CG5ebnnLpyLjIi0mC3Oc0TgJsjOKIJHE1/s3v3H6TPe3t6BAXVS09KNRqNMJnth3Bh8NzAw4PadOzNnz2nRvFmruJbx7dszDJM0dMjsuW+s37ipSeNGDerXwzMZXkplSmrq2+8v7BTfocdTTzZr0uTwkaMzZ8+Jb9+uvLw8LSNj2pTJvKT7Ptv7w5WfTJz6UufEhPz8AvZ6s6ZN3YkOAOkZGYuWLS8rKzt+4iRN00lDhwAAUAAAf1+9+suBX0vLyg4fOSqZeemQg/r3e2/R4kkvTeuckIBPG1dAiKSG0nCS96EjR4eFhn64ZBEvStvWrcaPGb1h85ZXX58bFBhYNzw8LSM9PT3jwyWL4tu3H9S/35IPP5rz1n/6Ptv7l19/NZvNY0eNcqKAlMJz/zPPz8+vSaNGhUVFZrM5MDBQGLeSBcozto4dOkjF2vvV178eOvTmnNfqhodPfXnG/Pfe/3DxIpqm3ZdAQPBoQDhDwQug0Wg0anW5wcDt4xIAQIg+JDMrMz0jnaZojUbTrEmz8NBwAIhpEPP3P39fv3ndy8urVYtWPt4+0ZHR5y+dDw8LZxcK6kXVu3Pvzt///N06rnXzps1v372dlp5G07S31hsvUxQUFNy+e7u8vFyr0cY2jGUT9dP5iYYXJiqqc0TdCITQ3ZS7J06dUKlUsQ1joyI8fqlRSHAIPnQuk8u8td7sda4OTRs1DQ4K5oWpG1YXIXT33t3Lf1/WqDXOc0TgJsjaBcGjiaRhw7y9fS5dvpyWlh6i1zdt0viFcWPDw8LwrvoZ015auHjplatXU9PSFApFh3btACCxU8ew0NDUtLT+ffuym+/HjBq5eeu202fPtGzRjGGYVStXfLJq1akzZ48mJ/v6+kZFRAjrzpBBA2ma3r3vyx9//oVdbMW1zJ3oAFBeXv7df3/QaNSxMbEvTZ7UsEEDhmFax8W99fqcrTt2fvTJp3X8/WMaNsjOyQHBLgIAcBKyT+9eFE1v3/nFocO/N6hfnxfRTSFSGgqFuJP3u/fusUvbXJjN5skvTOgUH79j165/rl2/dOWKPjh4YP9+QUFBCKH+z/elafqLPXs/+uTTqIiIRe+92yUxgXtkgidQSuHg4OBjyce//+FHfz+/p7o9MW3qlCovUKGxica6cPHiJ6s+f6Jrl+ee7Y0QmjB2zLqNmzZs3jJh7Bg3JQgNiYDgEQNN0/jhs/jpQ2qVykupBPK+Cw7qR9evH11feD2gToDoiyzqhtmXZBvUa9CgXgP8XeerCwsJ4wVu1qSZVLphIWHC8FKJCi9GRkRGRvDXK3p06yH1k/3OilIoFK1atBKmxdOBdwgEIyI8IiI8AgCMRuPhY4cVCoVUjgjcBLVz584ePXrgVTACgkcGMplMoVDIZDL8eD58bpjtGtI0rVKpcKfWZDLhHe0IofGTp965e/enb79md0wplUqlUokQwjtPKIpSKpUymQzHZRhG9NiAQqFQKBRsg4dX8wHAnegJTzwZHRX17b49OIDRaLRwzi9isfiWTCYrLS1lGMbb25tNwnlI7q209PSeffq2aN5s9ScrAcB9IU405Anh/pTKuzBdYTnSNE3TNN7kZjKZeBnBOrCbaIUCnSjs5eXFqmSxWLhGUlUFKjQ20VgymUytVpvNZvw8HGx4RqPRaDS6KUGUQAKChwvff//9wYMHdTpd8+bNdTqdj4+Pt7e3Wq1Wq9VKpVKhUMjlcuwQ8Ab9mtb3Icaps6fMZnOnDiIH2/6dMBqN125cS0lLiW0QGx0VXdPqPMQ4d+4cWbsgeDTh/FHoFoulpIT/ep3zFy5e/eef5/s8i4cT+KLBYOCe5UII4c6fc+BOofC6m9EBoKioyH2xwsBSIfEtg8GQnZPz+dp1ANCkUWOcWY+ESGnIu8j9KZV3UTksnJSj+2w4ue5mcVSmQIXGJhrLbDZzNeQanpsSCAgICNxEUVFRfkE+7x0X/06Ul5ef+vMU9qhymbxeVD3hKgqBpyDnLggIrPjym28B4Lk+zz7CNeLCxYtTps9gf+p8fYcPHVyD+hAQEBAQPHioVKqE+AT2dXv/ZqhUqi6dupjNZovFQjbyVBXI2gUBAQBAaVlZTm5Ot8e7NoqJEd0b88DQonmzEH1INVXJgICAkUnDz50/T9OyxrExI5OG++l0nua3WjWsDjx0ChMQEBBUK/Buz5rWohZBLpfjwzwEVQIyuiAgAADQqNUbVn+OEKrxJ5BsWb/OyTmESiIsNHTalMnYh1osFoPBIPombOeoVg2rAw+dwgQEBAQEBA8vyM4oAgIAAISQ8CRGjaC4uLj6hDMMU/n9+tWqYXXgoVOYgICAgIDg4QVZuyAgICAgICAgICAgqBrQAKBWk2M9BAQEBAQEBAQEBASVBdkZRUBAQEBAQEBAQEBQNSCvtyQgICAgICAgICAgqBqQtQsCAgICAgICAgICgqoBWbsgICAgICAgICAgIKgakNEFAQEBAQEBAQEBAUHVgIwuCAgICAgICGoLyG5tAoKHHeS15wQEBAQEBAS1FwihzOzM3Lxco8kok8lomqZpGgAoinIZV6PWhIaE6oP07gQmICCoEpDRBQEBAQEBAUHtRXZudllZWbMmzfTBerlcjgcYFEW5M2DIyc35+5+/ASAkOKT6NSUgIAAgowsCAgICAgKC2ozMrMzWca19fXyNRiPDMB6NLnS+usaxjc9fPE9GFwQEDwxkdEFAQEBAQEBQe1FeXu6n87NYLBRFMQyDBxVuji4YhqnjX6e0rLT61SQgILCCjC4ICAgICAgIai/wKALZsG3btpdeesllrFWrVo0aNYorQYgdO3ZMnz7dpaiVK1cmJSU5D/PIiyKoPhQVF33//XeXL18ymkyNYhsN6D/Qz8+vppWqFMRHF/kF+ecunDMYDQ9YG4LaCS+lV6uWrXS+OgD4/djvxDCqCoRYN0GIejAgPHsEQlfFwOXNfbAPkjp9+vRLL72E1zGcr11QFDVy5EiQfgjV6dOnp0+f7s4jqiiKct75fuRFEVQrvvvu27LyshenTqNl9P79v3z19b5xYyfUtFKVgsjoIr8g/9adW507dfby8nrwChHUQhgMhms3r5nMpsA6gcQwqhCEWDdBiHowIDx7BEJXxcDlzf1YeNWCYZiePXsCgEwmS01NZUcXlA3seQx8i2EYHJcCkXEIFkVRVFpaGntRSpRzPPKiCKoVycePLVv6YXLysStXLvfrN+D9D959BEcXp86e6talm9FoNBqND14hgtqJBtENjh4/+kSXJ4hhVC3+1cRSAG4/1/5fTVTF4Am9LAjPHoHQVTGwvLkZnqIoPLRgGOaHH37o3bv3sWPHzpw5065dOwDg9pK5nWawjS7Yoxo8/Pzzzz179jx+/PiZM2cee+wx56Kco/pEhYaG8u526NChYqLOnDnTp0+fzMzMCmhFUK1gGMZkNB06dHD06LGrV68CgPLycpVK5ZGQY8lHt+/Yxr3y2quv169ff/LUidyLq1etrbzCLiG+M8pkMj2AtB8URKtNTb+sR6hUlWhUbXk1mUwmswlqxXuOuJmsBmVY8R7JrqhSNURsNXDoKW9s39e98LXJAkFQ06pHpQqXEuUY5SEwSKgtNumhCjVqltXjCSsgtRK8eQS8fNG7d28ASExMxGsXFEXNmzdvzZo13JCFhYWU7aiGE4F4ar9Tp05paWmiM/rsT5e68USFhIQAwKFDh1g5Xbt2BYCioiJPRQFAZmYmViMgIKBnz5779++Pj4+vgFZ9+vQBAJqmAwMdVo3c0YqgurFn7+6xY8Y1a9b8449WjhydNH/Bf/r0eS6hU6L7Yz92aLF61drJUyeyo4gHM5zgQXx0gRgGKMqll6iO0S6qeskP2um7lYWqUsq5nIrziBx/2K0bSXjriiWFKhKxariTTNoj8cLAbuUH2f64INYjcjwhs1Icilu4myJ5wVxrjKA6LRBq1AhdKOBpIhU3oOoySE+i1BqbFBEkHqFq6QKPTbGyRlgp0oQh3avL4Mibu6DsR7q///77Pn36HDt27OzZs3gWnx1a5Ofn+/n54aEFd3SBEBJVj53aP3v2bPv27SmKWrly5YYNGwwGQ1BQ0JIlSx5//HFPVwmwKADIzs7mjlUKCwt9fX0rJgoLwS8QBIAePXoUFRVVQFRWVlZQUBBFUXl5eZQjXIoiqG4UlxS1bBn3zz//+Pr6AsCKjz/ZtGXzK6/NZVSNKYUfQtC4YfDg3q0C/DSeSuatXcADGW9IjC4AACEJL2OvpcjhqggkDNbFBDtykCYSmEIIAG7dubNrz77zly4FBtQZOnBgp04dnUp1rQLldqcFgYOryszK+mjlZzOnvxgcFCyVcmWmOimP2BUkI1WQokq5XPxAQsOgEBvGVXPDn+PilLX9Fq8gENfxOUkAIUryHiCHwTLFE+bmFKdjQUjwj4SEO2gpNc3HJ1aCVek8IgBgeNc5nCAAe5suIdGRefsNJ+y5pM4FaXy67PLcJQocuBJq4sQq2LB83qxSHZwSt0eUlpa+ZsOGGS+95KfTiaTB9yQcJoHXy5E0RXBhjc6snSdC2iD5Vb7KDdJWwcVrt2TVFrPJ02f/bNGsGbtVoBptEqrCLN31iq6qsJuMOejooOTps3+1aNYU81YZ0lybnIixuebNTVBAsaMLPAGfmJiYkZHBW1jA/W/ubh92dOHk3EWnTp3YxYF+/fpNnjxZq9WuW7fu5ZdfvnDhgpudb56o3377jVWD/ZKcnMyOENwXxc0RHjj5+Ph4uqLCZjA3N5eiKH9/fxyguLiYjC5qHPgVLlMnv5iSkpKWnrbq808pir57987UyVMGZmYuWb40vzy7VdfBRdl53x24NHZQO0/lV2YsERAQwP2Zk5PjZkRxQ2cYhmEQg3j/GAYxDLL+4f3jhnt+0FD8r9+Q4aMmTFy+4tPc3Dx8q++goffu3cfiGesuSoax/cZhgEFglyaSGIOQ0WR6d+Fif3+/Re++075du2UrVhYVFSG+0oIc8LIiEOtmUIRstxG6cePm3LfmP9amdWCdAHFquElwc8uVx/1nBxvLgWSGQffupfQdNEQoiCfOrq04eLmUIgZLsvXDGAE5EmbAsRi0ccu2voOG9h00hPNvaN9BQ3/+5YCwoEvLyvoOHnrn7l0rH/YkJQvn+UFD7t9PcVJwVho4ad2/d//5QUN4RSPCIqcs2Ow4FotDBDHCueq4TawEq0Id+g4acu/efcZWdxzIRPZ8Iy6TEjxJEXj/Xsrzg4ZKVUlH6ri8WVXkmJhLusSCOiOKz5UTI8TK/u/8+b6Dhuzau5fh6MbnzcYGy9T9+ynPDxrCah0cFBgdFTX7jTfu3L0jrDZOfAjiFokYmUJKnx805P69FAdr5PDj0hqdGiRf96oyyEFJI4eMGD1g2IhZc+ZevHRZilUHTV3Z5HuLl2RlZ3MqkjMapW0SsWSJUldFZunCKyLH1E0m05fffDvnrfmDR4weMWb8K6/N/f3IUc8Y42rmeOO9xYsxb/fu339+0FBR0u7fu29tUKRJ42susDcxY3PNm5ugKMpisWANv/32WwDAaxe47z5kyBA2GADQNtg6Mwx+wJRQ7M8//wwAeGofizIYDBMmTIiJiVm+fPndu3e5opxDKIoFO8aomChujtiRQCW1KiwsLCoqKi4udl8rgurDb4cPPdu7j0qlLikp+ennHyIiImMaxCz/aJnFYlGr1YveX9gtvumJ7z5/rH3zPy/ecyJnRNJI0euTp07k/vNIN+5wwv2hBUitXTAIiUzkuzO4tUV6b/680JAQi9l89fr1XXv3fb5u/euvzrIFwX5HRCriTkGKJ2e9ml9QkJObO6h/Pz8/vycf7/r9Dz9iryo9LcJOqXDnEW1C3V7S5UrAyu758uupkya2jmsJ1mkSidlfCbkZmVkfLFmyYtlS8aT4wZbgn3p90MbVnyHEINvkozszQ2LX3ZiMx4vSbK4ZhnvDnZQQBYMG9O/7bG8EkJae/taCdzauXgUAgJBarUEMI5gyRt8OeAEAACAASURBVADAcK2ErztiZ105IbjhebEoAMjI4FKNbBw6THuLxOXfc5jQRhzypdIWagL2H24TK6CUq42tTvGmiYFHEY5htyUbhxmZWR8sdTRCh1QpvT54w+pVjH1O1D7dKaBOhDfEuchuikAicfjCOdmQIIofUFwicBj77cjRFs2bHz5ybGC/fhRFiXsi229WjF4fvHH1KoSsSVMUNWr4sOjIiM9Wr134ztsUZx+phDNxZMyhoBxsQ7Ty4tGPWL4qZo0gSjJUnUEuX/RBeFhYYWHhwd8OL1q6fNPaz2UyGStIomqAsF7zyESAbEVAsWlVzCa51CHOylTVmKUrm+TO5BuNpnnvvJuTkzuw3/MvjB2tVCjSMjJ0vr4OOZUSxGEMbEtRYmXFIMRgG2YYBACZDg0KZTNvsdzz0xapywKdhNpK8uY+2CFL3759ASAxMTEnJwd3uNetW7d+/Xo8ow8A3MMSiN0ZJQZ2ah/P6JeWlvbu3XvmzJnbtm27fv16p06dKnDuAosCwalutnNfeVHsFU9FUYJTJe5nkKCaUFhYePDQwQ+XfXT9+nWFQiGTyX18fCwWi5eXV0lJSV5eXlhY2PkL55A61stLyTgdlicmdE5M6Fzl+6BycnICAgI8GlqA5Nv0GIQokOyqAYCrHrmPr4/OTwcAHQMDvH28Fy/7kLGJY2ydYgCgHJZRpV0oAK/R9Nf5hYeFff/Tz/2e6/Pp6jX9nuuj0WoZCQ9ii4ybdZEwiOOgXUDQF509cwYAOBS5xJhCNAGTyXjvfoorza3B2FA0LdPp/Gxp2vPlXm9fUJTsmra0rqx3RiDS5xcag2M7DiqVCi/NF5eUAIDOV8cGQQ47CigAhKe1EIKsrGyZQm7dfOKoMAi27nHtSqAKAgCj0XjvfgpbUhQt89X52U1RNB4/UWEAJBaW81v0Dnd3gzSxgq6VpHJ46tDxFqe+OG4EMdptycqh0Wy4dz+FQYzELhFEUbTOV4f4ZIlTx01L7BZC/C0WrCkIrrkkCsS54guz/TYYjKdPn1m+ZNFrc9/859r12IYNxXpRDtThbxRN++p0PAPrnJDQKb4DohxMkb9Bz0EHiTJ0yieI2bYTa5SkFyRIgeoySB9v7+5Pdtu+a3dJSamPt7fd01DCGPbLjmQ6KMcg25Q3EuTJbZvk3WWLH0nt3qmAWbq0SY7MfV9/U1hY9PGSxRqNGl8JCw0FAMSgCjDGDjK5wBsCKIr29dVhBq3O0KY7Nm8kZZ/2tHh3pesyP74kb26Coii8isMwzFdffdW/f3/8zCh8uJnb5wbHUwruPzOqQ4cO+fn5ubm5AwcOVKvVJ0+eBMGBByfgiRJui+Jq6JEonH3K8flOFdNKp9MBQHFxsbe3NxvGaDSStYsaxL4v94wbOz43NxchpFQqR48cvXvvbpPJNH3ajJKSEh8fnzNnTgcH6e8V+VY4icqPNzwdWoDTtQvRjjin44yETRy3VWDY7k5BfoFarWZ/IoYB2/eVq9fcunU7LSM9MCBwzIikNq1bAcCIcRO6JiZcvHwlKztb5+s7YtjQhI7xQtf60uSJ8959/9Dh33s82a1/3+f4M5qOSBKXCYOSRn68dHF4WBgASklNnTF7zt4d21JTU99bsjQ6MuripUsqlar7k90ogCPHj2dnZ4eGhE4aPy42JgYALBbLni+/PHr8RGlJSVxcywljRvv4+ACgEWPGP/P0078d/r2gsHDvjm0AUFZevnX7zrN//cUg1LZ1q9FJwzUaDQAknzj58aefAcDAYUkAMG3K5C6JCZ9yORmZ1KZ1q+QTJz/+5DMAGICDTZ3coH69Ga/O2btzGyBJ4dJM8iE23nIsa8reiCCGv78Y+MYg7K5xglqfPm4fjX0qsAEGMQDw1tvv6Hx9C4uKwkJDpk+dog8OdiwvYMvLppjd5AQyWyefOGGlergjh04LiM+hzs7hrdt3tu7YeevWbZVK9VjbNhPGjBayKAkbvdLEusUqexNvN+ClYTabd+zaffzkHyaTqXWruLEjR3p7a1mTG2AzOZlMZjPCEWAzwhFjxz/Tk7Xh7SmpqTNmv7Z353YAGDF2fNfOCRcv8Y1KNDlEiRPF6dU67WS4JkqUK3G6AODU6VOxMTGB/v4JHeN/P3q0YYP6+LpjfrcJr3CNTTSnokLEQtoadW7JIhgxZnznxIQ/Tp22MEz7tm0njh+rUCjsIXi2fft2WrrdPwDAiLGiNd0VvR7w7JlBIsSYzObc3Lyvvv3u6aee1FqnfpCziiZgD+8XOnIsOSs7m8fDoKSRHy9dEh4WBhSkpKbOePU17AzdKgIfLZKov+52eKuILhzu8O9Hxo0aqVKrxCZHnDIm4d5NJqMobympaTNmv7Z3x/bkkydwg8K2Ow3q12PNWzxFChA2M0Hd92CUIMabB7GRdctb//79ASAxMbGgoEC07y76RFpRmezUPj7PEBUVNXv27A4dOgQEBCQlJTVu3Nj9B7byRHXu3LmkpIQ3KujQoYPFYvFUFDdH7DqDp2sXrCgct6ysTLgeQlAjuHDxwsvTZ969e1ehUCiVSp0u/M25b2k0moKCgsLCQn9//81bN73x+ltnlh6ocBK16ZlRCInO8QtmqERCYCMtKChUe6kMRmNKatoXe/Y+0aWzfY4HAetG41q06Nmju1qlOnzk6IcrP9m8bo1MJjMYDDK5fOzIESF6/ZHk5FVr1z3WprVS6cVLLyMzS6lUFhcXBwYGWHVGaNfeLzsndKwbHs7TSkKmEutjWzy15p1BkJWV3atHj6GDBp744489X37VtXPi6KThIXr9rr37Vq9fv3zRQgDYtXfvpStXpk2Z5OPtvXHLts3btr80eRIAGAxGjVq94K03wTZDs2HTltz8vCUfvAcAKz/7fP3mLdOmTAaAjh3aR9QNn/X6G19s2QQANE0jhBw4WfHJ5nVrOrZvH7HIIVhqWjpYJ7dgw+YtuXkiwp3n2hUo7nw3Qoj9ySCemxbvZEhZDx5VcNtRoQ1g0ubNfb1edJTFYlm7YdOKzz5/b/5/bCvd/PKyKWn/LpTZsUP7iIjwWXMEHDotIBEO16x7rHVrpVL56edr2rVtM2nCOJPRVFRc7OFUnJVeaWIlR2ggEsgh72wSO3btvnbjxqyXp6lUqk1bt2/dsXPKxAlCkwMAoREajFwbZmyEM4DAYDDIZCJGJZocILASNX6cyWQqKi52nLVwSZpLotzlCuPIseQuiYkMQp0TEhYuXTYqabhcLqcAHPOLQHCFa2ziORUTIhXSWkM4ChuMxkaxMSOGDsnKzl69fuPq9RuwM7HmTMq2Vzj6zFEjQoI9relu8uyZQb48e45NLtWz+1MGgwEr46yiCdnbvefc+QuTJowLDgpKS0tfuGw5lweEEAIGkNUN4k/3i4BvltVff0W9YmFxcXZOTmxMjJQCHrimtevatWmtUCqleLPtAmU6dmgfES7WoDhxhsiWoljdrwxv7sYEynYCBe3bt2/gwIHHjh07depUx44deTP6IHaq2+XaxalTp+Lj42mafuedd959910cfcGCBe53vnmiAECr1Z48eZJViX01R8VE8cK4ObrgiSotLcXZwVsJzGYzGV3UOOJaxq1es2rsmHEAVHFxsVKpVCqVBoOhpKSkTp06X339Zfenevj6+tI0VVxUKpNVZJWpRt53IXWq28JUFBaGAYD5774/efqMt99f+M1333d7vOvAfs/juwBgm4BgGIbpFN+hXlRUiF7fs0d3g9GYmZWFw3Tv9kSL5s2CggL79HrGaDRmZWfzVPrn2rV1mza/+dqr06ZMXrdx86kzZxkGfffDj3+dO1fHv47jATvrpoLu3Z5o0aJZUHBgn97PGI3GrJxs3B6w+uB9ruyXZ57uER4W+vRTTwJA32d7t2rZMkSvf+7Z3vdTUhmGMZvNP+0/MHLYsOCgILVa3SUx4dz5C2weH2vTOjREHxqiZxjGYDQeSU4eOWyYj7e3j7f3yOFDjx0/YTQasa9kfSJle1sQ5iRUr3+mR3eD0ZiVlQW2YDRF0RR+Mh8DAIhhjEbjkWPiwqWZFAP/XKTFwvnHFivYDsm5tAEpsCS7tAGaphgGURQ9bMjga9evp6SmMbYdtOw5QsDT9m7YFbI9M4SlmtXESQGxHLZs3iw4KPC5Xs8Yjcbs7GzEMKWlpbm5uRRQYaGhjWJi3KFFSK+nxIqCl3cMs9l04OChpKFDAgICtFptzx7d/zx3Dh9NoigaACiapmgK4b0NAiPk2bCVK4udEJ5Rmc1mx+Se+vPc/3BeMVE0RYWHhjaOiXHXtVQDUXl5+X9f/adB/Xq5eXl1/P28vLz++t85VjI3vwIGkK2Pgsxmy4GDh5KGDQ0IDNR6W3OKteUJEeUECx+cNGpw0qjBI0YNHjGKTa5BvXoqlSqibt0JY0afPHXaZDKxt7jlmxDfob6jf0BsoTRzo6bzGa4Wg/xw8cJdWzdvWbfmzddm/3X+/Mat2xh+RfMZOXzYseMnjEYTrswA8FibNqGh+tBQPYMYk9n0y4Ffp7wwoXnTpsFBQXEtW3B5sH63MIzFwaW4UwTiZukOKkeXlOEDAFDi0V0y1r1bN26jlpmdbTJJ8sbWYsTwq7xzZ2gyGtlVI54zdG1mrnhzE9xnRg0cOBAAEhMT2aEFPs9gMplomrZYLNyeNxvL+TOjeKLYI9Tun0ngiSorKzMYDG3atGnTpk3btm3btGnjcN7Uc1FGo9FkMpnNZovFwvYcPBXF5QoPLcihixrH6FFjIyOjZrzy8p9//RkUFKTRaBQKBR4HlpaVnjx54onHuwFA25aRX+z4sV1clEuBePDAHUKsXrWW+6/68sKF5NpFJeUuX/RBmOMLJh3mnGzdxN+PJf/488/Z2Tll5eUAYDab2Vv4C94ewFhPbNuxc/feYYMG1ouOrhcdbTAYVq76/OnuT5344493/vOWl5cST7IKM4XntxRyBdicLE8f4U+8k4G96KVU4u+5eXkGg2Heu+85zyMA5OXlIYRC9MH4ij44GCGUl58fGBDATZSNyOPEZDaz55sZTjD8M9epcHeYtKkuXo4iAStnGy7zazabbfPEgNs8H2+tl1KZkZkRGqIHPJXOcMqLcdeuhEnjT+cFBNbxDAIAuUIBABaGYRD6z9w53/73hzcXvN2gfv3nevVqFBvjRuZdM1MxCNut3Lw8g9E47x2efTL2T07rzmNGKFNIHc+oRJPDpGGi3vCIKHDGVYWJSj5xoqy8fPqs2eyVI8nJeGcRiHHIuYJY6nLzcg1G47y333UIKTBCkCwCBAB4zpiXHTZuaIjeaDTm5xfUqePPuyXlH0CsUFwQ5YrFyhukUqls1rTJmBFJK1etfmHsGMeKhvTBQQihvPy8wIAA2y5++6OEcnPzzGZz3fAwrho8m+T5bWGYKjbLaqi/3lqtTud76fKV9o+1Fd51nzFro8YwuXmSvAnpctMZ5ko7Q9dmBh40Ls5AWXc3IYT27NkzePBgfO4CH7xmdw2JJG5buxA9U8Y9ltCxY0fnopzjkRdFUE2gKKpzYpc2rdt+8+1X33739auzXtMH6xmGCQgIWLJs0fBhSbiwxgx4rF+P5jofz97eXYOQGl0wLt93Y3UpEoGETTULdiLw8pUrW7Zvn/Hi1EaxMXK5YuT4F5BtQpr9Yo2CGAYx3LmHm7dvDx00EMvpnNDp/MWL3//w48xpL/rpdLZuk+BQCIMcHS6DEENRlNFktCVqnZ7EB3+5u3fYBRDWC2u1WoqiPly8EJ8HYHPNCw8A+AU6qenpkXXrAkB6RgZN0362I3T402y24AWvy1f+3rJ9+4wXX7RxMoHbMJjNZhyMZUnn60NRVFp6WkTdCKFwYUE4KRfn4GZN5ESpwBgkz5dzOric/E5tFBsjkytGjX+B2wriL/n5BQaj0V/nh6fcjEYTYhBQbFnY5w5xDCzzZRuHo/gcWqlmbCM0XEBp6ekRYgUkxiGDEBMUGDBhzKixI5MOHDr8/uIlq1Z8JFy8riSx7rGKQFBfAECjUYvbJ7KOsc1mi4ymrfvDEQNW65Kx6bI2TAn6IrxDxgghrUYjVR2CAgNtRP1WTUTZAvAJ4gU7mnx8zqyZcS1aYNJSUtPemLegpKRYo9ECh0Nke+4Ory8LAIhhtGo1RVEfLrLl1Hqu1naozCqEAgCNWkNR1HIOJxQnFw6a2/KFWb13P0WhUOh0vvYs232m0D/wfKbDlK1LVsVorGKDZBiLVqNhEONrdVaOFc3XFzFWtfFCM/7q462lKOre/fv169Vj82G3SYoymkxcs+Q9NQQr5tQsAx6AWfJsUtRuu3XtsnP3nsaxMT4+3tzrCECcMWsbx2cMABBibLyl1IuOZtNjHxMLjnXZ5OgMEUI6187QwdVU3szcB36qLMMwrVq1WrRoUWJiosso8+fPx2MSqdMO7dq1W7lyZadOnVyKWrhwofMAj7wogmqFVqtNGj7y9p3bH328vF50veHDRvz5158ymbxRo8ZsmIdoaAHS7+oGoNx7HrVEIIQQt6lj4a3VXrtxHSEmPCy0pKQEgJIr5BmZmUeTTwDg6WrE/WJrePG2VltiFAQGBHz73x/GjxlVWlr24y+/3L5z96knHt+5e2+TRo20Wo1AM+x9eX1EQAhC9MH7Dxx6tvczOTk5f/7vnDUY9tQcArATp4Dd48soFfJ2bdus+GzV4P79wkJDyw3l2Tm5+Lm0NulWF6yQy+Pbt9u284sXJ00EgG07d3VO6ERTNBbl4+0DACdPnYpr3oKmKSsncnlGRubR48fZpG3BTsc1b07TlPXplAjJ5fL49u227tz14qQX7MJp2qFnzJ2l5jxcCImOH8UKlKLYnoUjL9Jx7UXleMG2LmH9abeBjMyjx08AHt0BAwA5ebnh4WFGo2Hz9u0N6terWzcMAROiD97/68E+vZ/JZssLAVjt6gZCEBYWWlJq5/AYyyFicON98vQpzKFNFUZh5fCLFydNBMQvILYIOBwCYtBPBw5ERkQEBtRRKhUUTcvlMrt18abApV+A5RaxfFb5lAJAYWGRWm194IxcLvfWaL0UyratW6/47PPBA/uH6kPKysuzc7LbtooDAB9flocWNE2p1WofH18AOHn6dEt8RaUGrs3beyTsY6lY87b2wpVKa3JDBvQPDQkpKy/Pzs5p0yoOAH7av99KlEJpI8px/M+tlRJcVcACwdEIU1JTs3JymjVpzOYiLDQkNDT05KnTT3TtYssTwrGwB+AMomyTC4CUXsq2bVqvWPX5EDux1pxiITYZgDlZ+dnngwf0Dw0JKbdy0lJq5H37zh0/nS4nJ2fDlq1PP/UkRVFYH2+t9tr16wih8NBQMf9gU9vqM8WGxFyGwfFhRtVpkGaz+e69+9t27urxZDdgkFxmrWhTuZ5QRiPbGRSr70UAAAqFsmP79qvXbxw5fFhwUNC9+ynAsckQffD+A7/26d2L9QPgYJzWPCgVbpilsprN0pVXfK53r/+dv/D6vAV9nukZG9PQYrHcuXdPq9bEt28nzhhNiTKGVVYolPHt269ev0HIm81OGADAzvAPR2fIaVC+eHGiSGsFHHuzjatRZXlzD3hcgT8ZhhkwYMDAgQPdOTDAOH1mFAAkJSUlJSV5pIwUHnlRBNWN6KjoObPnHks+OmfubK1aO23ayzWtUcUhfaq7osviuArbVgC4k10IAHo89eTmbTtiGzacM2tmXFxcp/gOyz7+RKlUtG3duo6/P+sBGYS4z3jlP5ARwYQxo1etXTf15Zlyubxj+/bz3nhdrVItX/nJJ5+vmTVjuoy/6odsKnHWQxjEMMy4UaM2bt124o8/IiMj6ter5+Xl5XCG1YEQBnEmvAHB+DGjv/7u+03bduQXFAQFBoSFhsW1aMERziqMxoxI2v7F7jlvzaNpum3rVsMGD2KPAGo06j69e23YslWr0YwfPSourmWn+A7LVqxkOWEQYhDDC4bfnoiTsAmfzwrH4wdkfUSTA3UOTLooYsdH8HCmUZ3GArCf3cP/HU4zWteFGIQTiGslsAGEgEEajebI0WNf7N5TXm6IjWk4c9pLuM8gLC9cpna7enVmq7iWneI7LOdxyCCNWtOnd68Nm4UcOisgG2m8n+jCpcvffP9DeXm5Pjj4xUkT5XIFYvAsooAfcZ7tc8zuEkuJUwoA7yxczH5v1qTJ66++AgATxo7+8ptvN2zaUlhUFBwUFBoS0rplSwDg8dCieTONWm2/MmZUi2bNgGPzvFIDB/O21yyc3PrN9uRaxbUAgAuXL3/zXweibKWPgPu6CUmuPCfKgS4rY0ePn2jfti1F0dzo8e3bHT1+4vEunUFQU8A+FKcAbH6JQQAwYczoL7/5dj2H2FYt7RUf2XbSA7IVAY8TCfU/W70WAALq1Ens1PH5Ps+yzqrHU09u3s76TFH/wJaC44SIlBt/UAapVCpD9Prnnu3VJSEBK4kr2uvcisb1844ueszIpC/27lu9bn1pWVnD+vWxc8AlYfMDCzh+AIkKqYBZitTiqjBLKa8olyvmzX39p/37T546veerr2UyOiRY37VL5wowhn+OFeONfawcji7hDBk2xTn/ceIMEVgzYre6CvPmPhiGwRNnFeifWCwW0XMXBAS1DXijVOfELjWtSGVB7dy58+mnn+Ze2n9of/PGzd3aK+lebUUOfxwuU86EUPZwYgkiBpWVlanVauGcBHJHPY57kp7+ENFBmI7UTUl3VkNezoPBhBgu/n2xR7ceqSmpHsW3Naj2X2KFTrGhpBhHIJGErRwdC9EukCeDd8GhjKq0XCTbVQGcESu59cT+S8An581uYnqIMGndbcJPmNdT4P2qQurc5KpiFgieGyFUmR3yxYoLBRg9YdLid98JDQlxjFdlcDaeEKDKDRKc1m5xSmvaJgXSJUVWhC6oLsagpkkTJCApFfMmvP7LL7/8+uuvfn5+zZs31+l0Pj4+3t7eN2/fbBTTSCaTKRQKmUwmk8k8etiRTCa7cetG67jWHmaFgICgIjh37pyTU92unkjNzlO46MSJv5TTvpwhGR2B4K7jL0qlUXOWwe1irWFdNunsLZ5cng5OIDl8oMReHS1UhRIVIjFacg43ArFvFBYJK9i1zv/BRmVEDMO6gUaoDb/0KcdCt/8VMs55KC473yWQ75gBYfrcwuRrIigjbrlQYpEkORa7gdnmqOzAMMVXT4RYR1ZFKRXjU0Amn0kkVrekCOQpzA0vpE6MNzFjEwiX5sodosCJBYJLIwQBb5ybYnXCAzsUDSJiimA7XSaIJ933q5Q1Qk0apDBZdicnLycPziZF5VfOLN3zilXLGHuHYkXxMyUM7x5pool56voEvLkJlUpVVl7mrfWuwNoFfvYOu3eUgIDgAUDibXrWTU1OK7D7tRuJOBPPXAvgHhK/6XE1sAEQneJxcV/CKYtCcvgg0aUQ7Xk4y4VEH99z/gBEOj7S6YJjS+mw+O5cY+e3PNBbog/HVUt83OAQXLy/CVJlJLgpVRausyLGNidLWJpTYqVSkMwTB9z6IsYkxb8ixqs7yvACifWKnHV0EF9DfoLuEOVSvYo7H8nurYd26FwfBMDZj+rgKFyPeSTT4sqRqPsPziClkrV9ccVnFdukW1IqaZbu2WSFGQOntViyFascaZJ12SG2B7y5CX2wPi8/T6FQKBQKyhEu45YbyvML8sPD+G/BIiAgqD5IPjPK88kFp6i8qIqeA3HZB6yY2IqgIklJdm5YiAy7PIV4WUt1R5x2y6sfFW4wqyPlSpAvHGhWKbEejSRFL1SRHjzRDoy52dHh/65hC7Sp4d419wWyowvXYsRD8K3RM3VqmOcHWK+rRGzl6KqinD2oWmyXLFmXPZTjKXS+OqVSmZefl5uXK5PJaJqmKRoocGd04eXlFRoS6u/n7857sgkICKoETk51c7ZvS6Eq9mjWVrjvBGuYhcoOLcCzTh7DIHHDqEXG4CQ/VaxlFZDvnNiaYVUqV1WgTSUYqxUWGBUVdfaeccWRolO3y6tSbsKa0QeqUl77aNULHb071/cCgDt37ngStRYaJFSrTVYOtZMujOolrXLez7PIFosloE5AZESkUqmUy+V4gOHm2gXDMGaz2WQyVVRVAgICjyGxMwrhJ1G6WvAWPZghUdkr31v3RILbU/FiqVEeJeZ+UE+WgyQmJ928VgE414x7ngWJbhtyMAZHndzv7DsN6WQZx3H/mLOsVHr9yDE1T8h31SNmiXWDVXd6DdLpiUxDOmzsliSpopPhHjPmtJvmjgUKUqoSIwSA/VfLD1wtaxcT2K2lwmnAGkZRmenr87n5ZUyfZmqJTeq1wiDBsWo/OJuEajPLynnFKmPMSfwHSppochVptcxmc1lZmdlslsvl7Lu0yXumCQhqJyTXLurVq/eAVSGo5YiOjmY/CaoQhFg3URuImvhZynPt6vqoa/XQAgB81Ip6YXVWHr7fp1m4p4zVBp4fIhC6KgbCGAHBIwyR0YXoQ+IICAgICChA83v617QW7uL70/dqWgUCAgICgn8daNdBCAgICAgAAECnNNa0Ch5Ap3iYtCUgICAgeDQgvjMKI78g/9yFcwaj4YFp4xG8lF6tWrbS+eoA4Pdjv9daPQmqCcQAhCCcVB8wtwHKh4nSAC8DEEt4mPFI1mhupggICB5JSI4u8gvyb9251blTZy8vrwepkPswGAzXbl4zmU2BdQJrs54E1QRiAEIQTqoPmNuHcXRBLOHhxSNZo7mZqmldCAgIqgWSo4tTZ09169LNaDQajbV3bb1BdIOjx48+0eWJWq7nQ4yqfe1JVaMmDKCGGHE72X9dpXiABdIgukHg+bMPKLGqQKDSAAAPoSXUbr/zYFEba7TL8nEVgM1UlapFQEBQW+BsZ1Slnw+NHxXnXiPhJKz0LZPJZDKbAD8M8OGGey/ffWAQvAO2CtSphiw+cAOwv1y6CiSB25I8SbY2VQp3H8WtEQAAIABJREFUnq5ZafEVKJCK6mUymep4PVRrFyoD1ApLcB88d/9gNffo4cQeiaqEtGqr0R75IMd4yNUznl3VSjZT7kCn02k0GrVa7eXlpVAoPH3fBQEBwYNBbm4u+93Z6AIxDFD254w7eQ1FpV9xIfU+DSdpIwR2v4Jc+d0q90CoisU+uEbUZYE6BKqSlISoOHHcB707MwD3U/CkKCvIi0gdcUeSZ1lC4IoTt8RIS/c8YtVYtWQBeSq+go/dZ18PQlEAQQ/X6EJpHV1US110RBW5xOr1hC6UrGTiVfbyOre8nEuprupsRXPrJJ5r/fhuioCAoJbjypUr7gRr0qQJ96fT0QUAsO+tohB3toJy+IsY23cKIQBAlPWdXZlZWR998unM6S8FBwZyo9heakrZRXDSpYTpIED2dgEJo3Dfr+UAiu0ZOOZLGFDsosRlu0zkJCQSedcgAhDxq+63SWIyxftdbrzN2Mkww/1mR/TFha4bPutbp9zMORKV6MwAKCScO5N41xpu7XBI1t7sPCNueYlRRom1+I78219s5Xy2kHKiL3BrAT8LomJFKgWF2DCuRi4i0/uM8JajQSKebSOrGitXrer33HORkREcRSTTF5iujVJBUKdW6vTVehwNhRxJCcHh5LRksm3iO+EvNE376XTx7dvPnP5SQECAMzUB2sR3+mr3F9FRUQBw+86d/kOG/XnyuPMo7kOOS1zcPSKHdyt64Bgl6yLHJfLDCEpcYC02MWfO/tm8WVOVSiUuyT0f6Py92VKuzz2/Z1cgLT19zfqNM6a96KfzcxoDf7gc3Uo0Gex3bjk6ujiuQ7IH57g1ln877Y4scApI6MQo7h+xbIiN2hwqF8UJ9oAXpAgICGoAzkYXDMNw+1vcW7l5ebu//Orsn3/lFxT46XThYWFduyR2SUiQyWS2wNTNWzc/WLKsV8+nA+vU4Uy6cP8icHA02MkBsr4p3NoZctzAyfVY9qkZhhH6KwQA/QYPY39rtZpmTZpMnjDB31+kJeD5UXsSYn0ZYZ8jJSXlpVdmfb37C6FM/gZUhMQEiEHsjsfXHJIXTwtJNxuSfXLgv5dWkjex2K5aF76xSESRMgB+O37+4sX5774/bPDAwQMGsKbVb/CwTz9cHh4eRgHcT0nlFR+HMzF6JBVztE1BYyrIhcOgG9n6AlZqeYN4flzk+MFNGEDIie2j35BhnOvgp9NtWrua2zuwpy7oKuJbeXn5O/fseXHSREFGkbCQv//xp7Ky8oXLli16521fX18JHgSEirEnFhocTJRi1eCJ4RuktME7ECooXBfD5g2rP4+oW9dsNl+4dPHztevfX7zkwyWLnUfhIqJu3QM/fO9+eJfAPUl33CPYLAEALly6tHbDpuzs7Pr16r23YB5FURcvXVrDvUI7jktEqrZgLGEL5lizRKK+t3gxrpgSktzzgWLpiUbj+2crRP2eg9OjAIIDg6Kiol6d++Zbc17jDp55Ily7eCnW7DoCOJSjg4tjazRN0z4+3nEtW44dkeTv5wcca7bnFAkybQuUwnODHOrwrW92f+HgEmzVzSbRwWXx6w7iJelqBoqAgOBhhtPRBUL2+QyOp8zIzJzzn3l1w8OmTp5YNyysuKj45p3bpSUlFEVxVm7Rni+/fnHiC63i4jhtPf5CIfusmaCfbf3AbpBinZRwREEBYp0ZYhjgwSb4vQXzwkJCTGbzzVu3t+7YuWbDxjmzZnIl8pCelfXBkiUrli21ShZtQbk5ogAA9Pqgjas/Q4gBgIzMrA+WLLVLEElENG1ut8aaVEZm1gdLl3y8dClQ7i0HOGoqUJMXUmQyz4WqkuGEM5Ng6yq7aGUlRKLMzKwPliz9eNkSqXZI0gAEE5KHfz/asnnzw0eODXy+H+4YIZuZYeiD7cUnLoKfMdvqm4hqyDZW4AqSak2F3QpOFULWFNgrGZlZHyxZ8rHNtDj9HFZvtzjBlQILoGga2Xot3LlTrv52g6cAAEpKi3899NvUiRO4yzL8HNl+lhQXv/ry9AOHDqWlZ3h7+4A4aQ55cUyNn03XIxN+Jthv1pQxjSvsNEplwUFRLrdS8Pf3CwwMAICQEL2fzm/m7Nech+dBJpO5XOuoAFy6R+s1msaz45+tXtuubZvBAwZ4a7W4knyKrwwc4K3VAqebK3SJGZlZHyxdumLZEtH03HSGCBjEmduyl4cz+vmlJub93Hd9fIsQ2Aw2KBg1fGh0ZMRnq9d+8O4CiqK5ot1zdyJ+GxwuidVoQbP53vx5oSEhFov56rXru/bu+3zd+tdnzQKHQTUlUk8Q4royvT544+pVCCEAlJGZjV0Nbqn1+qCNq1cxnPrkqLttIQVZWyrHcOxfkbabgIDgkYSz0QUwCFGs2wDbdidYu2lT49jYV16eJpfLKQQB/v5ReNoGd9ZsTmP2KzMoQAwwAI6r2WxDRHH+WhMBx5+I9U6cpsLe72AHM0h44M3208fbR6fTAUBgQICXl3LZRyu4QYUNgNFkvHc/hXEUR9m0EYmEAABoitb56hCDACiT0XTvfgrbYxO2bKJwXCSyhjWaDffupyBguJ11F3AYy9nnkBwuiWnkRLSU5lJReM0YElvxF5HsmIzRaLTRKDJCssYQNQDMlC2wwWA8debM8iWLZs998+r167ExDe3RGYTl0zRbfGDnTGzXF8UzSwf7tavFzxPl+FUi04I+A/5rD2IyGe7dT0GIESHObkCSnICNFl8fa6XAdxhualx9hDaPrZNBAHhDJKcygggogMED+yOA7k91AwBk9QYgaTvIzhLiUyZmwiJaOwmAsCnaaeRFFwxOeLI8Olabm5en1Wrx95LS0o9WrDySnIwY1Dkx4ZXp07y9vYVRuDujjEbj2g0bfz30W05OTovmzd97e34df3+TybRy1ecHfj1oMBoTOsbPfmWmzrYc5ARO3CPXEtgMZmZlPdWtm0arYQ3DekWj4TpGEfMAMJmMDt6Pt0okbSoO2iFA9l25Dtdd+0CxMhKYjluujxuIbReEgTsnJHSMjwewTq5JuTsnvo5/1TG+SI12dHEA4OPro/PTAUDHgAAfH+9Fyz60mje3PgkcGsUhGSGKomlfnQ4XMet+MeUULcO3hGMnntdCwPDDcCuYwE0REBA8RDAajXfu3issLPTz84uMqKtQKKRCuly7YDvV1hkOg6H8r/+de//t+TKaxnunOLB2jC0Wy54vvzp6/HhpSWlcy5YTxozy8fGhAJLGjn+m59O/Hf69oLBw787tgJDZZN6xa/fxk3+YTKbWreLGjhzp7a1FFIwYO/6Zp20hd2wTUQ5RiLK7ccSI7izGU8iIYaxOzWJhvLy8sMM0m03WpI32pJNPnPz4088AYOCwJACYNmVy18SEpLHje/V8+hBHmU9Xr7l163ZaRnpgQOCYEUltWrdKSU2dMXvO3h3bkk+cwBIGDLdK6JKYcOv2na07d966dVulUj3Wts2EMaN5iprNIjxwlBnBinIZCwD4yY0dAwAjxo7rnJD4x6lTFoZp/1jbiePGsmYhzA4AmEymvV99ffLU6fz8/JiYhtOnTtH5+vJTHDXS21ubkpr6/uKl0ZFRFy9dUqlU3Z/sRlFwJPl4dnZ2aEjopPHjYmMaImltR4yb0DUx4eLlK1nZ2Tpf3xHDhiZ0jLfnfTgn77zOpqQBOEye/XH6VGxsTEAd/4SO8b8fPRrToD4rAiGGQQwAsMWHL3717XcHfzuclZ2NJXy8dHF4WJiong6GZM+Xd0pq6vtLlkZHRto5AThy3IETkRIcZeNk7ISunRMuXuKm1ZE1LXF7QJRTTtjqAADAINxtcBgG8jI40pZBo8AScA3CFk5RVN3wsEnjxzeKjZGypUFJIzGHUsUtQYW3zbSc0UgBmDygMf6YzbQGcGh0VkPZiRDKyTDZiry8fK1WW15efvv2nU9Xr37u2Wfx9cXLlmdlZe/athUA3pg3f9Gy5e8tmO9c1LKPV1y8dHnua69GR0bK5XK80eWTVasvXbq8dOEHarV66UcffbTykwVvvelcDoi7R2tGGAZxBwwmk2nClBcRQq//Zx5N08/17vVc714Tpr7EvTLw+b4AYDabt0u7rAHD3ePWluiX33x75FgyW+MQw+DlESmnAZx5E4Gnmqrz9f109epbt26nZWQEBgSMGTkC2+GIseN4zYqbru/ipcsO7cLUyV0SE+y6GR0dGreZ27HNSS4kmeEMoiRqNNfF4aE+Xu0BCqAgv0CjVuNiLSsv37p959m//mIQatu61eik4RqNBpMnTJ3TirHu15rfBvXq4VtIKHMElgmAa5xY7ebYIgBQ7lSlB4nUtLS3Frzz3oJ5YaGhtVMgAUFtgNFkOn32T/w9PSMjPSOjXds2SqVSNLDTU90Oh8isX/PzCwAgMiICH6V4f8nSc+cv4BAfLVkcHhYKALv27rt0+cq0yZN9fLw3btm2efuOlyZPQgAGo1GjVi94602grIu8O3btvnbjxqyXp6lUqk1bt2/dsXPKxAmAwGAwatTqBf95U2zaDQB7R4TYuRgGCZb+sc4ABYUFarWKYZjbt+9s3LYtsVNHa9Jf7L5+48as6Q5Jd+zQPqJu+KzX3/hiyyYAoGmaQchgNKqx2rYZl7gWLXr26K5WqQ4fOfrhyk82r1tjXXFASCgBIfTp6jXt2raZNH6cyWQqKi4W5kiUB1FRLmMBgD05M06OAQCDwdgotuGIoYOzsrNXr9+4ev2GlyZPwnKE2ZHJZJu2bb9+4+aEMaPDQkNlcpmPtzdCiJ/i9p1TJk5ADGRlZffq0WPooIEn/vhjz5dfde2cODppeIhev2vvvtXr1y9ftNCJtgaDQSaXjx05IkSvP5KcvGrtusfatJbIO95nxU62SRkAYj8A4Mix5C6JiYhBXRISFi5dNjppuFwuR9ZY1gJliw8Avvzm28NHjk4YOyZEH3z33r3lKz5BCBBConoqlUrRfCGEsrKyej3d3U1O1GrVxi1WPq2cyNzkxF4jnHIC3LHEjFftO3YG9e83qH8/YUF8tnZd2zatlUql0BKKiooBYNjggY1jG/n56fZ9/c2aDRuXL/pAypYww1hbz2hkUFZWVq8ezmhEQtPynEanNZTClHK5lcL4yVNomg4KCgrV6/v37Tt6RBIAGE2mH3/+Zde2LXX8/QFg1svTh40aM//NN5zM+phMpq+//W739q3169VjLzIMs+/rr1d/sjIsNAQAhg0e/P4itw51iLlHa0ZmzOZbwua1qwePGLXwnbexMwcA3hXcbd3utsty7f127zl3/sKkCeOCg4LS0tIXLlvOVkx7BVGpNnKcBnCsWWCfWoQYqx2qVYePHP1wxUpsh9ZmxaknF3V9HTu0j4wIf2UOJ18M2vHF7mu8FmTSBECcZg74uZB01HxmKFdezsHFAUBBYaFapTIYjSmpaTv37H28S2csbcOmLbn5eUs+eA8AVn72+frNW6ZNmYxjClMXacW2bgIENE2npqWz2eHL3IRlAkjXbk5pU5R1i0Ol1i5Onzn74oyZkyaMnzRhPHuxYg9I+Pvq1RmvvjZ08KBQ2xbBSqJqBXIzcvrsn4uWLkvPyGjcKHb956vI03gJHjBu3brNu3Lz1u3GjWJFAzs/1W0RXsRr/VlZ2biFmzZlstlsBoDJ015GiGEYhmHQT/sPvPna7GB9MADq0jlh+85d7CLHY21ah4boAQAHPXDw0Juvv4a3Gvfs8dS6TZsRN6TeGtJBA7FtrfwwHMx/9338Ra1S9XjqycED+ksljYXgGos/kc3jctUGgE7xHbDMnj26f/P9fzOzsnAPXkpCaWlpbm4eRdFhoWHAO2RJgVWZuXMCAjnKIEll2CxLZaG0tDQ3N5eiqLCQUABgLFZyGtSrp1KpIurWnTBm9Pz33p80fhzu+QmzE1CnzqHDvy9+7926trOVCCGLxYJTDAwIAIBnejy1dtNmxDA4772e7gEAPZ96ct/X3/R9tnd4aCgCeO7Z3m/Of9s54QDQvdsTeI6nT69n9n71dVZ2dmhIiDXvtHVXmsgg0w0DKCgo/PvqP2NHjczNy6vj7+fl5fXX/861bdPalikGR+QW38/7D0x+YUJci+YAoA/WA7v8BdC9W7ewsBAA6NPbqqc+OFg0X1jgMz16AMDTNk5wHqU4Yfl0zQnXHqQ3CTmpFAvefCMkRI+/q7y8nBREUGCg0BJw7vraJuZ793x67rwFmKJO8fEAABT0fLrHN9//NzM7Wx8cBOwyERJPRZxGi43GpytFYzgO75RGe5UJDbVSJ2y43egOsZ0bLrKzsxmGiYywnvqNjIhgGCYnJ5ctAiEyMjMtFktE3brci1lZWeXl5WNemOhaD0dUwBLYqsGCe8Uj/ynCLYdci8Xyy4Ff337rrQYN6gFAcHAw2KzF5hhfCwgMAMR3Ghhms1nMPpHdp3Xv/s13/83MytIHB4MbnlzU9QEA1pm27g+2OsO3HJ0h62ldNnN8Rx0aCpTEHJnbzRxFUXX8/QMDAro93rVPr2cYhjGZzUeSkxe/966PtzfA/9k777goji+Az16lHhyoIN0aMYjtp9IVUbBrNPYaNbFXVOxibKhgAUUssaOgRGMUFUGTqKixG1vUKNJ75+DguN3fHwvLco2DOzjQ9/0Ysjcz++bN7HszO7szs2jyhHE+a9fPmjGDxWIhDBUXF+fk5mAMzMysJSIQ1WpVu44IQ1iVy0vLnDJh3Iq162fPmM5iVdxLyGy4KutPRqHqxtWoqB7/634t6sZPM6bLvMlWfoOEw8eOb1iz2rHSElRHRYHJKSmLvJdHnA0lf9IL8vPWrb1dXH6aOYOnr68eXQGgNmTTPmdBkpObKy9xDe8upAO1uNxWNtYPHz8ePmQwQki38pUoqmzWc3JzSktL12/aLFMU/RY5Jze3tKxs/c/VUuKyUlZXS1lVSQL8tpq1bPnw8ePgg4fdXJzJx2kys658jF31V6Jo1PFfd2OvXr+elZVdIhQihMjxlQIJ61b5XLoSucbXt03r1sMGDSLnkFDFycnJKS0rW79xU7UccbnKkCgoQmV2GyWyo0rR0tSkrKwsLy/fyIgvszhZ2dlisdikRXN61vKuF5mGvHC6enpkRuRPLodTaRVytaUrRj7NxXGcCiFkbHcjA3kGEHv/folQuNB7ORVyOzaWnP9Az5f6W1ZWll9QQCs4GV7R7xIETurDZlXoKa9cdLF6lXVCKFEn0vYvo07ohZVfPQqcQl9fjz5fX8GFkGkJEmqw2Wzy/kOGLYlElCVXrR2XyqVeq5E8ZimsRhkuo/INEEUzY2MMwxISE9u2aYMQSkxKYjAY5OJvSkmJU4yNjBBC7z58sOvYkQrk8XgYhl2KOGdhbl4rBVSxBHqU4qa7ptaP3hzRW5Wc8vJyC/OW9KXnpLXk5OSWlpWt3yi70SCRZ5/SbRqlmOKWXKZAKl/KrrJzc0vLytbV1KAprit5DbU8FFxHspuTSJybm0sQhKlJC/JEkxYtCILIzcttZmyMiMrcN1TlLn0F6SWSKbNFixYEQeTk5TWr3I1AZsOFkBpGFBRCofCvO3fCT52c+MOMV6/fdLL7VjqN8hskkK+R1YiKAkUi0ae4OOonvSApKakjRwyHoQWgKaSbIAWNkuLRBV79Uz4Vjx/69+176mxYr//9z8SkOT0DslnR1dXFMGyX3zbyWVHFFvtExXownNbs6uroYBgWsH2bKZmyuq6Vt3QKdwmpTCxzsR2VhiCI/3Xr7ubyNujAwY3r1rBYLJ3KrE1atMCqSyMqVmWImUxGtaqofLD05u2/J06fXjxv7jft27FY7MkzfqSi8Ip7UEkJzZs1mzlt6g+TJ0Xf+mPL9h3Be3dXjsowhJCutk71GqvIkfpbXl5OU6Zi9ryOdlURKD3JepCRna4uVRUEQglJyWw2m2fAwwmCLM6iefM6VBRnJkEQ5A3H5/iENq2rJmaQ12tX9Rxp92r0mwOcrj9BEPLOlRBC/ynzQkhfXHrBq0chhKHbsfdWeC/p3KkTGZuckrp6/QaBQEBOFKYe11F/mSymlpbW+w//mZpUPVcmcLxyHTPpE4gadejqaGMYFuC3zcREZp3Q3jVV3uZSUfLrhD6kwegyVayTimqhKYMkHilKXgjcgGeIEPocH9+mdWtUfYaG9J1HlWu0a89isyfPmFm5br6aB5HjELoyOnKaAolbOkpzTKlqpPLCJWQq5aGVC7Jl1m2t4HA4nv08/Pfs3bLRFyEUsCdw6OBB1LNeAx7v5avXCKFWNjbUKdra2h7ufdas9100f27HDrYcLseIz9fW1u7T223F6rUL5sy2srIsLi5OTUtzc3GpUQEFzSOOVy1LoyNhCRIhlXW+tXqdSzZZZGrFdauvq4thWGJScmta8QmcoF1Z6VyqVhCRexzH0VoqrKqJnvcNrU2jbIkyJ+WbPiTVqiuoATl1JcM+a2t1EteR6pGR5PWqODDg6WMYlpqWamlhiRBKS08nv8RC7sfV3LjZzKlk7rfI3MnXj/RmiiovXll7BjwehmGpaWnki7UqmbLKLv1TulB14K87dzt9a2diYuLZzyPy2jWZowv6hCJnd4/BAwc8fvIkJTXNyIi/aN48r/79EEJisTjk8JFrUTcKiwodezmsXLbU0NAQIbT+503/vnuXkJBoamrqvXiRq7OThPDaCsRx/OiJkxcv/Z6alkZKIF9ySmcUFR2zat16VPnxnM2+Gzradhg5dvyD23/2GzSEIIgp02cymMwpEyeQyykBoNEi9x4FIUTglfdTFT00jggcEbirs2OH9u02bNkSfeuP5JTUT3Gfgw8dad6sma6uLk4QbDa7R/due4ODn//zIiMzMyEx6enzF3jl6vAKYQROEDiHw+7erWvg/gMvXr7MyMiMT0h88vR51e0ITjZMFc8aK16Vk2fiBPkIElEtFE1PoprOFUIQwieOG43j4ogLFxGBcyuz/ufly4yMjPiEhCfPnpP56OvrI4QePHpYVFRUXCyoFFJ1XyIQCBDCWGxWekZG2PmIiliyacUJAifIh6wPHj4sLCoSFBfjBBEZFfXqzZuMrEwOh40xGCwWk9wRhUA4gXAOl929W9e9wQdevHqZkZkZn5D45NlzMlpfn4cQevDoUVFRsaC4BCcqekcCERwOp3vXroH7D7z4p6L2nj59TkZfvR716s2bTHp2BI4QiouPFxQLEhMTjp446dXPg4EhRODFAgFCGLuiOOfJGuOwOT27d98XcvDhoydZmdn5efkETnDYnO5du+6l5Vj9ehG0W0mquhBCiLrWe+nX+tlzaiVi1UXF8cpaJPQqL0RhkUAgKK6Mr/qn2AAQwpOTk7Kys+1sO1BmZ9bStGXLlg8ePiQIXE9X98PHj0nJKVV64gRGoH7ufU6Enol98Hdyauq9v/9GqGIjFIQq9rGhlQuxOdzu3boGBle7CqTNospb28rNWwjKpsm8aqhPgrJ/yowJ/UrTKiqsMC1azSnlFOQ38QoLCvLycsl/+fn5tNt9onqmiMPh9Pxf930hhx4+fpyVlZ2fX0DgZGVUzPogs0UI4QQuEBRVuEZmeoUtIaJyd2lEqVZlxtWrotKYSX98RmlFNjuoqhqrbEsJs0RUE0K1Bvr6epU+LigWCAgcv3o96tXrN5mZFS7DZLEkKlaybmvJ6hUrTFq0GDNh0rjJUy0tLZYvXUJFjRsz2s8/YOeuPRKnrFu9qkf3btv9d42dPHnj5i1CoRAhtGHN6s72nTb5+Y0aN2HVug2/X7mqVPbym8fCwoK8/ApLKMjPp+qZMgOJqqM33Xv3h7x4+arKnent58NHRYWCEkExgROR16Neva5q/SrqtlIUm8N27Nkj5Mgvr968zsjMePL8WYXZEASHw6HlkhWfkPT42Qt6G0i2VD26d99f2VIV5OUTONVEM9Mz0qk2rbob4rKbPlx200fghL4eWa6HRYWCYkFxpdWFvPhHsgZodUUvBc22nz4jTaqyX8iqqpnatHJUj4yqey7VVbFYLIeePU6eCcvNy8vNzzt1JszV2YnBwMiu5+qNqFdv32RmZXE4HDJ3qo9GVHkr+0FU2eRVyjybl5efl5dfIRNj0Bo9oprZ4IREx62iKyGErt+IHjxwAEJo8MABUTE3RSKR4vQlJSVsFmv5kiURZ0OHDxniu3lLaWkpQij44KG/Hz3e7Lv++OFDefl5AXsDyfSOvXr5rl0bdvqUh3sfnzVrxWLJKeK1FXj0xMlLV66s9ll+8VzYzm1bKTnSGfX36Hsu9DRC6FHsnUexdwZ49idTcjic2zE3EEKnjx+9HXMDhhZA46emVd3STQCGEMIWzp17NSrqWlT0qTNhujo6XeztN61fq6urS94dzpg29eLvl4+dCs3Lz2/ezNispVnnTp2oPWSp6dcIoZnTpv7626Ujx04UFBa2aN68palpl86dyCiyMUIVu+ZV6UTXg1JP1ueiEBVFxjKZrPmzZ63ftKWT3be233xTkfXxEwUFlVnbd0II09HWGTp40C/HT+rq6MyYOoV8LkIJQQh17tzZ2aGX/54gDofdvWtXIz6fiiJvs3R1dIYOHvTLiSoJr16/uXQ5UigUmrRoMW/WTywWW0JhGfVg3wkhpKOtLa0MtcfjzB+m/vrbpV+OS9beyzdvfrsiI7v9IYcQQsZGRi5OjiOGDiEDO3e2d3Lo5b8nkF4cnMCnT5sSfj7iRGhoaVlZ+7ZtF8yZxeFwyByPVM+ReqwlXef0v/LKiKo/UESVHZKuzLJXlR/VaAB37j3o2b07hjHwyltchDCHnj3u3Lvf29XVs5/H8VOh7du2Xem9hF6EMaNGMpnM8xcuCIoElpYWEsWhT33GcYLAcbJcEleBXvDqdVIpisARQjLrU6IOK0uKcBzXkTItWnGr3nIoqBOSn7dVrQY24PH27Q4gn3dKFxDHielTp4Sfjzhx+gxlCfSnm4igNqglOnfu7CTlGqRAumRZU6KRAAAgAElEQVTy+lKb/pC3IzKqwt5eTjXiVCBO4BjCFFUjaVpEtRLpaOsMq25aEi7DZrGqfyNCsm5lomAJqb6+3sZ1a2VG0Vem2lhbU0J4+vprV62USMzT1/fxXurjvVSBGtLU0hIQojW/VS+sqhukhDubmZp2tbcnMFTRftJbvzdvLlWrW3bFM4VKUdMmTzp7PuLA4V+KS0ratm5NNxvpRqMr2WjQ9rmdMW1K+PmIk7SWqrJNk7BDAkm25FJNHyG36dPR0ZYol0yLpddVxWYACKvqa6rs0x4hJNEvsFks2ns2ZVu56lenKgGGEIGhaZMmnj4bvnLdBgaD0b1rl/FjRlNCXr5+85tk7pXPRBCqKG+lj5CTc8iLQsr0Wbe+SiZt99uKsmMValc6IF3zan13bcnJzX3xzz8+y5ZmZ2ebtjDR1ta69+BBb1dXxWeNHjWSXBA1bfKkg0d+SUtPt7SwCDsfERy4x8LMDCE0dNCg3YFBZGJyoRdCaMLYMcdOnkpNS5Oei1grgWHnzvuuW+vs6IgQsrayooTIzIjFYiKEKj5MDABNFuzMmTNeXl7SETdu3bDrYCe1oWUFROV/lROnMEJ6kzzalCN6MioeIYRRb3pr3MRchhYIIfTq31eefT1TklNqOF+JzRUIGUeoWlFkC5GxgzqtZ6gpO8WK0ZpgOftDyNq/XSoThNDUmbP8Nm+s2sWi8rNHcuQ1HIo7mRrVkWsAss6stFuEyA0Rq6Wpsl/qSCQSzZg7b5ffNmNjY6n10wSSvChY9bJI/qqqcBUqWaK6ZEqqwSnk5E6rnIoAqSpCErv9yjO+au5fFVpp8gplypdY3WLVaqjSRihP/Kt/X437fpw6865PwiLCam4elWx7ZbaK8hslGe2h4kZKgRpyLUexbEX5yWj9GqTpk9fcKc5ctkdXP4fyXwzJ+IiexCWRmmJF1a1kN04dVtRYLWtJzh0EQpWFkj4lKioqJibG0NDQzs7OwMBAX1/f3NxcR0dHW1uby+VevPR74P5ghGHUYu5+fd13bN2C5O8ZRQ+nfmpraQ0c/p1E1k8f3CMI4nLk1dNnz6ampgmKi5GsrRpqJbC0tNSxt/vFc2HUuIJMb21lJTMjid2uFBQEABqGt2/fkgex9x9Ix1K7Ttva2uZULvt+8eJFjau6q+9LTT0ExCp6F+rxZVUU1enQnk4QBPmkkp4EVUtCVDRvUn0FdQpG5VWZDkNVHR+uaP9sKqHsmxbaLzn327L61+pNsKKbI1k3U1VJpTptOch51iPReivKmXoZhSFM9i5Mkhoo0QUr9QRKYSKMWscg48SqrlGGBjUZgGQnKXeHJcqKqwdj7//7j8lgGBoaItrjN7qasq5epVZSeUllIGu4IasSqv3CMHpdVfln1f8U1gkZX+22ofL/mIyEUikJWedWuySoejLpAknZnSzzkDE4kZm3/BFHzf5Czw6rXlj6nHYZddu0UNQ8ymkbJe4rpU9CsnxWXpNIO5TfGCrREhLVBcloeeVKlxBU3ZYks5Rs92rZ6NXQ3Mlq66QaOiVbOXoVSH2Mm+6w9CYJq8xQVlMmtxGj3lWSpaimpvxLR9A216UVre6udO1G9J6Anc6OjgwGA8Owz/Hx4ydPLSwsIqc7Kv9KxMDAQOYeCY+fPtsRsGvntq1dOttzOJwezjW8FalRIIfD0dXR+eflK/pbixozEovF8PoCaNIo3pGWqHYnIuG2sj5fR6Uj6D1Q1eMQ+XcciN7eYTIS0WfOIIQIjJxBXl1VOSjfjhEy2j1ZYbWi5pspWbdSiuNlipHRX9I1r5qMLu9+TlpTBV2wgq67VijRH0j0V5VHCg1Ato3VnEQsFhcJBGKxODExKTT8nId7H6xys0hM8sRqDwAlD5QpltR4Rq52VXeBcsypolpqcgoFWilROTWeST9LTmHkl5F+rtzmRSprhaOdGjOqjJeRgFYqybptWihqHpWpZakWsP4aQznDf+kYJYYWSsTLPU2uL8i666+dryhKLGVySJFHS/XI8mIkgukjGSmXIaoFy1O22lhEql1EstsrWktVR1f6HB+flp7+v27dqJBWNjY2NtbRt26NH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"&gt;&lt;/p&gt;
&lt;p&gt;Pour des modifications de langues plus ponctuelles, faites un clic gauche sur la langue dans la barre du bas et sélectionnez plus. Dans l’onglet police, sélectionnez la langue que vous désirez. Vous pouvez également choisir aucune pour n’avoir aucune correction (car vous êtes vraiment bon en orthographe, ce paragraphe contient du code…)&lt;/p&gt;
&lt;p&gt;Si vous voyez la langue avec un trait bleu à côté, cela veut dire qu’elle est installée, sinon c’est à vous de l’ajouter. Sous Linux, consultez votre gestionnaire de paquets, sous Windows, allez voir &lt;a href="http://extensions.libreoffice.org/extension-center/dictionnaires-francais"&gt;http://extensions.libreoffice.org/extension-center/dictionnaires-francais&lt;/a&gt;.&lt;/p&gt;
&lt;h2&gt;La correction grammaticale&lt;/h2&gt;
&lt;p&gt;LibreOffice ne propose pas de correcteur grammatical par défaut. Heureusement, la communauté propose des extensions pour pallier ce problème. Vous pouvez installer &lt;em&gt;LanguageTools&lt;/em&gt; qui supporte de nombreuses langues et &lt;em&gt;grammalecte&lt;/em&gt; qui ne supporte que le français, mais renvoie moins de faux positifs.&lt;/p&gt;
&lt;p&gt;&lt;a href="http://www.languagetool.org/"&gt;http://www.languagetool.org/&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="http://www.dicollecte.org/grammalecte/"&gt;http://www.dicollecte.org/grammalecte/&lt;/a&gt;&lt;/p&gt;
&lt;h1&gt;Divers&lt;/h1&gt;
&lt;h2&gt;Puces et numérotation&lt;/h2&gt;
&lt;p&gt;&lt;em&gt;Pour construire une liste, allez dans le menu &lt;/em&gt;Format &amp;gt; Puces et numérota tion*. De nombreux formats de puces et de numérotation sont disponibles. Et même des plans ! Faites votre choix.&lt;/p&gt;
&lt;h2&gt;*Les divers collages&lt;/h2&gt;
