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        <title>L'intelligence collective en action - Vers une culture éducative guidée par les données </title>
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        <itunes:author>Nancy Lauzon</itunes:author>
        <itunes:summary>Balado produit dans le cadre du cours GED 862 - Rapport de fin d'études. Groupe 74, Juin 2025.Chaque étudiant y présente ses travaux en lien avec l'utilisation des données et le pilotage du changement en milieu scolaire.</itunes:summary>
        <description>Balado produit dans le cadre du cours GED 862 - Rapport de fin d'études. Groupe 74, Juin 2025.Chaque étudiant y présente ses travaux en lien avec l'utilisation des données et le pilotage du changement en milieu scolaire.</description>

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            <itunes:name>Nancy Lauzon</itunes:name>
            <itunes:email>nancy.lauzon@usherbrooke.ca</itunes:email>
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    <title>14. Marie-France Voisin -  La force du SEP comme tremplin professionnel</title>
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                        <itunes:episode>14</itunes:episode>
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                                                           <link>https://baladoquebec.ca/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/14-marie-france-voisin-la-force-du-sep-comme-tremplin-professionnel</link>
                                            <itunes:author>Nancy Lauzon</itunes:author>

        <description><![CDATA[<p>&nbsp;<strong>La force du SEP comme tremplin professionnel</strong></p><p>(<a href="https://youtu.be/c4vwlD0joKQ">Également disponible en vidéo</a>)</p><p>Marie-France Voisin<br>Directrice d'école secondaire, CSSTL</p><p><img 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" alt="Une image contenant personne, Visage humain, sourire, sourcil

Le contenu généré par l’IA peut être incorrect."></p><p>Dans mon balado, j’aborderai le sentiment d’efficacité personnel chez quelqu’un et comment cela peut influencer sa trajectoire professionnelle et son engagement envers la tâche à effectuer. Par exemple, un apprenant ayant de faibles acquis de départ, mais qui croit en ses capacités à les utiliser efficacement peut fortement développer ses compétences (Galand, Vanlede, 2004).</p><p>Je vais aborder également les quatre sources qui construisent et influencent le sentiment d’efficacité personnelle, c’est-à-dire&nbsp;:</p><p>- les expériences actives de maîtrise (performances antérieures, succès, échecs);</p><p>- les expériences vicariantes (modelage, comparaison sociale);</p><p>- la persuasion verbale (rétroactions évaluatives, encouragements, avis de personnes signifiantes);</p><p>- les états physiologiques et émotionnels.</p><p>&nbsp;</p><p>Référence&nbsp;:</p><p>Vanlede, M. Galand, B. (2004). Le sentiment d’efficacité personnelle dans l’apprentissage et la formation. <i>Savoirs, vsérie n5, 91-116</i></p>]]></description>
        <content:encoded><![CDATA[<p>&nbsp;<strong>La force du SEP comme tremplin professionnel</strong></p><p>(<a href="https://youtu.be/c4vwlD0joKQ">Également disponible en vidéo</a>)</p><p>Marie-France Voisin<br>Directrice d'école secondaire, CSSTL</p><p><img 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" alt="Une image contenant personne, Visage humain, sourire, sourcil

Le contenu généré par l’IA peut être incorrect."></p><p>Dans mon balado, j’aborderai le sentiment d’efficacité personnel chez quelqu’un et comment cela peut influencer sa trajectoire professionnelle et son engagement envers la tâche à effectuer. Par exemple, un apprenant ayant de faibles acquis de départ, mais qui croit en ses capacités à les utiliser efficacement peut fortement développer ses compétences (Galand, Vanlede, 2004).</p><p>Je vais aborder également les quatre sources qui construisent et influencent le sentiment d’efficacité personnelle, c’est-à-dire&nbsp;:</p><p>- les expériences actives de maîtrise (performances antérieures, succès, échecs);</p><p>- les expériences vicariantes (modelage, comparaison sociale);</p><p>- la persuasion verbale (rétroactions évaluatives, encouragements, avis de personnes signifiantes);</p><p>- les états physiologiques et émotionnels.</p><p>&nbsp;</p><p>Référence&nbsp;:</p><p>Vanlede, M. Galand, B. (2004). Le sentiment d’efficacité personnelle dans l’apprentissage et la formation. <i>Savoirs, vsérie n5, 91-116</i></p>]]></content:encoded>


                            

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        <enclosure url="https://baladoquebec.ca/media/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/14-marie-france-voisin-la-force-du-sep-comme-tremplin-professionnel.mp3" length="5551433" type="audio/mpeg" />
        
        <pubDate>Thu, 12 Jun 2025 14:55:00 EST</pubDate>



        </item>

        <item>
    <title>13. Marie-Christine Tessier - De la fondation à la finition</title>
            <guid isPermaLink="false">ged862-gr743936495</guid>
            
            <itunes:episodeType>full</itunes:episodeType>
            
            <itunes:season>1</itunes:season>
                        <itunes:episode>13</itunes:episode>
                                  <itunes:explicit>No</itunes:explicit>
                                                           <link>https://baladoquebec.ca/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/13-marie-christine-tessier-de-la-fondation-a-la-finition</link>
                                            <itunes:author>Nancy Lauzon</itunes:author>

        <description><![CDATA[<p><strong>De la fondation à la finition</strong><br>(<a href="https://youtu.be/H_1qaifJ0HA">Également disponible en vidéo</a>)</p><p>Marie-Christine Tessier<br>Directrice d'école primaire, CSSTL<br><a href="mailto:mchristine.tessier@csstl.gouv.qc.ca">mchristine.tessier@csstl.gouv.qc.ca</a>&nbsp;</p><p><img 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" alt="Une image contenant Visage humain, personne, sourire, habits

Le contenu généré par l’IA peut être incorrect."></p><p>De la fondation à la finition » est un Balado qui vous amène à découvrir des éléments cruciaux à considérer en tant que gestionnaire impliqué dans la construction d’une nouvelle école. Découlant de l’expérience vécue d’une direction directement impliquée récemment dans un tel projet, vous serez aiguillé sur les différents aspects à considérer pour que ce chantier d’envergure évolue avec succès. C’est un humble partage d’expertise qui, je l’espère, saura vous soutenir si vous amorcez une telle démarche.&nbsp;</p><p>Bon Balado!</p>]]></description>
        <content:encoded><![CDATA[<p><strong>De la fondation à la finition</strong><br>(<a href="https://youtu.be/H_1qaifJ0HA">Également disponible en vidéo</a>)</p><p>Marie-Christine Tessier<br>Directrice d'école primaire, CSSTL<br><a href="mailto:mchristine.tessier@csstl.gouv.qc.ca">mchristine.tessier@csstl.gouv.qc.ca</a>&nbsp;</p><p><img 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" alt="Une image contenant Visage humain, personne, sourire, habits

Le contenu généré par l’IA peut être incorrect."></p><p>De la fondation à la finition » est un Balado qui vous amène à découvrir des éléments cruciaux à considérer en tant que gestionnaire impliqué dans la construction d’une nouvelle école. Découlant de l’expérience vécue d’une direction directement impliquée récemment dans un tel projet, vous serez aiguillé sur les différents aspects à considérer pour que ce chantier d’envergure évolue avec succès. C’est un humble partage d’expertise qui, je l’espère, saura vous soutenir si vous amorcez une telle démarche.&nbsp;</p><p>Bon Balado!</p>]]></content:encoded>


                            

        <itunes:image href="https://cdn01.baladoquebec.ca/images/ged862-gr74/ihQr6KIBi9muiOhsPaCZCF86FfcycJ67w9on4Bgr.jpg" />        <itunes:duration>533</itunes:duration>        
        <enclosure url="https://baladoquebec.ca/media/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/13-marie-christine-tessier-de-la-fondation-a-la-finition.mp3" length="8539337" type="audio/mpeg" />
        
        <pubDate>Thu, 12 Jun 2025 14:37:00 EST</pubDate>



        </item>

        <item>
    <title>12. Lyna L’Allier - Transformer les pratiques éducatives</title>
            <guid isPermaLink="false">ged862-gr746450570</guid>
            
            <itunes:episodeType>full</itunes:episodeType>
            
            <itunes:season>1</itunes:season>
                        <itunes:episode>12</itunes:episode>
                                  <itunes:explicit>No</itunes:explicit>
                                                           <link>https://baladoquebec.ca/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/12-lyna</link>
                                            <itunes:author>Nancy Lauzon</itunes:author>

        <description><![CDATA[<p><strong>Transformer les pratiques éducatives : vers une culture de données</strong></p><p><strong>Lyna L’Allier</strong><br>Étudiante à la maitrise en gestion de l’éducation et de la formation à l’Université de Sherbrooke et directrice d’un établissement d’enseignement primaire au centre de services scolaire des Affluents.</p><p><img 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m+HZ9VvYrOMt9lhkctLLLj7qLGihmOABX2x/wbaeHrW7uPinqEOySS1Wz0+KfbzLGu4sQfQsc/lXx543sbm6/bO1XQfMuLXRdUtLPQdSjttyzTwbIZWt4yOjyMuz23mv0w/4I2fDW3+EuvfE7SfsMOl3TS2khsIlHl6cjK5W3DdWZF27mOCWJr6nA1IUcHRpSVuZJr83f5n6NRwE7ucNqaUX5aJf16+R6/8Athfta/D39mcf2t4jsbO+vVH2WOa7KzCNiOUjR/lXPGSMde54r4F8f/tj/Dv9sLxxdaGPh/aae1kwdtRezFhLY/OFD+aoVkYttAz19D0r9RvGX7K2geObuTUp9L068u8Fle6hWbYT3AYHB9xjNeb/APDAnhOPUvOextbVFYOYrKBIfMIJI3sBk/jW6w86sX7ZN32adkv1/M9SFaFOUXSaSS1Tjdt9etkb37JWm3mvfCs29+GtrjToRbxRvcmdgiD5cseWJBByfWviT9ubxra3/iVm8a2WrazpOi3Er2WjWN08JvvL5leYA4Magjrx9K/Sn4d+B7DwNpk0cLsZpAHJJ3Koxwv/ANavCfGP7Mvh34o+PmuNSj/06N5CqDG4NwSdp4ORjpWP1FWpqbejfW1+2ppLFNyqOKWtul0vkfH3wE/4KfeGfsmj+HD8H4/DOh+ILiTTLGe3tbaWxvJ1UZiDIPmOGXJycE+tfOH/AAXs8Ix6b41+Ht9ZWbW2myafPHGuOIuYzsH0zX6yeEf2A/BOizNdzaTpruvzBktlTPfpj1ycjHNfB3/BwD4Eguvhv4Zlj2p9gurhgCOWjEShiPx21pyuhjaVS3LFu1m79HqediG62CqUm05b3St1TseWf8G62qWl1+1VeaLfMnkahpbZ3LwSrrtOfqwr+gSa0s9M8LxrDs27NoCjoa/mA/4JQ/FU/Cf9rLwrqzz/AGeORZrKRy21DlcruI5xlRX7f+Lf+CgvhzRLews4dasZF1BgsP7zmRicYAqHwvhKua1sZJJTlbXrZK36Hhf2l7KhBS7Htnif4M+FbDw3daxeWFn9u3NcGQou5nx94nv+NfB/7Zni34vfG34D3Q8LeI77SbO2V1Fjp+I/tyoxyC4G5QUHYjJOK+x/EngTX/Fnw7j1K81KL+y7lM7MlQuexrk/Af7M/ibw54XvbeDyZtHvyzxFMSCPPXH+FeNnfC8oY/D1MJ8OqlbZ9Vzd+3XcznjHWpShytXXzPwoHgqbxjua/knZoGOEJLFCT82fxH6UV9jfta/s76d+zP8AFW4tYopLePWd10IpFPyHPOPYk0V6VRKnN04NpLoj4mUZxfLN6n6nfF39vH4W/sq+PLjw7qOqaTDqtvIsyWuQ08cJySxA6D09a8H/AGkP2gvAf/BTf4ZrJb+H/EOoabpLNc2E4sprZxcqcI65ABUAnOcjBr5Y0n4Dx/8ABSr9qBvGdxfXGjafrHly3xRlea4iVAqhOuxsjvjjPFfRvx4/aPtv+CfWqeEvhfoGmRa6viSNbNJ5rwIum5YIC6gZLNnjGORXwWO4lqThHBUF78r8yslytJu2+r06PT8D9GwfNVm6taypXST35rtJf1Y/H/8Abju9S8EfF3Xda0+aSwvLfX2ntnVvmjkhkRV59VZDX66f8E0vjJo/xv8ABEnxA0mSRbjxXcf8Tm1Yf8eGoxRKs8YOPusRuHX7wIxnFflH+3fpja18Pr7WI98gk1e68xyDwftAPJ/GvXP+COf7RviD4aaRqlrbXum2nhzTfEunS6pHchd1zHessDlWPKMgjBXby24gjjNfpccKq+X0qsfippL5WVz0q+KeFx9SjL4an53dj9qPEHx2sfCrrZLCstysBnaIthsdz+eBXgsnx31b9pHxrcWuiedZ+GdJmC3kyDamozKRm3Vv7oxhmHfj1rf+J/w/m13xNqV3DJLbyahoVxpX2iP78bbw4I9CQCM15D8Hvhz44+Eeo6XJqfibXJvh/dW9vHa2+iaXBv047jvLj77qVwdw3MGLfKRivBp4jGYmo6KfurouqPpKdPDUaalFe8+93b0S6nvN/wDtN3HhKxvItW8JzaTDGx8hkm+1ebx1+QZGeMA14r4w+Iniv4w3OqRQ6HN4bt7W4judN1tpyt1vXJOI8AqOcHJOV7V7dqvwut/EH7y1+KjWnnSRKsclivmFGJB4ODkLjnHXrivBv2q/B+saT4IfS/Bvi7xdq3i3VJDDbXdvaR2dlY8v87vIMvghPlQEnBA4OR04jD46StKbt52X43FRqYVO9OPveUZv81b73Y9J+F/7VGoa14dn07XoWt9a0shbxTlQ+Okqn+42Mj8u1fEP/BwD4uj1T9nTQ7y3jZZLi/jtBIo4EUoaRh7ZMKDPpkV9K/BT4EX2meE9Qt9b1TVta8R3FvDp8up3QUM4fOVBUAZVQxOBxkCvg3/gvJ8RbTUPiB4a8F6RryNHp4jh1DRlOTEABJFOR2yrkZ/2R+OWUyxNfMadKq+ZRu7+mz/I83iCWHpYOU6Ss5aaeZ8efs93MXg7xxod5fRmS3s7+C4mjz99AyOw/FQRX3h+2ZafCrV/2gfhyvhu6jhs1WE6/PYM32SMecNrIegfYMsV7Hnmvz/0iQmW3ui2wST7AzD5cMCEP54r9adF8YfDzxH/AMEarnUptL03+2EsYrSztxGpmi1WN1RyD97JCh+Ooc17GcWoYyNaW2se2+3/AAx8TisMq+XtK3u66+WvyufdeifELwz+1F8KP+Fe+H9ejhWa3jS/n0+4zLaRDG3Y46MwGM9hmvcPhd8YvAfgfxra/C/+19NbX7OxW5aw87dNHb/dEjDryR9TX87vwL/ak+In7PfiC6l8C6uNDOqACcNAku09MhWGAR+ldHN+0T4o8FeOV+Ilr4q1A+OJpMz30riSW5XjKsGGNpAwFxgdq1jGtTd07/5enT1PHWfwtG8Pee/p5H33/wAF4PhXH4/+NvhCPQLb7VNZ6dO9z5dysIVZJF8vOSMk7H/SivNvD3/BYv4eLpsd94g8P61rOvXyg3c1xZK+zaMBFPPAyemBz70V4EqmLnJzjBpN/wArOith8trTdSdVXZ5R+yr+1loP7Ov7KWq3SaXqUl1DJOkOpW9tIsUspQrEXk/hywBH6V86fssy+M/jZ+0t4Ln1TVrzWJI9Xgubia7lM0ziNi4XcxJwD29q+sP2Afj3pPxBsLX4F6/oEdtNq0clvcXbSBYnSMcrLEwyG7fX0r7j8Of8EivhR8LLPR7rwio0fWNLkF5BcwTGSV/lO9HLE7kbpz0zxivkZYiOX1sXCvh26lTWMrxejTSetmrvXQ7cuwdbF+wrUai5INXTTWqabXnp1Px2/aS09tb+Dni2zVcf2fqt5L5WckL5gIP5j9a+OVnmsbR7i3mkhmt3SSKRHKlHUhlb6g/lX3P8ZPCzaNq3j7Q5mUKuoX/QZBDSv1J9OPyr4g1+zbTrS7gZQskbjcPXiv1LhmqpYfl6Oz+9I+i4opfvFU9V9zP3X/4Jv/8ABQnQ/wBs/wCEFibi7t4PHOiQRQ67pzHEnmqAouUH8UUhGcj7pJU9s/XHg3w7HYaTJbR+XJp8hLRRtz5QJyU/Anj2r+d3/gltrWveGv21vC0mgw3N1JfRSWl3BADue3Zcuxx2TaH/AOA1+43gH4h69Y2fn2ci31rgB4pOCp+orw8ynSy/MHTWqav5q/6Hflk543Bqb0knZ+dup69qfhC3eRmjmkXcuNvmtXMaj4Zs9NupJI/La6ZcNKxLvjHq39K5TxD+0xbpKlvcWN9bTp1CoTj6HvXH+Mvi/rPiW1aDR7SS3Mvym4uM5A9QOuaMZnuEdKybflc7aeDxMpWlJ2Oo8ReLbLwhYLZW6+ZKm/ainLySyfeJ+i8fia/AT9rbxDrHjD9rv4hax4hkU6o2rzW+B92MA7I1X2WIAV+6/wALvh1LLLJcX00l1dSDDSSfwZ9PSvxd/wCCg3gy4k/aU8beKIIfK0y81q4hhAH3mTCbvxx1quEsRzYqVWorcysvvWn9djz+I8K3h1Gnryu7/wAzyXR7yK4Flp9wvlx30bMGB+6CSoI+jFT+FfUnwB8V7/BF1oc83mf2pbpc26yHhZ9pzgdm3K68dwRXzDZ/CnxV4otNO1rQ9B1TWLPT4nWd7SAzCMqxLhlXLbdp5OO9dR4R8QzfbpIUeXTtSW3YQW9yhhaUn5lwTj5w4DDsctjrX1GeYNYil6O69Vqn+B81hEpwnQl1VvwO++13UHikW9mjTTXDCONAPmLscbfrmvpH9sH9lq5+BH7DOh3muaOreK9a1S38u6hU5sV2l3SRvQr8oHrVL/gnV8A9U/aR+KHhLxBa6V9osotUT+19hBawniO5lkTqoY4I65DCv1U/4KseJvBfwe/YX1ePxJY291capCLHT7QoGku7xlPlqvpg/NnsAa/P87zWdTGUqWHb/dtOSWjk72Uf81106HkZbk3LQrTxGjSsm9tr3/yPw88Gwf2p4fhdrOaYqSpZVOKK+gf2f/2O/il8QfhpZXGi+C7aW2j+YyXF4bZmLf7JXPbOfeitq3GMaVR0o8tk7bnl08krTipqMtfJn7OfDD9hr4c6N461rxZa+H9Nj1DXJzPNcLAvmO/97PbPtWxqP7OeheC/Emr+KreS7+1fYJFfdMzIECE4CZwPwFdc/j/SfDWnrBHcRqkK45auB+OH7QGkad8JfFEi3kJb+ybpQC4GWMTAD8zX5DPDtJOqtV1v22+S6H6hRnSg1CNlqfiB8arCV/GOu3k0iNJq0TyYA3DOYyzc8/8ALQ9frXxV8WND+zyQTqFaS6tA02B0dcp+u3P41+gf7S3jux1L4o6fo9pa2/2S70+5uPNUHcTJHAQM98cfTAr458f+D42t9YtWDedYRPIvHK4mk3D34Kmv2jhPGP2EJvS6X3bHfnmH9rB/P8kz0H/gnD+114J/Yg8D+P8Ax1daHf8AiT4hXFmdJ0a3iXZb6bBLC3mXEkp4H7wou0fMQPSv0w/4JwfGyX4u/s4eEPFE6/6VqFgseoRg8GZCUZh9SM/jX5G+Evgxd2f/AATp+IXjbEsXmaxY2GGXiWEyKcjj+9xmv1J/4J5eC5Phb+zrolkUf7JJawzgg4wJEVsj866uJsvo0v8AbNXUqSu2+yVrLsjxuG8ROc5Yf7MVa3m3e/qfVV9HpDzlvs8PmMeSQOKzl0SG9v1WKFVXJy5GFH+NOs9Wkv7Py/Ot1kTq7ABj6fjWpoUX7xpJLnzsjB2jrXzNKMJs+iq88NiWTTRpelyrb4VtpO71PvX5Af8ABRbwfFH8ZPC3wrsUka+1vVn1K/uYwZXghlOI9yjnjEjkHslfr14s8Xab4Y8PX1/qFxHa6fpltJd3cznCwxRqWdifYCvgD/glj8Dm/br/AGpfil+0h4r09ptDtLl9O8O29wCE3sAOP+uNuEGezTH0r6zIcA69b2kNoL5Xe36s8HNMy+r0fZS3m162W/8Al957H+yJ/wAE+/B/hjwVf2t9ov2fUdD1grpniHSnlSC6h8mPEqSxESR7wTvQkqcnGay/jf8A8E//AATr37RPhu00Kex1VtQ0m+g1XStUnfU7eRco6mKRojJbtv6MW+UnHc19ifsofAKDwp8OZLexvNQj0661W8uYLVp3ZIEaUgIu452jbxz0ruLaxsfA3inWPEuoKn2PSbdLG2RAEa4mY7mQfXCD/vo9q/QvYpUouVkt3ftu/wAD41VZSqtQu3srfh+J+f3wJ+DWo/8ABOv9ou21XSvEGqeC9J1qNYhH4p0xbrR9TaMljZy3cDBgwTcY5fLDDDBs9/v208cfCX9uu98Pv4gPh6S60G4FzaqL2G+08XBXZuSVTgNyQBIqNzxXzT8X/CF5+0j8ZtH1S8/1ehTSXlwq48iE7WSKFAcjOGJPfABPJqpZ/sp+H9R8UyT6THb+HdeKMsNxa4hM/wDsMBxIp7qwIIPIr81zaODxkpOnSsm9097d1t+K9T7bD5VWhTXtqqcrapq6Xz3/ADP0RT4Y6H4XiWztbOGCKIYAVAM0V8B+E/8AgozqX7HouPBPxSs9Y1K30/adB1KLM00sBz5kEp7+U23ax5KSIDkrklfDzapy5FDbsv8AgHcsHM+efHf7bmsX+ozLbTyNbqxVWEh3Pj/Gup8LXWtfGf4RalqmqXi6XoOxoXuHOAT3ALdQO57V8vPbt4w+JOk+GdHhaS61S8S0jMY3EMzAdK6f/gqR+1rqHwo8NWfwd0PQ59MtdFjQXEpVl+1FcEbl24IDfMxBIJKiscLw3DE1Iwkntfff18urPg+FMBPEV5YzEzbhTauu7Pnn4wfEe3fxv4V1axWTy9NSKRoi+53hKIknI91J+lVrL4Fa58VfjL4iXTZLZIIbtYpd/RxdbERUUddrBmPoBWH8N/gjrHxf8b+DbVvOsrW8t1t7ySVcSQBpJAcp6nn6Cv1k/ZT/AGStH8FS20cdrHN/aFrChumUeYsscW4Et1Ib+YHrX6RlOXXcadPZJp+Xb+vM+0zjMvZxcpKzbTS/B/15HlP7WX7J8Phf/gld8TPB1hp62974W8PWcslvGOj2cu9pB6qyhmzXZf8ABMbxXa/GD9iTwTeKyvdQ6YNPuvaSHMf6hQa+xF8Gab8RV1O11KFbjT9W0w2VyuP9bFKGV0PqCrH6V+ZX7I/is/8ABLf9prxh8B/HU0llos182oeFtTuTtgvrWQ/Jtc8ZIwP95XHXGfqc7yz22FSWvL+R8fkuOVHFNvTm/M+zNY8Nzx6Q26GQXFuQmAOHXsc960vAFjfEfvGZVbrkYxWvb/FPw3eaDJeTapp9vZxpvkkuJ1ijUDuWYgAV8l/tZ/8ABYbwn8P7VvDfwjRfiD49vm+x2UtlC02n2krfKpyBm4kB+6kYIJxk4r4TDcOVKtROjd6/1c+6xWc06VF+2sv66HP/APBVn4y6r4013RP2cvh0rat44+I1xBHq0cL82tozApA5H3fMI3v6RRkn71foB8DP2Z9H/Y0/Y603wLoqrNH4e037O86LtbUL2QhpZj7yStx6LtHavn3/AII//wDBM3Xv2fr3VvjH8XppNS+Lni9Hm8m5YSS6JFLy5kb/AJ+ZBgMBxGg2DvX2zqli+u29u0qFLOGYPGp6yuP4z6Bew9TntX6nl+VwweHVGG73fn/X5H5rjMdLFVnWnt0XkS/DXwoPDHhqysVG77JCEY+rd/zYmvOfjtNDrHiKPR1/48tLy8i9pbh+XJ+gIH4mvZo5U0TRJbub5Y7eNp5D04UZ/pXztNdS61NLdz/668dp39ixz/UCvP4mr8mHVGP2vyX9I9Lh6jz13Vf2fzf9MzLTQobD5LaNY4yclVGAx9TRfeHra+uIppYYXliO5Gx8yH2NbEFqF2rziifEJ+7juPavjKUVGOp9lUqtvRnn/wASfCMfiHUYZrm3tdQYKQPtEYby+mcfXFFdNqD+bP8Ad+73x1orwK3sudndSqVFBH5l/wDBK29Txn+2fp95qHFr4bsL3W7mVvuoI4yAfwLV0nhD9n7X/wBvL9qLWPGGtLPH4YF2zQy7SBFCHby0QHv39Mkk9BUf/BE/wrY+K/jX4/tryPzIZPDP2WRc9VlnUEfktfpJ8OPhfpXwi8Krpelx/ud7Plhz8x5/wrqjTm6zUNI9X8kfM8G1KdDLJTavOUnbt2ufKPxS/ZOtfhV408Oal4ZsLddN0eeC1ePJ3GNmGdx6n5jncecnJ6mvrD9mzSvtVvqSzbnNnaxoob3UD865/wCIrW2p2t5artEjJuVT1DDoR+Qr0n4BiO60fUNQgVvJ1cW8sTY+XAj+dR9HyK+q4RjGNepTT8/6/AjiqrOpSp1JLVaXOq8EaH9m0y4GPlEm1M9dvauG/a4/YT+G37b/AIIh0T4gaH9say3NYahbP5N9pzHr5cg7HHKkFT3FeqWtu1pZJ6MxJHerifPF8tfoSjZWPiHrufmDr3/Bs/4b1PUlhh+M3jH+xA422Vxp8c7Kv90HzAn47Pwr6x/Y3/4Jb/CP9hErfeF9Gm1fxW6bP7f1hluL2MHgiIYCQg/7AB9zX0kkSWEDSNjcBkVSsi+oXXmN68VSilsRKN9zQjh+z6e396TrnvTtQjVNNtYz1kcCi7HyKo9aj8Qy+TFp7H+GQGrW6CWxR+NWp/2P8MdQCn5roJbL/wACOD+ma8W06MNt9R3r0f8AaLvppfh5IlurPLa3Cysvcr0H6mvONJja3tVWRl3FefSvz/iipJ4yMHso/qz7fh2mvqspLdv9EWXk8p/fNUNSuGWNsdMHp948flVm4uVG5Vwu0dfT8awfEuqLa2rt8zduFzur52tW5YM9ynTcpGRqGpyCb92+PXHFFc9rOqSG7/dSH34or4mpiG5s+ip4ePKrnxN/wQrOP2hfGy9m0BCffFwtfp7qJxkdsCiivsKHxy9f0R+e8Of8i6Hq/wAzw/8AacvJdG0ez1C1kaG8hu40WRf7rOAwI6EEetfR37K/734EaSW5Ky3AHHT941FFe5wp/wAjWp/g/VHZxH/yLof4v0PRLobYIfpUsS7elFFfph8D1KniBzlVz8vpU2iqPKWiigotXf36qeMTtsLU/wC2KKKFuLozj/jHIx0hf9tAre4rz5VwFoor8/4p/wB8j/h/Vn3PDf8AukvX9EU79yH25+Xg/rXKeK53W2VtxyTzRRXxuN+Bn0mH+JHOaRGt15zSDcQ+OaKKK+VPae5//9k=" alt="Une image contenant personne, sourire, Visage humain, arbre