&lt;p&gt;&lt;em&gt;Lorsque vous collez un texte, par défaut, LibreOffice conserve le formatage. Néanmoins, parfois, vous désirez vous en débarrasser. Pour cela, utilisez le raccourci clavier &lt;/em&gt;Ctrl + Maj + V* et sélectionnez le texte non formaté. Les autres options de texte gardent une partie du formatage.&lt;/p&gt;
&lt;h1&gt;Citations&lt;/h1&gt;
&lt;p&gt;&lt;em&gt;« Note that underlining for emphasis is considered bad practice in the publishing world. Underlining is only used when the output device can’t do highlighting in another way — for example, when using a typewriter. »&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;Michel Goossens et al. in the LATEX Companion&lt;/p&gt;
&lt;p&gt;*« Perhaps poets who wish to speak in a still small voice will cause future books to make use of frequent font variations, but nowadays it’s only an occasional font freak (like the author of this manual) who likes such experiments. » *&lt;/p&gt;
&lt;p&gt;Donald Knuth in the TEXbook&lt;/p&gt;
&lt;h1&gt;Auteur et licences&lt;/h1&gt;
&lt;p&gt;Ce document a été écrit par Julien Enselme, élève à l’école Centrale Marseille pour l’usage de tous ceux qui veulent. Vous pouvez envoyer vos suggestions à &lt;a href="mailto:jenselme@centrale-marseille.fr"&gt;jenselme@centrale-marseille.fr&lt;/a&gt; et trouver une version actualisée de ce document (et peut-être des tutos sur les autres logiciels de la suite bureautique LibreOffice) :&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;en ODT : &lt;a href="http://www.jujens.eu/static/libreoffice/tuto_LibreOffice_Writer_basique.odt"&gt;http://www.jujens.eu/static/libreoffice/tuto_LibreOffice_Writer_basique.odt&lt;/a&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;en PDF : &lt;a href="http://www.jujens.eu/static/libreoffice/tuto_LibreOffice_Writer_basique.pdf"&gt;http://www.jujens.eu/static/libreoffice/tuto_LibreOffice_Writer_basique.pdf&lt;/a&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;en ligne : &lt;a href="http://www.jujens.eu/posts/2013/Dec/02/tuto_LibreOffice_Writer_basique/"&gt;http://www.jujens.eu/posts/2013/Dec/02/tuto_LibreOffice_Writer_basique/&lt;/a&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Ce document est distribué sous Creative Commons BY-SA v3 (Parité, partage à l’identique). Pour plus d’information, voir :&lt;/p&gt;
&lt;p&gt;&lt;a href="https://creativecommons.org/licenses/by-sa/3.0/legalcode"&gt;https://creativecommons.org/licenses/by-sa/3.0/legalcode&lt;/a&gt;&lt;/p&gt;
&lt;h1&gt;Remerciements&lt;/h1&gt;
&lt;p&gt;Je remercie chaleureusement tous ceux qui m’ont conseillé et m’ont signalé les coquilles, imprécisions anciennement contenues dans ce document. Mes remerciements vont en particulier aux membres de la liste Ginfo de l’école pour leurs nombreux conseils et corrections, ainsi qu’au secrétaire de l’association la mouette.&lt;/p&gt;</content><category term="Libreoffice"/></entry><entry><title>Tutoriel d’utilisation avancé de LibreOffice Writer</title><link href="https://www.jujens.eu/posts/2013/Oct/25/tuto_LibreOffice_Writer_avance/" rel="alternate"/><published>2013-10-25T00:00:00+02:00</published><updated>2013-10-25T00:00:00+02:00</updated><author><name>Julien Enselme</name></author><id>tag:www.jujens.eu,2013-10-25:/posts/2013/Oct/25/tuto_LibreOffice_Writer_avance/</id><summary type="html">&lt;h1&gt;Introduction&lt;/h1&gt;
&lt;p&gt;TODO&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Sommaire&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__304_726403024"&gt;I. Introduction    2&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__306_726403024"&gt;1 La table des matières : fonctionnalités avancées 4&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__1287_1283162286"&gt;2 Créer ses styles personnalisés   5&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__3059_1978503572"&gt;3 Les commentaires 6&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__3061_1978503572"&gt;4 Les champs   6&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__3179_1136772109"&gt;5 Renvois  6&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__308_726403024"&gt;6 Les formules et les équations (mathématiques et chimiques)   6&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__1289_1283162286"&gt;6.1 Forme générale 6&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__1291_1283162286"&gt;6.2 Exemples les …&lt;/a&gt;&lt;/p&gt;</summary><content type="html">&lt;h1&gt;Introduction&lt;/h1&gt;
&lt;p&gt;TODO&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Sommaire&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__304_726403024"&gt;I. Introduction    2&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__306_726403024"&gt;1 La table des matières : fonctionnalités avancées 4&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__1287_1283162286"&gt;2 Créer ses styles personnalisés   5&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__3059_1978503572"&gt;3 Les commentaires 6&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__3061_1978503572"&gt;4 Les champs   6&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__3179_1136772109"&gt;5 Renvois  6&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__308_726403024"&gt;6 Les formules et les équations (mathématiques et chimiques)   6&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__1289_1283162286"&gt;6.1 Forme générale 6&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__1291_1283162286"&gt;6.2 Exemples les plus courants 6&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__2982_1136772109"&gt;6.3 Mise en forme  7&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__3181_1136772109"&gt;6.4 Numéroter ses équations    8&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__3183_1136772109"&gt;7 Bibliographie    8&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__1867_1907339193"&gt;7.1 Constitution de la bibliographie   8&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__1869_1907339193"&gt;7.2 Affichage de la bibliographie  9&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__310_726403024"&gt;8 Notes de bas de page 9&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__312_726403024"&gt;9 Format de page   9&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__3162_1880578451"&gt;10 Les diagrammes et objets OLE    9&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__1871_1907339193"&gt;10.1 Diagrammes    9&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__1873_1907339193"&gt;10.2 Autres objets OLE 9&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__314_726403024"&gt;11 Illustrations   9&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__3166_1880578451"&gt;11.1 Créer une illustration    9&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__3168_1880578451"&gt;11.2 Table des illustrations   10&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__1293_1283162286"&gt;12 Métadonnées 10&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__1875_1907339193"&gt;13 Formulaires 11&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__1877_1907339193"&gt;14 Publipostage    11&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__3661_1880578451"&gt;15 Références  12&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__318_726403024"&gt;16 Suivis des modifications    12&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__320_726403024"&gt;17 Les bonus   12&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__322_726403024"&gt;17.1 Faire des dessins 12&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__2673_1283162286"&gt;17.2 Exporter son document 12&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__324_726403024"&gt;17.3 Les PDF hybrides  12&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__326_726403024"&gt;17.4 LaTeX et LibreOffice  13&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__328_726403024"&gt;17.4.1 L’import    13&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__330_726403024"&gt;17.4.2 L’export    13&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__332_726403024"&gt;17.5 Envoyer des documents sur les serveurs de l’école facilement  13&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__334_726403024"&gt;18 Auteurs et licence  13&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="#__RefHeading__3185_1136772109"&gt;19 Pour aller plus loin    13&lt;/a&gt;&lt;/p&gt;