Le contenu généré par l’IA peut être incorrect."></p><p>Ce balado met en lumière les premières étapes dans l'instauration d'une culture de données en milieu scolaire. À travers une conversation entre <strong>Émilie-Ève</strong> et <strong>Lyna</strong>, deux étudiantes à la maitrise en gestion de l’éducation et de la formation à l’Université de Sherbroke, Lyna, qui a rédigé un article professionnel sur le sujet, explique comment la collaboration entre enseignants et direction favorise l'amélioration des pratiques pédagogiques et évaluatives. À travers la création d’un <strong>groupe de développement professionnel collaboratif (GDPTC)</strong> et la participation à une <strong>communauté de pratique (CoP)</strong>, les acteurs scolaires structurent une approche fondée sur la confiance et l’analyse des données. Ce dialogue dynamique explore les conditions gagnantes et les retombées concrètes de cette initiative, offrant une réflexion que l’on souhaite inspirante pour les gestionnaires scolaires.</p>]]></description>
        <content:encoded><![CDATA[<p><strong>Transformer les pratiques éducatives : vers une culture de données</strong></p><p><strong>Lyna L’Allier</strong><br>Étudiante à la maitrise en gestion de l’éducation et de la formation à l’Université de Sherbrooke et directrice d’un établissement d’enseignement primaire au centre de services scolaire des Affluents.</p><p><img 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alt="Une image contenant personne, sourire, Visage humain, arbre

Le contenu généré par l’IA peut être incorrect."></p><p>Ce balado met en lumière les premières étapes dans l'instauration d'une culture de données en milieu scolaire. À travers une conversation entre <strong>Émilie-Ève</strong> et <strong>Lyna</strong>, deux étudiantes à la maitrise en gestion de l’éducation et de la formation à l’Université de Sherbroke, Lyna, qui a rédigé un article professionnel sur le sujet, explique comment la collaboration entre enseignants et direction favorise l'amélioration des pratiques pédagogiques et évaluatives. À travers la création d’un <strong>groupe de développement professionnel collaboratif (GDPTC)</strong> et la participation à une <strong>communauté de pratique (CoP)</strong>, les acteurs scolaires structurent une approche fondée sur la confiance et l’analyse des données. Ce dialogue dynamique explore les conditions gagnantes et les retombées concrètes de cette initiative, offrant une réflexion que l’on souhaite inspirante pour les gestionnaires scolaires.</p>]]></content:encoded>


                            

        <itunes:image href="https://cdn01.baladoquebec.ca/images/ged862-gr74/ihQr6KIBi9muiOhsPaCZCF86FfcycJ67w9on4Bgr.jpg" />        <itunes:duration>379</itunes:duration>        
        <enclosure url="https://baladoquebec.ca/media/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/12-lyna.mp3" length="5837373" type="audio/mpeg" />
        
        <pubDate>Thu, 12 Jun 2025 12:14:00 EST</pubDate>



        </item>

        <item>
    <title>11. Emilie-Eve Leblanc-Dupuis - Soutenir la posture de leader</title>
            <guid isPermaLink="false">ged862-gr748488969</guid>
            
            <itunes:episodeType>full</itunes:episodeType>
            
            <itunes:season>1</itunes:season>
                        <itunes:episode>11</itunes:episode>
                                  <itunes:explicit>No</itunes:explicit>
                                                           <link>https://baladoquebec.ca/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/11-emilie-eve-leblanc-dupuis</link>
                                            <itunes:author>Nancy Lauzon</itunes:author>

        <description><![CDATA[<p><strong>Soutenir la posture de leader : une démarche d’accompagnement personnalisée</strong></p><p>Emilie-Eve Leblanc-Dupuis<br>Directrice d'école primaire et étudiante à la maitrise exécutive en gestion de l'éducation à l'Université de Sherbrooke.</p><p><img 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" alt="Une image contenant Visage humain, sourire, personne, habits

Le contenu généré par l’IA peut être incorrect."></p><p>&nbsp;</p><p>Ce balado présente un outil de coaching novateur destiné à soutenir le développement professionnel des directions adjointes en milieu scolaire. S’appuyant sur une démarche structurée, il permet de clarifier les objectifs, d’analyser la posture de gestion et de renforcer le leadership, tout en intégrant les défis du terrain, des données probantes et une vision systémique du changement. L’outil vise à favoriser la rétention, le bien-être professionnel et l’évolution des adjoints. Il constitue une ressource concrète et réfléchie pour toute direction souhaitant accompagner sa relève de manière intentionnelle, cohérente et durable.</p>]]></description>
        <content:encoded><![CDATA[<p><strong>Soutenir la posture de leader : une démarche d’accompagnement personnalisée</strong></p><p>Emilie-Eve Leblanc-Dupuis<br>Directrice d'école primaire et étudiante à la maitrise exécutive en gestion de l'éducation à l'Université de Sherbrooke.</p><p><img 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" alt="Une image contenant Visage humain, sourire, personne, habits

Le contenu généré par l’IA peut être incorrect."></p><p>&nbsp;</p><p>Ce balado présente un outil de coaching novateur destiné à soutenir le développement professionnel des directions adjointes en milieu scolaire. S’appuyant sur une démarche structurée, il permet de clarifier les objectifs, d’analyser la posture de gestion et de renforcer le leadership, tout en intégrant les défis du terrain, des données probantes et une vision systémique du changement. L’outil vise à favoriser la rétention, le bien-être professionnel et l’évolution des adjoints. Il constitue une ressource concrète et réfléchie pour toute direction souhaitant accompagner sa relève de manière intentionnelle, cohérente et durable.</p>]]></content:encoded>


                            

        <itunes:image href="https://cdn01.baladoquebec.ca/images/ged862-gr74/ihQr6KIBi9muiOhsPaCZCF86FfcycJ67w9on4Bgr.jpg" />        <itunes:duration>372</itunes:duration>        
        <enclosure url="https://baladoquebec.ca/media/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/11-emilie-eve-leblanc-dupuis.mp3" length="5774869" type="audio/mpeg" />
        
        <pubDate>Thu, 12 Jun 2025 12:02:00 EST</pubDate>



        </item>

        <item>
    <title>10. Mélanie Deschamps et Éric Sansfaçon - Mesurer le bien-être des EHDAA</title>
            <guid isPermaLink="false">ged862-gr745101097</guid>
            
            <itunes:episodeType>full</itunes:episodeType>
            
            <itunes:season>1</itunes:season>
                        <itunes:episode>10</itunes:episode>
                                  <itunes:explicit>No</itunes:explicit>
                                                           <link>https://baladoquebec.ca/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/10-melanie-deschamps-et-eric-sanfsacon-mesurer-le-bien-etre-des-ehdaa</link>
                                            <itunes:author>Nancy Lauzon</itunes:author>

        <description><![CDATA[<p><strong>Mesurer le bien-être des EHDAA : un levier de réussite éducative</strong>&nbsp;</p><p>&nbsp;</p><p>Mélanie Deschamps<br>Directrice adjointe au secondaire au sein Centre de services scolaire des Grandes-Seigneuries et étudiante à la maîtrise exécutive en gestion de l’éducation à l’Université de Sherbrooke.</p><p><img 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" alt="Une image contenant personne, Visage humain, sourire, habits

Le contenu généré par l’IA peut être incorrect."></p><p>&nbsp;</p><p>Éric Sansfaçon<br>Directeur au secondaire au sein du Centre de services scolaire des Grandes-Seigneuries et étudiant à la maîtrise exécutive en gestion de l’éducation à l’Université de Sherbrooke.&nbsp;</p><p><img 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" alt="Une image contenant habits, Visage humain, personne, sourire

Le contenu généré par l’IA peut être incorrect."></p><p>&nbsp;</p><p>Le bien-être scolaire joue un rôle central dans la réussite éducative des élèves. Pour l’évaluer et y agir efficacement, des chercheurs ont mis au point un questionnaire validé scientifiquement. Cet outil multidimensionnel permet d’identifier les sources du bien-être ou du mal-être et de cibler des pistes d’interventions concrètes.&nbsp;</p><p>Pour les directions d’établissement, le questionnaire représente un outil stratégique efficace. Il permet de dresser un portrait clair des enjeux vécus par les élèves, d’orienter les décisions en fonction de données probantes et d’évaluer l’efficacité des actions mises en place. Simple à administrer et riche en retombées, le questionnaire constitue un levier essentiel pour bâtir un milieu scolaire plus sain, plus inclusif et plus propice à la réussite de tous les élèves. Découvrez comment cet outil peut faire la différence dans votre milieu.&nbsp;</p>]]></description>
        <content:encoded><![CDATA[<p><strong>Mesurer le bien-être des EHDAA : un levier de réussite éducative</strong>&nbsp;</p><p>&nbsp;</p><p>Mélanie Deschamps<br>Directrice adjointe au secondaire au sein Centre de services scolaire des Grandes-Seigneuries et étudiante à la maîtrise exécutive en gestion de l’éducation à l’Université de Sherbrooke.</p><p><img 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" alt="Une image contenant personne, Visage humain, sourire, habits

Le contenu généré par l’IA peut être incorrect."></p><p>&nbsp;</p><p>Éric Sansfaçon<br>Directeur au secondaire au sein du Centre de services scolaire des Grandes-Seigneuries et étudiant à la maîtrise exécutive en gestion de l’éducation à l’Université de Sherbrooke.&nbsp;</p><p><img 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jjua9R+F2vW9xfoshK+Wc9cV4pZausxVW2/Lz9a6zQL+RZ4WXb8p5Vc5P1/KtNyeXqfWHhXx7Zx6hFbiZWkzn6V7j4Tkh1XTlKsu5Rnfjoa+KILieOJb2AL95RgH9fwr1r4afHS60uS3iZ5JvMwucc5q+W6HGTUtT3jxn4ci17SWs58eXcH7O+F6hvlJ98HBrlbi2+2/ELV7GZRHD5McQ2DZn92Eb/dBA7Dqc9q1rTxHN4ks4/NjUrIMMvXjH8+vPvmud8UNJ4X8au08jTSXVijQyOAWIX5SOnUevpXwvFGXtSWL+8/S+C80g4/U5920eueGtU8L/DbwrHNrBZIY4So1Ro/M8xR1Eirlgw4GdpDHBBzxXH+Kf2gPCPxLtpLXwLMvijVIWeEQWoeO2ilAG9ZHdRtwDk4ycZxzyPC/2iPjJfeHY4tHvpr2ysZrQzXt7FGzNs3hBGGHIJz/AAjOB2NdL8JpvDeveC7W38K6ppNnC1vtgvdMlijmJ6nPXD/3lbnPWvm6b54ppH3EqcYu1z6l+D3wnh8LfB5tMsLW1jt9SEt3LHCgT7RNJ80jbV4AJyAOgAUDGMnwP4PaZ4b+GWoxeF7+a68Orb3kiaYRLti1OBnZ05bIeQfdxnOAuBik0Pxb8WtB8vS7fUtNuNCSQxJd3Em28KkYzgYTHPsD6YrmvHHgfS9X8FXOk+OL5NYsJCyXD3Eiq04J3BVK7dmDyOjD6810qzVjOVNRevyPdPix4E8L6l4DguI/EEka+dhoLa8BlfuyqiD5geCVA7Y461wfgrwPb2XxNhkXZ5NrAqoiMf8AUqWKBs9925jjAye+Mj59/ZUa3+GfjrxB4V0fT45NLt4otQstVW32TzxOzqI5HwNxTDYY8lfck19P/CbSZNY1DU9Q/wCfWOOBsgltzDJ/T65Jz2rfARVXExhHvqebnEo0MHKtf0+Z3+oeKE1IGORR3G7u1YPiDRoZrdvJO445X8KdeWxtyd2fu9+xqjc3Pk5ZXJ5r79N6Jn4++7PEvjP8HYNfjkMi+Y2cggcoa8B8U/B610G2maTmRhwf7v0r7H12+juvMjk2N2Brwn41W1qkc0bFVdgSAD0rWMnsjnkkfKXiLS5tJeTy1wPQCuUuzJclvMZtzZ289K9E8UM26TzG5jBPPcYrg7/V45ptv7vHTI79a01MXEzbqJYrNw+5toyCK5e43GZu1dRewGU43bYs7duelZ114YhluGb1+tYS3N4PQwNOuVweSx6j610Gh38kabWZsN7cgVw0Ny0M8arwzcnHau88KwLeFfMbjjB759KcS6kbo1LZGnvk2MV5r1fwD4cW+ELbm+Ughcdec1yfhzwa+pOu1fmLgDBr374QfDWTSXikmVtq4IHXHNbxRy8t2d18PvgxJruhL5i7VOccdK6Gy+Bb+HpUdZWWM/7OSD9a9P8Ah9JB/ZSxRqu4Dpir+qwMEAAHy8ketPns7Gns9NCl4S0Q6HZo23cwGMt9Otcv8fZvs+lWerMPM+wzeXI4Hy7JOMH2DAfhXRs9/chl2bY1OFU9hj1qt8R/Bc2p/CPWm8tpDDb/AGgDPGUIbkfgfrXn5pRjVw009dD18lxDpYym13/MyfhLqGi/EeaHSdQjjkurGQTWxYDMy44wfUHn260H9mHwp4R+Leqa5Y2djptxrh3X8EsHmWd9LuUtM0Q6SkLjevOD0rxPwb40f4YeMY5JNzRK4ltJN/8AqgTkqfY9j+Hevrrwd8QrL4mwWMtvHpsglBaRpWy0PZjgnqM/hxX5lRl7N+R+0xtOTTOZl8J+Fb+9ae30zwtHDHEEDW+sXkMUjYIL+Tu2bu4ycHnpXncf7Kvhv4nfHCy8Tapa210vh60MOmaZGu7T7eZid9xtYlpZTxtMhIQfdBJJr6K/sC3ntLhVs7eQqhVQQriQDgKcjocA8Y/CuR1Pxlo/wy8OyXBjh0+bYWaLdwp69fz47V2vEOKsiKlGHX8zk9Z0DTfh7bTxL5cd1cBDM/Xy40zsUd8AFvxPQV7v8CvhjJ4X+Hq/a4fJvdWb7bcIfvRBlAjU+4QDI9WNfFHxd/aE1T4b6dH8QILWx1JrLUbY2tleL+4vC0iny+exQOR7jp2r7x/Zx+PmjftK/B7RPGGipLb2uuWsd39mmO6a38xd2GPfHIz3r3eHcucU8VL0X6nxHFmYNuOFjta7OW8daXbWAljWOQ4H3sda8v124aJSo3Lg4JPvXvnj2FLe2lZPm55DL0rwHxxaNLNJJnbyenQH/wDVX10YXPhJ6M4PxPqUkXmYk+ZeMdK+dfixrmo301x5w+dDgYO3d2Feq/F7xn/YMm3zlaRgOi55HHNeOeJNSk1u6ZrhlZVGQ2MA1rGHKctaSa0PHdXtdWu9RO9H8onHzDNYmo+HLm2uGZoywXv6/TpXsMkkIg+Q44KjI6+wrlfF2k7LYT9s5/yKOW7OeL7nn9tBJ5rfKvPByP8AP+TUjXTA/dUe2KsX2rKo+ZV3A44GP89vyrnLnxCq3DjH8RxhsVnKy3NUr7HFaROl0nK7pM469v8APauq8O3McBXDdG556VzejaWFm/1ZHr9P84rek0trZdy/w88CsTqlZ6HuHwr8QxF41b5tpzkDk8V9SfCYw3UUaSL5mf4q+G/hb4hbTtRjDljk4JzyQPavrj4VeMEs9IhmDIowNx6/57V0R2MND6KswNKtxKrYCj5SPSqeo+ORDMpfOc/dPevOf+FxW2kvsuLjO8kBt3De1WtP8SL461COOzhknLcKsY3DPXr0/Wjd6jV27I9k8L+JodWRV8sbiOc9D9DXhH/BXD9uyP8AYq/Z5t9P0Y2s/jXxpvgtUkAZbazXHnzMM8MQRGmecsxA+XB9Z8H+HJ9AiL3Ukklxu+SKNgET0y54BPpX4x/8FUvjTefHL9o3xBdJctdaNasbaxUNhUt4hgHvtLOS7DHPBHTJmpC8JX2O3D80JJvdH6OXOi2/xL8A6bqVjtdLy0jmjU9GVkBH8x/hXlPj7xf42+AUT3On3Ze03ZEEg+XcOh9emAeT369a6D9ivUbm4/Zr8F2zTN9oh0O0mjJYjIMI9+ea67x/r+k+IYWsdWtLhrmYgybEyrnphT2981+VqXs60o9E2fs+tSlGS0f/AADzvwJ+3P8AFLxRBHths2hZTzHGy5Bz7/QdRnNeh+F9T1Dx7O2oeLb6OC1so2uBDLIIbeJByWIyMBR1LZx610fw4+Hmi6HoE+pXSW+n2NtEWklbhY1x+HsPQ184ftG/Ej/hYepTaXarLb+F7NftAhtiskl7gqS0wwflUbWMYPCkE5Br2sry6rmNX2dCNordnlZlmVHBUvaV5XfRHT+PPiA/7X/xR0nwToNtKdJjuk+wxzW00X2qMq32i+chgfJRPuAgjJU5UnFfox8MLM/C6w0+z0mGO3ttNgj06GNWURzRxooPAwB0zxwDz15r55/4Jwfs5XHgb4Yf8JBq5aG68UxedpxlQCWGxw3khW2glnGGORyAgwAMn6i03w67RwS+WpV08zYhyqEjbwSOOucn06V+gTp06MFhqHwx/F9z81qYipiKjr1d5fgux0MuvW/iG3lbDDacSQyffib+6R/XvXCfEDw5D/Z0rKmDJkbTxXSanpbWtlZzNuiull8tplQKTlTg4/j4GT179K53xbp+pNbsCv2ryR+9ZF2lWx125Jwcds/nWMTCcD5a+MXhOKweaW4hbbjG7pmvHRLYzq0PnRyPHww3BselfTvxU0f/AISTTp7VuWYEemO3X/Cvj/xt8KL7wv4iuZIWkVeSE3HJ/wAa2u7HDUVmR+IbeE3DPHMp8nGB/drn/E128kP3o2Vx61i6nPfTXL7laPGA3PWobmxk8pWjkZ1U9+Pz/wA96UpWWhja+5yXj+4XSrXzQ3ysMkDqK8quvFMjXDldxGeCK9P+JYEtm0bBfm7A8/SvKp9AhaZtu9R6bq5pO7Oqja2h6Z4b8PtJNudeMHjHWtq78P4hHytjg5HBNblrDDFDG0W04HOKdfRvchVUgDO7PpW8Yqxy1Je9oZWh6LFFLFuba3GCOvXn/PvX1H8JP2WfFHiDSLe6vbqHRbGZVkhhlVpLgocYdgMBQQcgE5xjIGa4/wDYk+CZ+J/xltZry2+16ToMR1C6Up8srJ/qoz/vPgkeinp1r75tNGj+ybZGkmmJLys4+V2z83PvjjHHFQ9HZHZh6PMuZnjXhH9k7Q7BoTcLNqUij5pLr/VIB0O0cZPueOteqaB4U03wvYRw2EC2sMmRLJFt4AHpj29K12sIbe0DL5zNKSuEcgHnncMfdHP1qKa7/su4jRbG6uppGK20UaBAMDoWzjGccnPr2o16naoxWyPF/wBur4mL8Bf2UviF42SzurxtPsRFbxRsDskldYAxPQKvmZJ4x156V+TuveGfD/7S3hrT7jwrqWnXV5q8XmXOmT3m+80eXBDQETAvIGIOxk459xj9rvir8PLf43/CbxF4Q1qBXt/E2nXOn3pOZFRZUPzcYJZPlOcDkDFfzx/DD4LX+kePYbnUNOk1DTbdpmiRTLD/AGlGsjW4eF0weZM7TlQWTGe1bYec7+zSunuZ1LLVn6Vf8E8Ne1DVvhp4b0fU7eay1Tw/A2i3UEq7ZFMfKhh1+7yCe2PUV7f4qudH8L6nbPqE1oryyBIEZWkeeT+6qIGdj0+6pxX51eB/jbrH7MXxz019P1jUruZh9vvjqU5l/crHtjiKjkP/AA/KzElgMkV5XpX/AAUJ8dT/ABh1LxB4ovG1nT9Zn23dkURvsUQOFNqePLZFGARjdj5s5yPkf9WY/X5e1lanfpvc+3lxRyYKKpRvUt12R+iHxT+Kc3jKaTSL62nttNeL7RHD5c26K3MLl52G5Vl2HawBfBA4DYxWL+xD8FpP2ofjZpeh2xurbw/aPLq/iKygytnLYo8Za380sXfzJVii2kYwOp7+V2l5Y+NtCs9c0nVJ3hmdZbNwyljbEORIVCBw0SgrIQGVS3OOAf1O/wCCZfwLuPh38E7jxnqMtrqHiDx1dLdfbECcadCXFqAVVeX3yTDIH+sAwMcfpLp0MDheTDK1/wCrn57KvWxdf2ldt/oe7DQlmje5+wM5t4wscUaBTDGOOMnC4xx6AgVN4n8S6P4ftJby+MNjZWsygTXcwjVQSFU/MwHfHBx6+lb0V7Nq1tceSJhvI3zQMvzHOAqjPUgD+dYvjvwfY+Lbu3uL7SLe9azG61injWX7Ozfxpu69MEe2SOM189zX3PQMO98YaP448M2sejC41VjOsyXMMB+zSqhIz5rKEyFY9CQcfjWlpvh5ru0t7XzElvFQMrCT5owTkDHIz0wOnvVpb2CxW6sfI/fWqITCqbnCHO05B4DbeMY6d6t6T4clsEFzNAu1SGdSrc8DAUj5scjJyRz0zR6DR594o+G9nKkyXWmW21Syh4QBhuDxj8T6nJz6Hw/41fsey+KbNr7QbuLzWGUtbkiPzuMjY47n0PWvrHXdB+12y/aGYwyxiRm3lGkJPI4PA27R05A61kah4NmsL1lkjnVmwBtfajEDkoc7eSRycd/Sjm6GUqSkfld8WfhBrHgWVrfWdHvNNmUkR+dFtVieu1+jfUGvJtXvJbOVo1Xavt1r9kvE3gqHX7C503WNPj1O2kiJnimtQycnAyP73Tjqeua+XvjT/wAEsbHxjDJdeB77+yr8bm/s6/YtbvtAzslxlepODuHOOtVGVkcNbCveJ+ZnxALXdu0n3WU88dq81uLL9+2Wbr619RftKfsqeLvgHqqWfijSZLBbrd5FxHIJ7e4IxuCyrxkZB2nBxzjFeE3HhNjO2I3xnutZyjfVCp3hozpNB8USPbxqzEsPWuu0fVGuIwWwSBj5hXjtrqb2sjfN9K7zwNr26NWZ8hF53GqpzexFSCWp+j3/AATx8NR6P8CbnVfLVptd1NyFZdwZYsKMnr1Dcj1r6BtExJtkkeQyAElzgpjPTHXqB1Jwa8o/ZH0VfDv7O/gazk8zz7m1kvmXBUtv+fr0H3hXsWmATyosr/677saJkMvHJbPcnGeDkdKJb6HpUY2giG40CG3WRzJKzDEpVR/rD1yMfX3psegn7BHt/fzTJ+7cHG9SP4gc8nHt+FaWoWUWnQyQpLHCZFAWJwW2E4XpjJz7c0/xBFJaWa2knmKwOxAQcbh1BGPYYz3qTQ8s/aa8XN8If2ZfiL4pUXAk0Hw9dTQuZW3m4dPLhAAHXzJFAHv3r8W7/RI/D3gPWbW2hjkhs7a2soi3nWrq8e1ZJfJ3MGWRwk58wqMliBwc/qt/wU41m1P7Ouj+E7i4ez/4TzxNDBcqWYyxWFkDdzsgX73KwgqASQ2MDqPzrvPAkmt6rq1pMNJ05bjURZvKqQWsdtNFkOZo4y5KhTIRgM8ikDoAK9rLaN48zODF1GnY8S/ao8D3UfgbSddsZbWGZWOny20MqSmO3fG5mZflCmXJGOzZyCDUH7Pf7J0+padp/iGSOx1bUp5UeCzu4SbUSMSsSuSQjBnypzwpA65xXpfxL+CniRfEt7baxc2tnpNhpkFqqM29L1lf7QuVUllVxnaCQ2J921QGA9Vju7TwXoNy11b2u37DJcG38wLBqSvGN0YwAscpizJHIwGHjG1MkV1QwUJ1HOa/ruZSxDUeRFf9in4G6x8cP2nfDPgO3juLjwrrZdbl55/KvILGHcbmUBcFZEWNYWRQYy0m7dhxX7lT6bY22ki3Frax2OnqIEjf5/KRFCfJjAG0ADAHGB2wK+Gf+CJXwDk8OeDtW+KGsx299f8Ai1/7Psb+S32yTQROC84mfDyM7FEZmARjCNowcn7qfWmj3fu57pYyWULHuMoK4V0HXr37HqMcV5OOrOU+Xojsw9O0eYr6a1uIljCo+5y6scK7dSMleOARx1xyfSn6hqGoRWqrbrKl1dM3krI4IthgZYsR/q1ABJ4zkgc1nxzR6eLq8m8+KHBnuJNhbygmMbto5YY64z9BwdXQQ8OnwyXjLDdaipdEaR9tuhI2BcHnpuOSAGNcJ0GX4S0GHT9OkFusN9JLNLNLKV/fTPv++QMsMYIyQAOe1bOnbNR1ia3fzJprFsrvfKJnB2/LkYJPB4PHUCrk1u8lzcXciyR3ARBIz2y7gM/L8yfe4wR3+ZR3OakN5E80Vwt1I0nysyqEVWIiZnbJA3bfqAwKmgLE11q9tHax7zbLMyqiSjDIcsMdDj5WwOcdsYB5kjMNlYSRyTvPHG+1/OkdlAO7