&lt;h1&gt;La table des matières : fonctionnalités avancées&lt;/h1&gt;
&lt;p&gt;Vous savez désormais insérer des tables des matières. Voyons maintenant comment personnaliser cette table pour la rendre conforme à vos désirs.&lt;/p&gt;
&lt;p&gt;&lt;img alt="Création d’une table des matières" src="data:image/png;base64,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"&gt;Tout d’abord, vous n’êtes pas obligés de faire apparaitre tous vos niveaux de titres dans la table, surtout si vous en avez de nombreux. Dans le champ &lt;em&gt;Évaluer jusqu’au niveau&lt;/em&gt; entrez le nombre qui correspond au niveau maximum de titres souhaités. Par défaut ce chiffre est de 10, ce qui correspond au nombreux de niveau de titres par défaut.&lt;/p&gt;
&lt;p&gt;&lt;em&gt;Ensuite, vous pouvez changer l’ordre du texte de la table, en supprimer, choisir la partie du texte cliquable qui vous envoie vers votre chapitre… Pour cela, allez dans l’onglet &lt;/em&gt;Entrées*. Sélectionner le niveau de titre que vous souhaitez modifier. Par exemple, pour ne placer le lien hypertexte que sur le numéro du chapitre :&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;*Cliquez sur FH (fin de l’hypertexte)&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;*Cliquez dans la case vide à droite de E# (numéro de chapitre)&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;*Cliquez sur le bouton hyperlien&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;*Et c’est tout. De la même manière, vous pouvez déplacer le numéro de page, supprimer le numéro de titre…&lt;/p&gt;
&lt;h1&gt;Créer ses styles personnalisés&lt;/h1&gt;
&lt;p&gt;Ouvrez l’écran &lt;em&gt;Style et formatage&lt;/em&gt; (&lt;em&gt;F11&lt;/em&gt;). Faites un clic droit et cliquez sur &lt;em&gt;Nouveau…&lt;/em&gt;&lt;/p&gt;
&lt;p&gt;&lt;em&gt;&lt;img alt="Création d’un style personnalisé" src="data:image/png;base64,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"&gt;Entrez un nom pour ce style.  Le &lt;/em&gt;Style de suite&lt;em&gt; est le style de texte qui sera appliqué lorsque vous appuierez sur la touche &lt;/em&gt;Entrée&lt;em&gt;. Le champ &lt;/em&gt;Lié à&lt;em&gt; permet de faire jouer l’héritage des propriétés du style parent. Si vous effectuez une modification à ce style, elle sera appliquée à votre nouveau style. Le champ &lt;/em&gt;Catégorie* permet de classer les styles. Ce classement est accessible via le menu déroulant en bas de l’écran de style.&lt;/p&gt;
&lt;p&gt;*Concernant les autres onglets, ils vont vous permettre de personnaliser votre style. Signalons tout de même dans l’onglet Enchainement, l’option qui vous active la césure automatique.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Si vous rencontrez des problèmes liés au style, sélectionnez le texte concerné, puis clique droit et cliquez sur &lt;em&gt;Effacez le formatage direct&lt;/em&gt;.&lt;/strong&gt;&lt;/p&gt;
&lt;h1&gt;Les commentaires&lt;/h1&gt;
&lt;p&gt;Vous pouvez ajouter des commentaires à un endroit du texte. Pour cela, allez dans &lt;em&gt;Barre d’outil : Insertions &amp;gt; Commentaires&lt;/em&gt;. Dans la boite qui apparait à droite, vous pouvez entrer votre texte. Les commentaires contiennent le nom du commentateur et la date. À côté de ces informations, la flèche vous permet de supprimer ce commentaire.&lt;/p&gt;
&lt;h1&gt;Les champs&lt;/h1&gt;
&lt;h1&gt;Renvois&lt;/h1&gt;
&lt;h1&gt;Les formules et les équations (mathématiques et chimiques)&lt;/h1&gt;
&lt;p&gt;Même si LibreOffice n’est pas LaTeX et propose moins de symboles, on peut faire de « belles » équations avec !&lt;/p&gt;
&lt;p&gt;&lt;img alt="Un exemple de formule" src="data:image/png;base64,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"&gt;&lt;/p&gt;
&lt;h2&gt;Forme générale&lt;/h2&gt;
&lt;p&gt;Pour insérer une équation, allez dans &lt;em&gt;Barre d’outils : Insertion &amp;gt; Objet &amp;gt; Formule&lt;/em&gt;. Un cadre apparait en bas de l’écran dans lequel vous pouvez taper votre formule. Si vous ne connaissez pas les commandes, une fenêtre apparait également avec les dessins de relations, opérations… En cliquant sur ceux-ci, du texte est inséré dans le cadre d’édition de votre formule. Bien pratique si vous ne connaissez pas le texte permettant d’insérer ce symbole !&lt;/p&gt;
&lt;p&gt;NB : Si cette fenêtre n’apparait pas, sélectionnez &lt;em&gt;Éléments&lt;/em&gt; dans &lt;em&gt;Barre d’outils : Affichage&lt;/em&gt;.&lt;/p&gt;
&lt;p&gt;Ce texte est composé de deux éléments distincts :&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;&lt;em&gt;\&amp;lt;?&amp;gt; &lt;/em&gt;à remplacer par votre texte (le plus souvent ce sera des nombres)&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;em&gt;symbole&lt;/em&gt; qui schématise l’emplacement d’un symbole.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;*Par défaut, seul un chiffre ou groupe de chiffre sans espace est concerné par le symbole. Pour que celui-ci affecte toute une expression, mettez celle-ci entre accolades. Vous pouvez également utiliser des parenthèses, mais celles-ci apparaitront dans la formule.&lt;/p&gt;
&lt;h2&gt;*Exemples les plus courants&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;Les fractions :&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;img alt="1/(x+2)" src="data:image/png;base64,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"&gt;1 over {x + 2} &lt;img alt="1/(x+2) avec les parenthèses au dénominateur" src="data:image/png;base64,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"&gt;1 over (x + 2)&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;La puissance :&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;img alt="x au carré" src="data:image/png;base64,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"&gt;x^2&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Les indices :&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;img alt="x indice 0" src="data:image/png;base64,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"&gt;x_0&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;La somme :&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;img alt="Somme de 1 à 100 de 1/n²" src="data:image/png;base64,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"&gt;sum from n = 1 to 100 {1 over n^2}&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;L’intégration :&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;img alt="Intégrale de - l’infini à + l’infini de x + 2" src="data:image/png;base64,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"&gt;int from - infty to 0 {x + 2 dx}&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Les lettres grecques :&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;img alt="alpha + beta + gamma" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAD4AAAASCAIAAACMzfpeAAAACXBIWXMAAAsTAAALEwEAmpwYAAADt0lEQVRIiWP8//8/w9AETAPtAPIBC01M/ftke2N+9/H/Ilzvn/+3qZ7R4CHFTH1b/lMf/Lk7xUnUsu3Kz////33em60s7Dvv6V/qW0ODBPPv0cYVJ5X8gzXYGBgYeazcrf4f2Hb4G/Xtocjpfx/umtqz4vwX1Iz+5+7Nu/+lZKFJhImDk+3Pl8/fUdX8/3xuec+03Y/+UmA7Lqf/e7GnKdDG1ic0yCOwfPvzHwdzFQR8F7xCdcDfuxvba+ec+ITmrO/fvjOwskFy0f9PT598kdDQEGBEVfPpxJzajo33UJz+/+OxGjNeTqve2xDhP9cmOAhLpe/+RYrT/z2alxS5QKx2y+bVa1flfGsp7d18/G9AWpAoI1blaOA/vLz9/+nM1Dm3nOvyLFmJ0MfIb1lWE8h/btnKG38ZGBgYWNS9PDVlZSRxBC/WEubfw3ULD7C5b3bkZ2Rg4LOLsSlwmvItcYsrH8Tlfx8dW3/88V8Ghj9Xb3//+/LsplUrBRkZmHg1nDz1hRGe+32mxzO07b5+9UIPGWj58v/9lZ17rn78x/D/3ZmX/76x7F+z8iUzAwOzlLmfrQIbAwMjn2t8oJj3+vU3KrW1mf9/PHP2r2u5Bq5SEFve/bkzVZzdtO36Hwj38/JgPtWioz9h0l9XRwhwcHBwcHCwMTMyMLGyc3BwcHBw61ad+vX/////PzbG8HOFrf7+/////3/fne5wFpUNW/bk7///////vtBozMPBwcHBwc7CxMDIzAYxhj9oyft/UMN/HMhV4DBrv/Hn/783SyOd267+wVXCYHX6jy3xQmwWXbcguv4+murMo1x09BemF/dmSXM4T0Mr+ZCd/v///28bY4XY0RX9fTLViUM2e//P/xjg5/5ceS6b/nu/n80N9p36EHepijUdMUtISTC+fPbyHwMDA8PfWys2XWN9cuTQPfKKA2Z2NhbGv3+I1sxm4ecpdH7H7jOrN7OGhcjiLgKxyrBoe7hIP92++tin/z+vz2y+EdoVLnplx+4n/0h3+P8PhzYe/KLpbI8rs2ECDis/N77j0/LXCUX64S0XsEfGv9d761yVxOV0rIIb9738826xPzeHdsmhT/9Qlf38+Orlu69ocfpjYww/m7JLbIS/t7uTma6+a/7yG9//o4E/X9++fPURS3r5/////0/ro0VYFHL2YehCATRoCKCldTLAn7u91jyec17/w6tqULYc/714+uLPu7fv8CfQwen01y9f//3y6Qv+nsTgdPq//4z/f3z/gd/pANnmDrEDksaPAAAAAElFTkSuQmCC"&gt;%alpha + %bêta + %gamma&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Les vecteurs :&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;img alt="Vecteur E₁" src="data:image/png;base64,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"&gt;widevec {E_1}&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Le saut de ligne : newline&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Les systèmes d’équations : &lt;img alt="Un système d’équation" src="data:image/png;base64,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"&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;left lbrace stack {x + y + 2 = 0 # x^2 + y + 7 = 0 # 3*x + y = 9} right none&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Les matrices : &lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;left [ matrix{1#0##0#1} right ] nitalic{ et }&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;left [matrix{A_11#A_12#dotsaxis#A_{1n}##A_21#{} #{}#A_{2n}##dotsvert#{}#{}#dotsvert##A_{n1}#A_{n2}#dotsaxis#A_nn} right ]&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;***&lt;img alt="Quelques matrices" src="data:image/png;base64,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"&gt;
  **&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;La chimie : &lt;img alt="Une équation chimique" src="data:image/png;base64,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"&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;nitalic{ H_{3}O^{-{}} + H_{2}O %Ux21CC 2H_2 O}&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Les autres caractères spéciaux : vous disposez d’un catalogue de symbole à votre disposition via le bouton &lt;img alt="Bouton des caractères spéciaux" src="data:image/png;base64,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"&gt;. Si la liste ne vous convient pas, vous pouvez ajouter d’autres caractères (dans le jeu de symboles Spécial de préférence) via le bouton insérer. Vous pouvez également utiliser directement le code UTF-8 si vous le connaissez.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h2&gt;Mise en forme&lt;/h2&gt;
&lt;p&gt;&lt;em&gt;Il est tout à fait possible de changer la taille et la fonte d’écriture de votre équation. Pour cela, cliquez sur l’équation à modifier et allez dans Barre d’outil : Format&lt;/em&gt;&lt;strong&gt; et choisissez le sous-menu que vous désirez (Polices, Tailles de police)&lt;em&gt;. Les modifications seront localisées à l’équation courante à moins que vous ne cliquiez sur Par défaut&lt;/em&gt;.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;em&gt;Vous pouvez également apporter des modifications de style locales. Pour cela, il faut utiliser la commande &lt;/em&gt;size. *Vous pouvez indiquer une taille absolue ou relative :&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;*&lt;img alt="Example de mise en forme de changement de taille" src="data:image/png;base64,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"&gt;&lt;/strong&gt;x + 3 size 8{y}&lt;/p&gt;
&lt;p&gt;***&lt;img alt="Example de mise en forme de changement de taille" src="data:image/png;base64,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"&gt;
** %alpha + size *1.5{%BÊTA} + size /1.5{%igamma}&lt;/p&gt;
&lt;p&gt;Vous pouvez également mettre de la couleur avec la commande color. Vous pouvez choisir parmi les couleurs suivantes : white, black, cyan, magenta, red, blue, green, yellow.&lt;/p&gt;
&lt;p&gt;&lt;img alt="Example de changement de couleur" src="data:image/png;base64,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"&gt;color green AAUIE {color red bépo}&lt;/p&gt;
&lt;h2&gt;Numéroter ses équations&lt;/h2&gt;
&lt;p&gt;C’est sans conteste une fonctionnalité très appréciable, mais cachée. Démarrez une nouvelle ligne. Tapez &lt;strong&gt;nf (en environnement français) ou fn (en environnement anglais)&lt;/strong&gt; puis appuyez sur la touche &lt;em&gt;F3.&lt;/em&gt; Le cadre ci-dessous va alors apparaitre.&lt;/p&gt;
&lt;table&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th style="text-align: center;"&gt;&lt;img alt="formule" src="data:image/png;base64,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"&gt;&lt;/th&gt;
&lt;th style="text-align: right;"&gt;()&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;&lt;/td&gt;
&lt;td&gt;&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt;Vous pouvez évidemment faire un renvoi vers cette équation. Allez dans &lt;em&gt;Barre d’outil : Insertion &amp;gt; Renvoi…&lt;/em&gt; Dans &lt;em&gt;Type de champ&lt;/em&gt;, sélectionnez Texte. Dans &lt;em&gt;Sélection&lt;/em&gt;, sélectionnez le numéro de votre équation. Dans &lt;em&gt;Insérer une référence à&lt;/em&gt;, choisissez &lt;em&gt;Référence&lt;/em&gt;.&lt;/p&gt;
&lt;h1&gt;Bibliographie&lt;/h1&gt;
&lt;p&gt;La bibliographie se gère de deux manières différentes pour ce qui est du stockage de l'information, mais se gère de la même manière que la table des matières pour l’affichage.&lt;/p&gt;
&lt;h2&gt;Constitution de la bibliographie&lt;/h2&gt;
&lt;p&gt;Vous avez deux manières de stocker vos informations bibliographiques :&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;Soit dans une base de données LibreOffice, pour cela utilisez LibreOffice Base, ainsi vos données seront réutilisables dans tous les documents LibreOffice manipulés sur votre ordinateur. À vérifier, la possibilité de réaliser une base de données LibreOffice accessible par le réseau et donc utilisable à plusieurs en simultanément.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Soit dans le document sur lequel vous êtes en train de travailler, pour que quelqu’un d’autre puisse le manipuler sans devoir accéder à la base de données, impossible de réutiliser les données dans un autre document.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Nous allons voir la deuxième possibilité. Pour créer une entrée de bibliographie :&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;Cliquez sur &lt;em&gt;Insertion &amp;gt; Index et Tables &amp;gt; Entrées de bibliographie&lt;/em&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Choisissez &lt;em&gt;à partir du contenu du document &lt;/em&gt;(l’autre option si vous utilisez une base de données)&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Cliquez sur &lt;em&gt;Nouveau&lt;/em&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Choisissez un type et remplissez les données, puis cliquez sur &lt;em&gt;OK&lt;/em&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Votre entrée de bibliographie est prête à être insérée n’importe où dans le document, autant de fois que souhaité en cliquant sur &lt;em&gt;Insérer&lt;/em&gt;.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h2&gt;Affichage de la bibliographie&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;Cliquez sur &lt;em&gt;Insertion &amp;gt; Index et Tables &amp;gt; Index et tables&lt;/em&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Dans type, choisir &lt;em&gt;Bibliographie&lt;/em&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Comme pour la table des matières, vous avez accès à tout un tas d'options (que vous pourrez modifier par la suite),&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;cliquez sur &lt;em&gt;OK &lt;/em&gt;pour finir.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Votre bibliographie est prête. Elle se mettra à jour en allant sur &lt;em&gt;Outils &amp;gt; Actualiser &amp;gt; l'option que vous souhaitez&lt;/em&gt;.&lt;/p&gt;