dI65Zuh6gMcEc85MHmRyzLJIXiM6qzQbCT8/JVuuOmRx/CRycip9VWe0vrWO1upII7kF5JZULMiA9kVQRz8oAHO4nPXABHqdjDfobh4VgjmUZlWQSfdGSI1G4tjIJOcsfl9q5fxj4zk0UrZQx3Uccjq8k0kY+cAbRhVA243KeemM44rWu/EV1pGqDbJfwlR5Plgozkg8Oso+YxsCMAdNvXNZ9xpEx1KeOO3WOC4cSNk7F5BLY9AABxju1AHin7WXw9i+OP7OnirTDaxyTQ2kl7ZS7Q5juIFMg245G4Ky9+DjmvyPhlSSJW8n73PVv6V+3ut2tloUU7SN5j+W8awo2Wm46DA6ds+tfhlrmtrNr+otbp9jt2vJjFbkcwr5jYU8dQOKuJx4qOuhzC2avJs2jlePWtnw+PsNsy/MGwTwPmArCs75S3yjdtPrW14aSTxFr2n6XAGe41O4jtFA67pHCjH51kjLl5tD9dPgbqZ1j4QeDSVaNpNFhZUcEeUTGm3AHqMcV6hotrvmaLzIj5QXfEPl2HAJA5yfUV57ZNH4VmsbW3h/0Oxs47eNEUl2jQKu0D/gPH0xXoXhKdX2yKzM0wVUMwPBx1OfTGOeRVHpRjZJGn4gs5HvLAHbIzOpBEuQVPp+H41D4q1ON9OuPKmL4YKyKTIFxx9f8d1WPElqqXlizOIYzIGB804dRznH/wCrqKybSSMzR7pPtG5iGlBB2ruBIIHpjHP60CPh7/gp/wCKbwftO+CPD8LNHD4O8FXmuzM801uk9xdzhNhaJS7Dy4SCIgpVWOWA5r5V+Dmsx2Ph+5vAsNilnjT7Y3LfZ+G3K0DvGvmMY0LMexXJdieD65+2t8Sf7Y/bK+N2vP5l9bR6rZ+GYonZ4YpI7GwGFEMbCWVZHkniZlwqgjqevkfgHX7XSfhC0cMMej3F5bfZIwVMbRld4XzjGuciMNBIoVSXnVyzHFfU5fG1KJ4+KlebKPxH1OyXw1pcb2trbzXUr2/2WESMvkvOJisTsCqbG4wrNuWQbjwQbmsaFr3xC8aaf4M0i1uf7c8T6jbWK20GlJJGGEqrHIm790mybCSfeb5WJz905vjSR0+K2i6PDa6tcw6HYecto179ot5r2UNFbyRu21ih2ygpGBwOCTjP1R/wSF+AUfxO/ad1jx9eRfaNN+HNnFbWInJkaHUrpGXzYcfIFMIaXYgOGnUbiQadauo05SQ6ULySP0x+G3gOz+FXgbRfC2m4Ok+HbCGytwxMvyqhThjklickk988DOK0bieBYvMg+zxlxnO75U7/AC7BwD970bgc45k0UPexrIWeGGSJXWNz8zbCTuyOQCeen5VD4kvLXRdPm1Bpo7exhjkmnkK5Xaudz84HHQDGCT24r5eUru566VlYwJLuTxBqcenQ3Xlp8l7cT+YAqfMVSLBxgkhnKcjag9a30smuBuaNRHvRora4UIqgZyGXIYE43YBxkgdSBXN+ENEvNN0O41HUAIL3VpDcXZkG37OWUbU25P3FwowOvAHeuksNMj1HzFaS0nuMKWUwf6sEkFgSw27iAMjIyDyakCS8ijzGLiFptxaRBb3UixxJ5mSDnDbjtUck9TjIUUup37XVi0lq109vdRNJ5UkBmE+SqhdoC/wr0bgblB75gW2uNE1Ka0jWRiqCGQyXqlVU5I3BsH5eQ2QByeODTrfUbj7LdBlhMMcZkVo5I43JKhkwoIwrYOAcYxg5OaDS5Wt/s1tG3yWkcPErlbiVZIWGFAO4D5SBnbuwAoPcmmW/iCK2v4Y51nu5siV2EiBojnbsbLrsO3B+VvmL8HrVTWfErXGo29ncLHKHm89/3pRfLXazAZU4ySoxgg/XkWbhrfVtZlMzXgtbIBfIm2PkfMwO8As3UgAN+WRQZmPq2r3WqMt1psLbZJShuCzliSOS2WfaVZQN2SGz7HHM6j498QeCLNf7Q8M6h9i5Mk8VyJpODw5UnPl88kZzkevHoljG9tqcO3yY/wB5sS2WD93FHyS7Hhsn3ACn8qr6jZw6t9stXVVk85lRZz86gng44JHqAeBgcYquYDxn4g2cfibw9rGs6frFw0UdjPOCMhsLE+UyPu7eG9flBr8a4lheMNJulkb5mfP3iec9f171+0PxB+Es2s+CNc0SOa40uz1y0ntLhoBskgV18vejA4+XJ6n1Hevxs+KfhXVPgr8RNY8K6vDJHqGh3LW0m2AlZQOVkH+y6lXHswqrnLiItnnllc+XCrMPmH8A6D3r1X9jjSf+Es/ap8A2LKZN2rxylVHZMuT+AXNeRXEDRhWLKu4YbHOK+i/+CXvhFvEH7VFndNGZV0zTLu7XqCHKiNSPf565whH3kfpPr98817b4kWNckBmx8ucZJ56knjuCK6/RtWuLSONpJbhplTBaNxtcY57cYPPPPU+1eZfEO+On6UrXMO3JyWWQFQTj7w69e/vXoOi3QECTxNG0UiBi38JUDJyPQDjHWtDtudVfyC/vNPEkjbchpMybt/ynBzjg9B6H261Jpk1jpfilfMlWKG1Am3Njy0Ayc9RnpnJ9az7eNX1SHylZozGQqYxhtuB68HH168VT+JXiKH4d/A3x/wCIrqW2t10Pw/dTb7qLdGkghcjI64yFyKqKu7ESdkfjbq/xi+2L8QNWVIUuvEHiDV71fLTzUnWaRg0TE4fyHhOV3sVVslRg5FaLxTJ4U1Twxor2UOoR+IbW2ZSS6oFh37w6n5WwcqxwEjcR4yaw9Q1Z/EPwX02wjs7ZLW9MMV1crbO8M028yCRcMWuG+WTYzfIod1GAABp6paSrBLLf2uoLqUMFzEwmbc1ykD5dIPm2ZwAFG5grwbjkkAfWSVo2j0seK7OTuWrDQrfS9V1bWdc068tJNa23KXWHEyRkxqib5SxuFNrsnUsQC8hycHj9jv8Agn58HYvgX+y/oVrcBrPXfEER17U4kCMoknUNGkSqoCRogjCqBhQMdOv5W/sk/Bs/tF/tR+HfCM1rqH9g3CRveg3Jkt3ihQyCaTnnZAoUE7snvg4r9sxavFCIYoY7i3LYjdXClVG47DjngZAPQZAxivLzSpZKmjtwkH8THyXEl5aySR26iTbtV4pAm9lAAwpGMEc8dce1c49u/iLX7fR54g1nZut7qCsu5bmQcRQkdNrMNzAHpF05rTm1qz07SZmvY5rW2SJsgDLNgHAjXo2dpA285fHPOLXg7TP7Ltri7vFkkvrwm8nkMrLsc4CqvX/VIApByARjPNeKdpcudXSTUpWjt5FnjVwyJllZhhW2D+ILlSGONuCBxmqWk3S2lxBHcFv9IdlDJKQccA5xkN2BCjaM59RVm8E2pX2IpfJaF9kgkG58ddgZcf3CCy53E47ZrLutZtYg11cXDPHbw77jCgpkk8q2F5PTAA4HQdwC9reqzCWX5Y2VomH2hw/7lV/hxn7ueBkDHvkVjanrSvGs2+FpJBDJBCihmdVPDp34GSQSfu8k9n3Oqw6tZzXMcdwsUcXmMd53AAjIbODH0OeCOhzmvPvHfjiLwr4H1C+kvPtFxY2s94rQE5kaKEsQNoxjAAwRyc9RmqUbgT+FPHtvrPibUJruOO4tWlbTbVg4/cxwsQ5QHgZkkYEEA4Xjtn0Pw5t8MXcJYrLZyttt3jIHlA5ZhgEHAzyBx+OK8g/Z0vre3/Z40O+1IKNQvLKC78zjJnmAuHPctkvntt46AV6Zeb7uGxv1kjhkjG2UxSt5qN1ICHrnjJTqAeD1o20A7WfS3jvftfnW7WUtttmwSysPlyzE8kjI4ByPSuU8b6Nb6jeK9rqUsciyRhjHEfJCDgnaTgEkAHHpj1zD4g8RahDr1rNJJdWdnJsGWXfAGIA3SK2DtLFRwQcAc9a0/FVzdTRSLIquFZtpjcLtZgQeR68cckZPXNSBwU3xJm8Gz/YNfilvLORiLe6MQ2qxUkbuMYJB4/nXyz+1Z8Obrxl8e9c1LT/AP9u2d0LZo76IsVnxbRA4ywPBBXp1FfS3iOD/AITjTJoyrSzNyAxAWEAduAWbGffn6V52fDfirS2aC0k1CO3jY7FD7cZOehGR1rXlTRnJNn4x6eVmRdpByepHP419ff8ABJHTo3+Mvii83eU1noyhCw3ffmXOP++RXx5YQ7seXIdy8cdq+uf+CVGof2d8XPE1q0uZL7R1CKV64lBIz9DXMZxlqfb3jwSXGm3H7vDSE7XDbcnb6jgfSui+H+rT3Wm2NxHOriSJA8b8hmAwT6D7uMd64f4gXbQpeNLDt/drscZPUYGPU4GcmrH7O2tNdeHbeLbNcR2c8sUrMoUlN2Rnn3/Ktuh0Hrcbh7j7RJGyyMr9ODz07/5zXn3/AAUa8USeDf8AgnZ8ULy38kX1zpv2BbltqxgysiYIbn7pOG6A89q7TTXCar5n2e4bbxGzMQh9c9x0ORz0Hrx4H/wWX8Yr4E/YZjZpbbztZ1+ygKNBESP3m4KwkBRkBAyGOCua0w6vNE1NIn5leGPFLf2h4f05mjt4hcRlla5ltPs8KuZNqsHLuYZ4yU3KwVS5CksCNnxnp8lx4Ze1e8E2pNDNpKkBJZjuyhJ2kqYkJmAH3gSjORlc+c+HZLiXxYNStrhLg/YvtTzNcMZbeUAx+ZE5P7wRSJt83BA3KF5OT397YXesX63FxqUOnTarGLiG7t5mRpYERkMceAfnbCeXCcM4w7cNkfVRmpao8eSdz9Cv+CK3wk/su98ZeOr2FPP0tI/DenNLZxxyBJNk5LBSctsK7zxgNxxxX3bdmzsbeaQ+TBAwUl4nJB6MTxzzkZPHTrg14/8A8E6fhHf/AAC/Yw8EaRdv52v3mlnUL9bnCyPcXBaUK4UDohiQqMjAK88GvXvGni7S/A3gbU9UuIZFuLGHZDHAf+PiSQ4SNc9d8jAYIAABxwMj5nE1OebketRjyxsZ8+oyX95JZt5c8emstw8jv5ab2Ax8w5baAHCjPJUcYyekutTjtFCsRZzXMhcLJgtKB1U7gVP94qD94jk4rl9Is5/C2jWdpIqzXXlNLf7I8+ZKwLMRzk5YkDAAwoAPAqxrGsLp5jt4VaHYU5Z923OWznrgDjP3sHknGa52aG1Z3kbPsgkCyxpuJhBVdoGCchtoJXjBycHIPWsXxHrce+4EbR2cmQZpliRt5IDBWzkFuvXkZPOesMmr295DJDHCyl1aQMmNzL3wueAeOVGcfWuT8ZTfbrVWuJ5RJdhB5OAxfHAUFxkbc9eTkHk0WAytS8f3F5e+Va+W1tAEWd4ZGjcqw3KuD8rrnGRnjb3rh/izPfW3wv8AFk10zTM2g37yGEbkUi3k8s7j8wYcnPtkHtV/xJpWpNff6P56zSsVhaPCgnqcFT8h5yOvc9q5b4/3DSfs6+Ord5lW4j0K6DsG+eNnjI5KgZ6t35z0zWiiRdnS/sr6z/wsz9krwHc2Nv8A2e194c0u63zDcYD9kQ7SwIyT82MjnOR6V67aXH9jeH447zzDNFgF1TbI205UpuzjBzwTgYOAM18zf8EwNQ1LT/2KPhbbi4hV38Nx5FwwZzteSNcbiOPLVVx22jGMAV9E32sQaz4fulu7SZY44vLkABwPmJPfOMkDqMnvWciz0W/0tfEXh5R5cVxDuVpIZUG6Y4AztyNvPTAJ496870fVJPB1xDZrHL9iz5Mccqu6eWG2gAk7lJGPvZ6HJ6Cug8I+OPI8OX1lhVuoVEUZ3svUKVDhuR8ykYzx6ms/xBYXtxpMdvJFbs8mdhOUz/f5wdqn174zRECzBYw3F351vL5fltIHcKd4fIcIASPlIIHQDoBSLqzMN0em28ytyHYKGb65Gc1zNvqFz4Z1CNJEk+z7vKcM42528qrY5wRkc/4V1H9sabdfvF1CeDdz5Z4KnvwRTbsB/O/E7WrlpFYdcAd6+uv+CUVszfE3xRrkkkaro+kquyQH96ZZVGOnUbOPrXy08KmKFto3EZJ/Cvr3/gkwgk8d+MoTnyptOtmdc9SJev61zqWpjG1z6R8XTXXiW7uPMT7RDKQ2+Q7dq9lUZxx/Wo/2T9bbSPE2v6aVMyHZcKmd2cZRh0Pqv+Neq+LdNt9C+G99dWlvBDcRQO6yCMFgwUnPNfD/AOwl8UNf8V/tjXlpfalNNbRw3arGoWNQAUxwoHrXR0Nj9DLS5aLULWOG3MiOQDsbZtx1Jz9D0JNfGf8AwcL/ABBW1/Zi+Hel291YwyXer3EpKFg/yW7LsIIwpcOyljnHygZ3cfZmksZhalmZv3iL17F8H9K/On/g47dpvDHw33MzbUvUGT2MkJ/mB9KvDu0rhI+Jv2e8eMNN1M3DyRyTWgt5rl7MzAKCoWRypyrAllPKgCNMKTgV7v8AsZ/BVviR8V/hl8MdVnbVLq+1mUXkETuytGsm9mMgPyRbMgKPncKrZAxjyr9he3W00Rb6LfHdeZGN6uRne6I2RnByrsMkdzX2z/wRG0W11j9s/wATXFxCryeHfD08emkfKLUSXARyAMAsV43EE4A5r3OZxoKfWzPNjZ1LH6zpdx2wWONYlKyfZ4kVfujO3YvUbR3GPrxXzd8TPira/Ff9pPSfD+n3Fmvhrw3cG6u54GTy7y7XjcV7pG2ADzg7sDvXrHx61m68LfAbxZrOnzPZ6pY6fcG3uY+JISMgEe4wOevGa+Ov2Dl+1eJXaTLNJEWZifmJIUk565J79eteC73Z6PWx9jS+Jo5L+FfODx7Vf93nKnPA5PT5SARyCelSajBbThbaTfCykv8AJgrge2OAckHnOKztOt47bRbNY0VfMsZJmOOWfOc569h+QrPhjXUtUkjnHmR292Yo0P3VUbRjHSkMfqd/d2aSQzPI8avGqXCsfkAxgnoDn5hzzwR04rHupG1Kz/4+3uCN3kvLhktucj7p/wCA8k9a2YbdbeS5VF2gxbzg8lsPyT17CsW0la68S3EUjFo5LqEMD3z1/PNMDCnaREljmb92zBiCzDDNyWH94kZGR0xnivHP2v8Axfb+Gvgb4nu45IrmK+tGtUxjd0K4I3A4B/jOeTnBwa9uuIVurTWFkXzFjcRANz8pxkH1/Gvjb/gofdSJ4d0uzDf6NLNGXTA+bKnPPXHHTpWhmezf8E+p1s/2NvhesKedM+iIFGGbbmWTO7aR0P4ZbtivoXR/EK6bKt03kW9tfRBkjYZUYGeCPxOCefwr5r/YudvDv7OXw9WyZrdTZwxEKeCpmlBXHpgCvoe/0yFY5I9n7stLldx2np2/p2rM0L/jTX7jUL2HULHT5LqJ1CvM7MI5yvG3KnOO2CcAZHGMml4X+KMdxbSQXG24mVvKKhRGNxHCHpuGAABztOeemekisIbWe1jRPk86CAAkthGdlIGenAxkcivNPHOj22n6lZvbwrC0jZbZlckuMn6nPXr09BRED1C/B16ORZpLcMmzaUjCbAefm3ff64II/OuMufDkljcSQp9qkWNiAzXUik/hnt0rT8BTNcafIrsSI7j7MvYiMqQRnr2HPX3p6StIZNzM22R1BJycBiB+go2J3P/Z" alt="Une image contenant habits, Visage humain, personne, sourire

Le contenu généré par l’IA peut être incorrect."></p><p>&nbsp;</p><p>Le bien-être scolaire joue un rôle central dans la réussite éducative des élèves. Pour l’évaluer et y agir efficacement, des chercheurs ont mis au point un questionnaire validé scientifiquement. Cet outil multidimensionnel permet d’identifier les sources du bien-être ou du mal-être et de cibler des pistes d’interventions concrètes.&nbsp;</p><p>Pour les directions d’établissement, le questionnaire représente un outil stratégique efficace. Il permet de dresser un portrait clair des enjeux vécus par les élèves, d’orienter les décisions en fonction de données probantes et d’évaluer l’efficacité des actions mises en place. Simple à administrer et riche en retombées, le questionnaire constitue un levier essentiel pour bâtir un milieu scolaire plus sain, plus inclusif et plus propice à la réussite de tous les élèves. Découvrez comment cet outil peut faire la différence dans votre milieu.&nbsp;</p>]]></content:encoded>


                            

        <itunes:image href="https://cdn01.baladoquebec.ca/images/ged862-gr74/ihQr6KIBi9muiOhsPaCZCF86FfcycJ67w9on4Bgr.jpg" />        <itunes:duration>445</itunes:duration>        
        <enclosure url="https://baladoquebec.ca/media/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/10-melanie-deschamps-et-eric-sanfsacon-mesurer-le-bien-etre-des-ehdaa.mp3" length="8163400" type="audio/mpeg" />
        
        <pubDate>Thu, 12 Jun 2025 11:42:00 EST</pubDate>



        </item>

        <item>
    <title>9. Patricia Thibault - La conformité des plans d’intervention</title>
            <guid isPermaLink="false">ged862-gr747194888</guid>
            
            <itunes:episodeType>full</itunes:episodeType>
            
            <itunes:season>1</itunes:season>
                        <itunes:episode>9</itunes:episode>
                                  <itunes:explicit>No</itunes:explicit>
                                                           <link>https://baladoquebec.ca/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/9-patricia-thibault-la-conformite-des-plans-dintervention-de-la-polyval</link>
                                            <itunes:author>Nancy Lauzon</itunes:author>

        <description><![CDATA[<p><strong>La conformité des plans d’intervention de la Polyvalente Saint-Jérôme&nbsp;&nbsp;</strong>&nbsp;</p><p>Patricia Thibault&nbsp;<br>Directrice adjointe au secondaire et étudiante à la maitrise exécutive en Gestion de l’éducation, Université de Sherbrooke &nbsp;<br><a href="mailto:thibaultp@cssrdn.gouv.qc.ca">thibaultp@cssrdn.gouv.qc.ca</a>&nbsp;</p><p>&nbsp;</p><p><img 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" alt="Une image contenant Visage humain, personne, sourire, habits