&lt;h1&gt;Notes de bas de page&lt;/h1&gt;
&lt;h1&gt;Format de page&lt;/h1&gt;
&lt;h1&gt;Les diagrammes et objets OLE&lt;/h1&gt;
&lt;h2&gt;Diagrammes&lt;/h2&gt;
&lt;p&gt;Vous pouvez insérer des diagrammes (histogramme, nuage de points) dans vos documents LibreOffice sans utiliser des images. Allez dans &lt;em&gt;Barre d’outils : Insertions &amp;gt; Objet &amp;gt; Diagramme…&lt;/em&gt; &lt;/p&gt;
&lt;h2&gt;Autres objets OLE&lt;/h2&gt;
&lt;h1&gt;Illustrations&lt;/h1&gt;
&lt;h2&gt;Créer une illustration&lt;/h2&gt;
&lt;p&gt;Vous savez insérer des images dans votre fichier. C’est bien. Mais vous voulez peut-être mettre une légende à cette image, ou faire une table à la fin de votre rapport rappelant toutes les images insérées dans votre document.&lt;/p&gt;
&lt;p&gt;C’est très simple : faites un clic droit sur votre image et choisissez &lt;em&gt;Légende… &lt;/em&gt;Dans la boite légende, tapez votre légende. Par défaut, votre légende sera précédée de &lt;em&gt;Illustration&lt;/em&gt;. Dans le champ &lt;em&gt;Catégorie&lt;/em&gt;, vous pouvez choisir &lt;em&gt;\&amp;lt;Aucun(e)&amp;gt;&lt;/em&gt; pour supprimer ce mot. Par contre, dans ce cas, vous ne pourrez faire apparaitre votre illustration dans la table. Vous pouvez en revanche choisir votre propre nom : sélectionnez le texte dans &lt;em&gt;Catégorie&lt;/em&gt; et entrez votre texte.&lt;/p&gt;
&lt;p&gt;*Vous pouvez choisir votre numérotation, séparateur…&lt;/p&gt;
&lt;h2&gt;Table des illustrations&lt;/h2&gt;
&lt;p&gt;&lt;em&gt;Pour créer une table des illustrations, il faut procéder de façon analogue à la création de tables des matières. Allez dans le menu Insertion &amp;gt; Index et tables &amp;gt; Index et tables… &lt;/em&gt;Dans le type d’index, choisissez Index des illustrations*.&lt;/p&gt;
&lt;h1&gt;Métadonnées&lt;/h1&gt;
&lt;p&gt;Vous pouvez ajouter des informations supplémentaires à votre document, tel que l’auteur, la licence, des mots clés… Lors de l’export en PDF, par exemple, ces informations seront disponibles via la fenêtre de propriété du document.&lt;/p&gt;
&lt;p&gt;Pour ajouter les métadonnées, allez dans &lt;em&gt;Barre d’outils : Fichier &amp;gt; Propriétés…&lt;/em&gt; Vous n’avez plus qu’à remplir les champs. Les données d’identités (principalement utiles dans un contexte professionnel) se trouve dans le menu &lt;em&gt;Outils &amp;gt; Options…&lt;/em&gt;, puis dans la section &lt;em&gt;LibreOffice &amp;gt; Données d’identités&lt;/em&gt;. Vous n’avez plus qu’à compléter avec votre nom, votre adresse…&lt;/p&gt;
&lt;h1&gt;Formulaires&lt;/h1&gt;
&lt;p&gt;Vous pouvez générer des formulaires avec LibreOffice, ce qui vous permettra d’envoyer des documents, par exemple au format PDF, et de les recevoir remplit. Plus besoin que les personnes les impriment pour les remplir et les scanner pour renvoi.&lt;/p&gt;
&lt;p&gt;Pour cela, aller dans &lt;em&gt;Affichage &amp;gt; Barres d’outils &amp;gt; Contrôles de formulaire&lt;/em&gt;.&lt;/p&gt;
&lt;p&gt;Cliquer sur « &lt;em&gt;activer le mode Ébauche&lt;/em&gt; », les boutons permettant de placer des éléments de formulaire vont devenir disponibles.&lt;/p&gt;
&lt;p&gt;Il faudra aller dans les options de chaque élément pour configurer les valeurs possibles pour une liste de sélection, l’étiquette de l’élément, etc.&lt;/p&gt;
&lt;h1&gt;Publipostage&lt;/h1&gt;
&lt;p&gt;Le publipostage sert à générer des documents personnalisés à partir d’une base de données. Par exemple, générer des badges à partir de nom et prénom dans la base de données.&lt;/p&gt;
&lt;p&gt;Le principe est de connecter le document à une base de données LibreOffice (qui peut être une base de données MySQL, LibreOffice, un fichier CSV, etc.) afin de placer dans le document des balises représentant les colonnes de cette base de données, puis de faire l’export durant lequel LibreOffice va remplacer les balises par les valeurs de la base de données.&lt;/p&gt;
&lt;p&gt;Pour ce faire :&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;
&lt;p&gt;&lt;em&gt;Édition &amp;gt; Changer de base de données...&lt;/em&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Sélectionner la base de données qui vous intéresse.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;LibreOffice va afficher les colonnes détectées.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Il suffit de faire un glisser-déposer des entêtes des colonnes pour positionner les balises dans le document.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Une fois la mise en page faite, &lt;em&gt;Outils &amp;gt; Assistant Mailing..&lt;/em&gt;.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Suivre les étapes.&lt;/p&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;Note : je conseille de faire une copie du document LibreOffice au cas où le document modèle ne soit écrasé par celui contenant le publipostage.&lt;/p&gt;
&lt;h1&gt;Références&lt;/h1&gt;
&lt;h1&gt;Suivis des modifications&lt;/h1&gt;
&lt;h1&gt;Les bonus&lt;/h1&gt;
&lt;h2&gt;Faire des dessins&lt;/h2&gt;
&lt;h2&gt;Exporter son document&lt;/h2&gt;
&lt;h2&gt;Les PDF hybrides&lt;/h2&gt;
&lt;p&gt;Vous avez peut-être déjà été confronté au cas suivant : vous voulez envoyer un document par e-mail et qu’il reste modifiable, mais vous ne savez pas si votre correspondant dispose de LibreOffice. Eh bien, vous pouvez au moins lui permettre de le lire. Pour cela, nous allons créer des PDF hybrides.&lt;/p&gt;
&lt;p&gt;Qu’est-ce qu’un PDF hybride ? C’est en apparence un PDF normal qui s’ouvre comme n’importe quel autre PDF. Mais il contient également une copie de votre document texte. Si vous ouvrez un tel PDF avec Writer, vous croirez éditer un ODT.&lt;/p&gt;
&lt;p&gt;Pour créer un tel PDF, aller dans &lt;em&gt;Barre d’outil : Fichier &amp;gt; Exporter au format PDF…&lt;/em&gt; Dans la fenêtre qui s’ouvre sélectionnez &lt;em&gt;Incorporer le fichier OpenDocument&lt;/em&gt;.&lt;/p&gt;
&lt;h2&gt;LaTeX et LibreOffice&lt;/h2&gt;
&lt;h3&gt;L’import&lt;/h3&gt;
&lt;h3&gt;L’export&lt;/h3&gt;
&lt;h2&gt;Envoyer des documents sur les serveurs de l’école facilement&lt;/h2&gt;
&lt;h1&gt;Auteurs et licence&lt;/h1&gt;
&lt;p&gt;Ce tutoriel a été écrit par Julien Enselme (&lt;a href="mailto:jenselme@ec-m.fr"&gt;jenselme@ec-m.fr&lt;/a&gt;). Il est publié sous licence CC-BY-SA. Vous pouvez trouver une version actualisée de ce document :&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;en ligne: &lt;a href="http://www.jujens.eu/posts/2013/Oct/25/tuto_LibreOffice_Writer_avance/"&gt;http://www.jujens.eu/posts/2013/Oct/25/tuto_LibreOffice_Writer_avance/&lt;/a&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;en PDF : &lt;a href="http://www.jujens.eu/static/libreoffice/tuto_LibreOffice_Writer_avance.pdf"&gt;http://www.jujens.eu/static/libreoffice/tuto_LibreOffice_Writer_avance.pdf&lt;/a&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;en ODT : &lt;a href="http://www.jujens.eu/static/libreoffice/tuto_LibreOffice_Writer_avance.odt"&gt;http://www.jujens.eu/static/libreoffice/tuto_LibreOffice_Writer_avance.odt&lt;/a&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Liste des contributeurs :&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;a href="https://assos.centrale-marseille.fr/ftorregrosa"&gt;Florent Torregrosa&lt;/a&gt; (bibliographie, formulaire, publipostage).&lt;/li&gt;
&lt;/ul&gt;
&lt;h1&gt;Pour aller plus loin&lt;/h1&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;La documentation officielle de LibreOffice : &lt;a href="https://www.libreoffice.org/get-help/documentation/"&gt;https://www.libreoffice.org/get-help/documentation/&lt;/a&gt; &lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Le publipostage : &lt;a href="http://ia71.ac-dijon.fr/chalon2/tutoriels/oo/Publipostage_OOo.pdf"&gt;http://ia71.ac-dijon.fr/chalon2/tutoriels/oo/Publipostage_OOo.pdf&lt;/a&gt;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;</content><category term="Libreoffice"/></entry></feed>