Le contenu généré par l’IA peut être incorrect."></p><p>Le désir d’augmenter le nombre de plans d’intervention conformes au sein de l’unité Sport-études est à l’origine d’une démarche visant à soutenir le personnel dans leur reconduction. Ce balado propose un guide pour optimiser cette gestion des plans d’intervention, en présentant un outil conçu pour faciliter les transitions scolaires et assurer une cohérence d’une année scolaire à l’autre. En plus de clarifier les rôles de chacun tout au long du processus, cette démarche permet également d’évaluer l’efficacité et ainsi s’assurer de remplir notre mandat.&nbsp;&nbsp;</p><p>&nbsp;</p>]]></description>
        <content:encoded><![CDATA[<p><strong>La conformité des plans d’intervention de la Polyvalente Saint-Jérôme&nbsp;&nbsp;</strong>&nbsp;</p><p>Patricia Thibault&nbsp;<br>Directrice adjointe au secondaire et étudiante à la maitrise exécutive en Gestion de l’éducation, Université de Sherbrooke &nbsp;<br><a href="mailto:thibaultp@cssrdn.gouv.qc.ca">thibaultp@cssrdn.gouv.qc.ca</a>&nbsp;</p><p>&nbsp;</p><p><img 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+IT01btdNdEv1PnGXQ1jc+dcMXPJwOlFei+KvhtaLrc3k3Mbrnkk96K7Y8VYOSTv+DPAq+GOaQm4KN7Pujz3w3+yrcaMbeQ+KtaaOVt0aCTJPvXtum/srS3NrbzN448RQtgN8sgDKPyql4M1FtUvIWskhVV+RMtwB616roM+rLec+SYY0BIUZavicdhcNGFpVdUr6an73w/mGOnV5nhuaMmo62VrbvuzkLj9lGLWjEt1448VXawsGEb3GN9ch+0F+z3YfCP4U654gj8VeIVXT7WW6EAuePlQkA/U4r2rW9XnlSOSOaBZpG28H5iPSvmn/gqZ47m0H9nqbTbVmWTWmEUp3HmIEFvrk4FePWpyhhXKDfzPpqWMw1XMo0asU29NNXdf5H5XfFTV5ptD1CXczTXFu8kj568En8ya1/8Agnpo1x4q8Ra5L5fmG2SIF+6k5AFU/iToLXV5b28asY7zT5VQEdX8rdj869l/4JN+Els7jUluFWT7dfoJDj+FFBx+tfM5lWisFNddPzP0jKsPL6/Ta2V/yPpbwD8LbqWaSS+1x9HgjUDEMgj2j+8zHvXUtrniL4Rana32hfECXVtNkZd8FyolUjuAcDPf3rsvil+xbD8TJo9Sa51RtL3rJLZ2shTcBg4JX5iOOlcR8Mv2LbX4fat4iuF1rWZBqVufsVmYpVtrSTdn94Gz5i4JHQEcEEYr5nDxjyN3s/Q+8nKoppJXXXXY+hfhL8cl8bIJvMXztgDqDnJPcVu+MvjG3hQK0cM1zMykqidyOn515Z+yJ8OYvDfxCnjvLiNokiLNz8pbt+veuk+OnhrVlVbrSpILdpJhG08nP2dD1cDvx2HNc/PNK9z0Go7WJtK+MnxM8XQtPJ4W0u3t2zGm6d/MYdjyMVwvjnxFqd79qttc0xtPuPIZdudyyDp8pri/hP4X+P8Ac614guf+Ewmt4bXP9jQvHFcaffEMDtnRsvGrLu5Dbhgepr2u+8Lar408DzXHiG2hsdQswplWNiUDdyhI5WjMKS5VZ6nHha09dGlfrofh18Y4G8CftJ+IbMNtEOqB41PQEtnj86/TX/gnF4f/AOFreOL/AEd9U1WxGpaSmo262NyYmlaMhXzj72Aw9xX5nftKQf2x+194oEOWhh11oN2eytjP6V9zfsKfESb4U/EPwR4gilkWTSbtrW4TtJDKCrA/gR+VfZVbxhQfWy/Gx+bx5ZvEX2u39x93T/sv6bHqzLe614skkU8q96/A96bN+y74bhtpJbfWPEd45faIftr7l9xXceJviu+qXbTTNDDb3bqIQozJ6HmtRZLPw3pE11axLJdBDiWU85PevqI4eEFFNNy7Lb/hj82p5pVrylKDgqa6vf5efqfPPib9mfwrZzbpLnXo5OctJetXEp8HPD9pNcxHVNctFZSUdb18yY717H4g8TW2r35j1KT7Um7cohGME+tcZ48tdPmSS3t41jmiGY5Acgexr3KOB9pWjCpFRg9bI+GzDiN4bDVMRh581WOl2lbXpp+Z5Nb/AAq8O4fzNU8Ss248/bm5ordsNMivoS0sixurbSD396K+i/sXKk7OL/E/OafHPFMoqScfuidx4Zuf7GC3EPyx9XiArsfCvxQ1LR9WaaMZ8xdgDjK4/wDrV5R4Y8AeKLm73zXV99nVv3qiEfLXaeE/hjrurx3Eyy6pJbjIRxHyhHtXn0/qji4TgrfL8T6KX9r05QqUa75le6Slb1SsepeCbq3kb+07hreRoZGeW2cY3e618rf8Fb9cm1vwFpNxDGsen+c0SrtwQcFv6fpXvOn/AAf8SafYpefb9SSObhh5A+7Xhv8AwUu8Iyp8BFvhLPJHY3kRETgH5irLnPbrXi5thY1MLVrLW22q0SPrOF8yqUc0wuGqJRbeukrtvza/Wx+eWu6g0mp6VMV3G1tpZCq9x5ZTH8q96/4J6ab/AMI+i3CzLJFeMsyMoxg4ww/A96+evFE/2VbeZn2x3H7ksO4f/wDUK9w/Yl+Itz4hij0Oa1tbdvCv+iRtDGE89GZm3P8A3mzxk9sV+XZheWFc+iP6Zyqoo4mMXufrP+z54kjOk+XNJH+8TA3HkGnfHfxzbeEfCdxJJd29q0w2guw3HtwK+dtD+N6fDbwv9svY7j5TsiULlpnPCqo6kk1y/iTWNY8daZfa1qEf2zXJE3Wlm8m2G2HUID03Hu3rXjLFLk5Uj7f2MHLn7nrXwAtVvLbXtYfdteMRQMw6+9eoaRZWer2ln9t8ibyVaQGRd6leeCK+efhv+1Po3hf4Vtpt/o91DrFqRHc2sKma6UsfvKi/eHuK6+78WarrHhvTtQ8Ji8hkVFdDcwPbiQDqrKwB5pU7Jncqan7p9B+FPhXoiXCz29paQ+YA425AOeQcCuV/aV1aHR/Cd5bxjasUTAsD0AFZ/wAGvizFb6SrZeG8IxMjtuCt3/I9PauB/bF+IFtH8LvEEv2mNZPscxZ2bCRZQjcT2AznPpV1pU5xSj1PLrUXCUpyeiR+JPiSdPEXxm1TVlUNHqOtzyKc/eCuW/lX0RonjM6BeahawtsV/LuI0+8dwIz+R/nXy/okzL46uooZra6t7CZ0SWB90UuG+aRT3BxwccivaPD1++safC8Y33CpsZx3wOBjtnGOe4r6nGRcKcX2sfmuDcasqkV9q/4n60Jex3eiWcojkdZ4kdCD03KD/WodR0W8sp96Xl5Iu3BDTHb+VZ/wX0KPxp8MvC+pR3l5BFfaVBMFD8ZKDP5HI/CtS+8I/YDIPt19MjcqzSV+24OtSrxjJUvsrW/kj+LcfhsXl0KieJ5VzyVuV9H+JzmqX7W88arArN0Yk9/Wsj4iW1zpIhW4gC7vnWSM7lcGrPifwrHdYb7TdK3THmda5LWNCa4kMDXV8yx9FMuRmu6WDimmofij5ejn1WSaliLq6a912fqrFGbxIEba1qcgfnRWbfeCI7a4KyzX4frjzKK1jypW5P8AyZGc8wrcztiP/JH/AJH2p4Gmuru2L3Fna2+4glUIO4e9dDealH4c0WWdriG3WP58IcAj0Ir5M8KfFHWNIjaGK9f/AEpeQrE+X/8AXq/eeJb24u5EbUriZZAOGavyujkdSq7yml95/UOO46o4a0aVJy030/Q+ntO+PFh4imjsmbbFImCAuA3uDXiv/BUG90TT/wBkPxBp62MMl9qQjFvMp5icOGB/IGszS7CICESTTRqq5Vg2Np+teP8A7a3je48V+HtM8Ew3S311qEwcSNgtBH0/Mk8e2a5s6w8cHRlySdrbdHc14VzSpmmJhKUFdy0e7SW/ofnD8UP3GhWeQ25pGyT3wBg/Tiu8/Y08YxaH8TY1ucR/2tAQP9ooeM++0/pWf+0P4T/srxp/Z8ezyYeFDdFONuT6k4JrhbrV7jwnqWntpzqLyxw0ZA43ZBbPsemPrXyNOH1jCez6s/Y3V9hifaLofrN4csbHxb8Pw94R9o0mVSp6ZSTKZHv83WuL+HPw88VeE/GupW8PiSHVdHabzLZNTiDPYqcZjdx82wHOHOcDr61w/wCy/wDtH2PxP+FtvcxzKsjx/ZLyInJhfjg/RgCPavdLHwneS6xpuqWM7RtcRhWIHf39Qa+Ww8XSlKnUXqfoGHnCtGM4PToz07w14N1qC2sr6bwDZ6hNHA00d5YTxSZjB684bnqBVX4l/HI+FNDmEnhPxVLdFcRWUFqrzXDfKNqruBP3hk9BznpWho95q1hq1rcR6XDa/KEn+xzSQLcrxuBXJC5/2RgZzirt1bSS61LeyW/klizBdxcjPq7ck9Oe9d0lTjG6/IuMJp++18rnk1n4Jubjxc9/u1DR7W4tRNd2kxG62m3fKBgkZIzkA9hXg/8AwVo8S/8ACsf2R9UtZLiT+0PElzFpsZLYbYW3yfkq4P1r64mmtke4vr6Rfs+nN5hBb5Xlxxn/AHRz9TX5V/8ABSD9oRv2gvjhLplvIzeHfCbG0jVuEubiTmRyOwHCg/X1rnyei6mLT6Rd2eVn2KccJKKerVv6+R88fDXwv5saMqq0mwbHXjcpP869d8AaFIL8RJ5jXFxhEjUYLOD8q4989axfhrYWttr+l2m7y7V28yQsADFgY28f3eTmvXfCPiqx8A/HKx8QLp4vLC3KnyMj94gxkH0LDP519XiKyq1fZy2e78j4aFGdHDupSV5JaLuz9F/gpGmj/s7eDUt1mb7LpcUMuVP7uQA71I9n3D8K2NEtLjxVps0iRuzQvgQgfMD61yP7M/xF0vxZ8OVjs7gpNcTy3BtJmAkt1ZiVBH07iu+ilm0K3drWcxvN/rFUgFvxr9eoYipLBwlgJLZLvsfyfjsDh4ZpUhncJatve2r2sc3qnhe8gsZlntfmOWUt1WvN9T8cab4W1lY7y185FBDNHndmuq8c+ONVmv5IfNuPJVOmOv1NeJa7peo3OpzTP5zs2WUMe1YUauY1XKOJas+2gY7DZBh1TnlsW5R11s7evc9Bvvjlot9P5n9kr0wPMHzGivF7mw1K9mLLDIqjgbjRWH1anHT9WelHNsVJc3L/AOSxPYvD3w81basy3TLG47xdK6jSfhDqt1qaStfyKo7GD73pXvGk3NpPFDbWtrDOM5favEY9a7jSvDUMe3zIxKkfzqxH3SK8+pxBC9uRr5n2GC8PasV/Gi9vsaX9bnzD8cdd/wCFBfDNtc1acyDIht7d4cNdykcKPQdyewr578L+G9U8Qifx94ih+zLfRZs/MGA/UFlHZVycfSvpX9tf4ew/FX4//C7Sb+VpPDrvNLIgkwryh1yvoCVAGeoDHFeWft7eMbXRr5NH0loRBZWf2d44SNkX3sKB0Hbge1fnPE+aV8RJxndRjZJd79z9e4P4cwWXw9ph0pTlduStouyt5nwZ+0RqDX3ie4u5IzulLS/e/gA+UfkBXkZH2bRbnUpsl2LLGD3bGMfhmvoH4y/DubX/AAjNqlvum/0OQjyx0wudv14NeCeOrRrPw3o9kw2tcMkjY/iyycn65rHJ6ilTS63PczWPLJvpY2/2TfFN94d+IOuwWczIt1GshiJ+WQqcHj1561+kP7NPxwt/Gen21lfTNbapYgI8DHG4f3h6ivzI+BVwdM+JVvMf+XgSIR6Akgfyr7g8N+Abb4j6RbyQzNY6lGAYriJijKfqP5Vw59yrEXfY9rhmpOFDTWz2PvnQvEcUghFvKy7QM81ifGD4wWvgfw9NLdSQrfTfJbxM43P/ALRHXivlrwb8DfiFpl8Jm8YahHHtwGWTdkV6L4N+A0kmqx3GrXV1qlyCMyXD+Zn8T/IV4s8Y+XlsfUqopaFHxv4y1LXPhxJcTJLDp8KMY4ujXsh53t/s57V+Wst+Nc8Va1b3RVrzUL26lVi2N0qtwo/IcGv1o/aLNv4O+HsyrsFzJEY4F7gkY3Y9hX44az9o03xLe/Ntm+0vcwEnpJvOfzU/oK9Th2PNKa9D5riT3IQl0uzp/DMV3cXjuyhZEXaVB9cdfrg5+te1eBPhBJ4me1vpdQZraRFaIMADE3AYY/vZ45rzHwHpN14lhV9NO3VIsTLAfu3K/wAQXPb+VfRXwTms/E2kTWt1vsdQtnVJ1ceXJbt/Cx74P97GK2zDEThUv06+h5+GoRnSst+lzs/Cmi3/AMJ/FNvpmo31za27MPKuEPzRuRwf909OO9fVPhD4Ja54o0W1vDrGrnzow42uD+NfCPjjxtqHg68vpPEGsX95DZzxLHJcne23cOV5+YYHUHJr9M/2VP2sPAHxW+G1i+ha9oF7LDGFkto7oLdJhR96FsOp9sV+gcGYqMqk4xu4taa2PxvxKylyw9OvUcYyi/e0uvybPONf/Z11qO5jjbXtQkeQHnaBj2Ncy/7MsjXnlanrWpL525VXzQuSPevpST4sWbXEnl29vJJu24uD8o+hqTXdOTVcSRpYyREBzhd2w+xFfoOIwLnFtPlt3f63PyHLcVhqdRae0T35Ve3na3Q+Xl/Y6upOY9S1Qr2/fUV3WseOfFGjaxdW9pNC1usp2bkxgelFeF/YWavVONvVH2C4v4Up+5KE7rT4H/kdt4L+JmleGLRUha3juJfv5fdu9q63R/jYtws2JrZWVT8hbqK+Y7D4eam1tFJJqILfe+WP9K0PGsWm/CnwlP4g8TeJbfS9Js498803yhfQDuzHsoyTWdThOtFupNyfdu3+Zz4fxTo1bUaUIK+iSbbforFj9uf9oXS/A/w+sbqHb/ai3P8Aoboc+S+Dk89u/wCAr5D1LVLjxn8MbO61C8mk1TVb57iaeQnc0a/eP4YwO1eS/ti/tuWfxnuzpfheznXR7G6WZNRu12zzgZHyx/wKcZ+bJPtW34X8bJrHwatbxpmaO1MqzHPzKGKsf0JH41+YcVYVwrRnBuSva5+8cG4t1cM4VIKDtey7Hax+IzD4Dt7eNVby9RVyhX5ZYpUbOffI/WvmrxfYrrfxjsdLhjZoY5o4CAc8KWYj8MCvWfhr4un8Ua3qF5MR/Zf2JTDwPv5CqB9OefavOPhpp/8AwkPxJ1LWJQyrp8k7AZ+7jcB/MVx5bH6u5OfRfiz3MZH26jCPV/gil8NfCzR+K9P+VgzO3Qd95r7c+CFtMtpB5as01m2yRfX3r5z+DfhdvEfjO2mVf9HtGIUAdST3+nNfbHwQ+GLR3H2hkPkzDuOAexryc6xSqVfdPqMjwEoUuZnqXgK7+0W6brUBtuDmPBrqdQuYtC09rqQA7Bkc8A1mW2jHS3jVTt/3T1NVPHzzXWlNEnzheoHVvWvIlJtHvLD9jx74lPffFnW7yaTzI7W1hdhxnGB1r819b+Hkmr+PtQj2LGI71lGfuhSx7/h+lfqB4mmuLbSJ2tWS0eSIwzRlceaD7+tfBfxOhTwv42vo7qJlurUlJ933Cd527e3APJ969LKKs4OShu0ePneGi4wlU2RxXi7S38KPpt/bzS210sxNtJGdpCrgBh/9ftXo9x8Rz400HSfE8Mz6X4q08m2u5I1AivVGMZHTpg4PH3qy9J8IXnxXvn1C+C29jagGMucF8dFjUckd+Bz+dZPinxJoPgO2ubO5ka4mZi8NnG25s4xukYcLn+71HNew4yqRjTiuaa39H0Pl5zjCcqsnyw8yv8ffHrePvC1jdeSLGWVQk0A+4p4OV74PUema8p0fUmjljljkaGeH7ksbFJFx3DDkfnU3ibxXdeJWZpGXaX3qoXAXgDA9Kx7N/Lftx1FfYZTg3h6Kgz43NMTHE1XJbH01+z5/wUT+JXwJvI1XUofFWkqNr6drgNwu3vsl/wBYh98ke1faXwE/4Ki+G/jXPaeGdOtbzwlrWpHMMF6Ektp5e8aSr3OONwGfrX5Ti8/dqq/ekO0c9K3vDPiC48O6paXlnM1veWEyTwSL96N0IKsPoRXqSvJq7f3niRwtOF3Tik7NXSSevmfrlr3i++tdVmS4+xzSZ+9vxmivlXwB+15pHjrw1Dfa94it9I1bJjuYJhjLjncuB905yPxHaivfpYWtKCkmtfP/AIJ+SYzHKlXnSdOeja2b/Gx9m+HvH8L30dvNp8MMMuNo6LX5uf8ABYT9pGL4ofHiHwbpMxbRPBOY7jafknv3AMh9/LXCD33V9peKfiH/AGJ4X1TVLtFaHSbKa7O0bQDGhcfqK/HnWtXuPE+sXWpXUjSXV/O9zM7HJZnYs3P1JrXPsFVwEIUvaP3l7yu2tPU08Oc5oZ9Wr4t0Y2py9ySgoy1vo7dv1Kct2FWRW/iHTOK9n/Zp+IVv/Zl54f1Iq+l6pEYTz80LdFkx7ZKn2PsK8YuIfkJxkYqx4W1dtF1COSNzuU5HPCnpn618TjsKq9JxZ+15finh6qmvR+h9GaTBqnwUvrqyiiEc0O2dFZC0d3bAndgH0B3cc8GuV8WeNLfwL401S70mBY9M8RWu+a3/AOeUoYhiO+N3PuDXQeE/ii3i7Q7GPVXVYWkMdvdnDNbPjlW5ztIPQ9QeK4f4i2Vvreq3Gkxs8F7pgIhWT/l5UckcdG7j1+tfPYfDudRwqr18/M+pr4hU6aqUn6f5H2d+y1omiW/w+02SzuLfUNyb5p4GDHcwyQe4wex5r6y8I3kcGhxpCypkZHHWvxR8I+ONa+H9+11oerX2l3DDDmCZoyfqOh/GvTtC/br+LOiwiGHxpqhTHAcRtj81NcNfhGq5udKorPue1guOaEYKNWm012tY/YLS51m5YsW5wM9ap+Jo5rawaZY41h5DM52svvk8V+R95+3V8W9Tf5/HevR4HSKURj/x0CuL8WfF3xV48dv7Y8R61qnmZ3C5vpZFP4E4/Sro8IVv+Xk18i63HVH/AJd0387H6KfG/wDan8AfDe1uF1LxRp7X0ZJFpYML67LD0RPlU+7sBXwj+0t+0e3xnulh0rSY9D0i2yYPNfzry5YnmSaTpk/3V4Ge9eYrGbTlW27uR7VBcyyTybmYs1e7g+H6GHfNu+58tmXE2Kxa5Phj2X+Zs6X8S9SstMa0864w42uokZTj2YHI+lZ3nLIzMqbVY9Ccn86hSHIyw5zzT8M56DNezSw8IaxR4NStOfxu5J5yhePTOD9ajRtkuexHpSrHn86V/lb8sVur2Mx9lc7788/6pP1NasN0Wb5cYU9aw9P4uLhv+mgH5CrkUm1vbvT1Jt1Nxb3j+H8qKzVuwoxRUXXUmx9+/tka/qngn9k7xXcSXVp/pkMenlUUlmM0iqcH/dzX5rSv5bKv3dwJ+tfoB/wVWu5/DPwF0DS/NXy9W1kOy7fmcRRMf0LCvz7uHElwv+yuDX0fFMn9c9m23ypb+ep+X+FlNLJfbKChzyei200/Qt2UYuLYf3sUxtLMbbl+8ehqTSF22Se9Wnkx+eK+bP05DdH1i60i6ZgxZZE8t1OdrDt+I7HtU2q6/eaxq322eZpLjC/P0LbeBnH0qvKuVA/izQI+PrUeygndIftp25b6DGlMszMesjFuvSp0TBHbPFRiFR/npU0Sk/drSIotlpF2/wAP4077v/66jR+eM0F9wqzRMbL87daDFkepNEcXzf1qRk3UFBGgAo24b7tO6CnpHvToPTpQTcZjIP8Aepu35uelSOpQen9ajYZP8xQUR248t5v989PoKkL4P90dc+lM/ik4xzmlVyV4/lQTckC7xmioxKx6Z/Oilyok+zP+C0N/caXf/D3Q55mkZYby/II4GTHGP5Gvg0uTP9a+oP8Agqd8QL7xr8e9JgvnDSaTocaDaenmSO5/pXyz5mHr1+IKvtMwqNd7fcfE8B4VUMhw0F1V/vbZtaYwa1RVHKirLRN/dNY1hM7nqRgfnW7aTebAOO2DXin20dUQkbjShf8A61TSx+WPXPSo44NwJ5qvIjl1G4yuMVJH0C84pTHs7UgGX/u0WNUlYkDc4xxninIm4/TvTQnPU9fyqTO0YqgiOB4/Wg/MO9BHH4U+FWZ/u0FEaqce/TFWYF8uPleepz2p8NqqsG/nT2QLnpnFS5EMiuRvj6+/riqUx2HjmrEuYxt/T61VmJBx2xTQ+hXkc+b+GaI5sH+lRahu8vcq52g5A9OtULPWorn5kbp95elSzPmNYTqBz/Kiq8d2rrlWooL5onq37fk8jfta+KLd5GkbTxBac+qwrkfgSa8KaULdMMY7/WvS/wBqPxO3i/8Aab8dalJ/rLrW7nPoNrFf/Za8tvW8q5yvpzXXmFTnxVSfeTPCyPDqhltCivswivwRsWkSrHu6buea0rINGu7qDzWbYfLaRbvQGtJTuFcZ7Ub2LqxKy9f0oaH5OGKqKrxS7Rx+PvTzcfL79KsokaH5MbhtHOaaYc/MaSOXaOaHm+T5eDRcOaQ8AY+Xn19qcE2j+8P5VHCePb1qQN8vX8PWmBKi5Jq3bgbcD6mqsBNWo34OTj+tA2TDCjFQTj5T61Kfl6nt0qGVtw/ClYRUY5bv7UyTBHXt0pznbzVWfzJj+643dz2pilIUxyGMlV3cdDXHaykElzI0bfZbyNsFMja/uP8ACuovrBYI91xNJIWGAM4H5CuD1CNb26m8uNYVU7FA7npzUvV6GDJv7bmU7W3My8EqaK/WTwd+xJ8P7f4f+G7XUfCvhzUL2z0m1hmuJ7TdJK4jBYsR1O4nk0V9lT4JxUoqXtI6+p+U1vFrLqdSVN0Zuzaura2+Z//Z" alt="Une image contenant Visage humain, personne, sourire, habits

Le contenu généré par l’IA peut être incorrect."></p><p>Le désir d’augmenter le nombre de plans d’intervention conformes au sein de l’unité Sport-études est à l’origine d’une démarche visant à soutenir le personnel dans leur reconduction. Ce balado propose un guide pour optimiser cette gestion des plans d’intervention, en présentant un outil conçu pour faciliter les transitions scolaires et assurer une cohérence d’une année scolaire à l’autre. En plus de clarifier les rôles de chacun tout au long du processus, cette démarche permet également d’évaluer l’efficacité et ainsi s’assurer de remplir notre mandat.&nbsp;&nbsp;</p><p>&nbsp;</p>]]></content:encoded>


                            

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        <enclosure url="https://baladoquebec.ca/media/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/9-patricia-thibault-la-conformite-des-plans-dintervention.mp3" length="7255111" type="audio/mpeg" />
        
        <pubDate>Thu, 12 Jun 2025 11:32:00 EST</pubDate>



        </item>

        <item>
    <title>8. Jean-François Arsenault - Plan de Formation d'une équipe d’encadrement</title>
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            <itunes:episodeType>full</itunes:episodeType>
            
            <itunes:season>1</itunes:season>
                        <itunes:episode>8</itunes:episode>
                                  <itunes:explicit>No</itunes:explicit>
                                                           <link>https://baladoquebec.ca/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/8-jean-francois-arsenault-plan-de-formation-de-lequipe-dencadrement</link>
                                            <itunes:author>Nancy Lauzon</itunes:author>

        <description><![CDATA[<p><strong>Plan de Formation d'une équipe d’Encadrement</strong></p><p>Jean-François Arsenault<br>Directeur adjoint, École polyvalente Saint-Jérôme (CSSRDN)<br>Étudiant à la maitrise exécutive en Gestion de l’éducation, Université de Sherbrooke&nbsp;<br><a href="mailto:arsenaultj@cssrdn.gouv.qc.ca">arsenaultj@cssrdn.gouv.qc.ca</a>&nbsp;</p><figure class="image"><img 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" alt="Une image contenant personne, habits, Visage humain, cravate

Le contenu généré par l’IA peut être incorrect."></figure><p>Dans une école secondaire où une hausse du nombre d’événements violents et une baisse du sentiment de sécurité furent observés, ce projet monitore l’effet de cinq formations portant sur des thèmes reliés aux enjeux de climat, de violence et d’intimidation (CVI) offertes à des éducateurs spécialisés dans le but d’améliorer la qualité de la collecte de données et le suivi offert à la suite d’un événement de ce genre. S’appuyant sur les travaux d'Edward Joyner, les gens formés furent accompagnés et purent compter sur ressources à même l’école afin d’intégrer de manière maximale les contenus de formation.</p>]]></description>
        <content:encoded><![CDATA[<p><strong>Plan de Formation d'une équipe d’Encadrement</strong></p><p>Jean-François Arsenault<br>Directeur adjoint, École polyvalente Saint-Jérôme (CSSRDN)<br>Étudiant à la maitrise exécutive en Gestion de l’éducation, Université de Sherbrooke&nbsp;<br><a href="mailto:arsenaultj@cssrdn.gouv.qc.ca">arsenaultj@cssrdn.gouv.qc.ca</a>&nbsp;</p><figure class="image"><img 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" alt="Une image contenant personne, habits, Visage humain, cravate

Le contenu généré par l’IA peut être incorrect."></figure><p>Dans une école secondaire où une hausse du nombre d’événements violents et une baisse du sentiment de sécurité furent observés, ce projet monitore l’effet de cinq formations portant sur des thèmes reliés aux enjeux de climat, de violence et d’intimidation (CVI) offertes à des éducateurs spécialisés dans le but d’améliorer la qualité de la collecte de données et le suivi offert à la suite d’un événement de ce genre. S’appuyant sur les travaux d'Edward Joyner, les gens formés furent accompagnés et purent compter sur ressources à même l’école afin d’intégrer de manière maximale les contenus de formation.</p>]]></content:encoded>


                            

        <itunes:image href="https://cdn01.baladoquebec.ca/images/ged862-gr74/ihQr6KIBi9muiOhsPaCZCF86FfcycJ67w9on4Bgr.jpg" />        <itunes:duration>665</itunes:duration>        
        <enclosure url="https://baladoquebec.ca/media/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/8-jean-francois-arsenault-plan-de-formation-de-lequipe-dencadrement.mp3" length="15546335" type="audio/mpeg" />
        
        <pubDate>Wed, 11 Jun 2025 17:42:00 EST</pubDate>



        </item>

        <item>
    <title>7. Marie-Ève Laframboise - La collaboration au service du changement</title>
            <guid isPermaLink="false">ged862-gr749179827</guid>
            
            <itunes:episodeType>full</itunes:episodeType>
            
            <itunes:season>1</itunes:season>
                        <itunes:episode>7</itunes:episode>
                                  <itunes:explicit>No</itunes:explicit>
                                                           <link>https://baladoquebec.ca/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/7-marie-eve-laframboise</link>
                                            <itunes:author>Nancy Lauzon</itunes:author>

        <description><![CDATA[<p><strong>La littératie des données et la collaboration au service du changement organisationnel</strong></p><p>Marie-Ève Laframboise<br>Directrice d'école primaire</p><p><img 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alt="Une image contenant personne, Visage humain, sourire, habits

Le contenu généré par l’IA peut être incorrect."></p><p>La démarche de pilotage du changement de Pierre Collerette est un modèle structuré visant à accompagner les organisations du milieu de l’éducation dans l’implantation de changements durables et cohérents. Elle repose sur une analyse rigoureuse du contexte, l’identification des acteurs clés et une planification stratégique des actions à déployer. Pour favoriser la collaboration du personnel enseignant, elle mise sur la participation active, la communication transparente, la valorisation des compétences professionnelles, le soutien organisationnel et l’accompagnement continu. L’intégration de la littératie des données d’ordre qualitatif permet de mieux comprendre les perceptions, d’ajuster les stratégies et augmenter la mobilisation pour l’atteinte des objectifs. Parmi les forces reconnues de la démarche, la clarté du processus, la mobilisation collective et la réduction des résistances sont observées. Les défis incluent la gestion du temps demandé et qu’il en soit un de qualité, la complexité des dynamiques humaines, l’adhésion inégale et la pression liée aux résultats attendus.</p><p>Son implantation s’est déroulée en accompagnement d’équipe ayant connu une mouvance de personnel, de clientèle et de directions dans une école alternative en ouverture récente en définition de sa vision, de sa pédagogie et des encadrements légaux qui la gouvernent. &nbsp;</p><p><i>Marie-Ève Laframboise a d’abord exercé la profession d’enseignante de français au secondaire pendant 9 ans. Impliquée et soucieuse de son développement professionnel de l’amélioration continue dans son environnement de travail pour le profit de la réussite et du bien-être des élèves, elle s’est intéressée aux études universitaires de deuxième cycle. &nbsp;Elle a ainsi complété le diplôme d’études supérieures spécialisé (DESS) en gestion de l’éducation et a accédé à la fonction de direction adjointe au secondaire, dans deux milieux différents, pendant 7 ans. Occupant maintenant la fonction de directrice de deux établissements primaires au centre de services scolaires des Laurentides depuis 4 ans, elle vient maintenant de compléter la maitrise en gestion de l’éducation. Dans le cadre de l’accompagnement de ses équipes, elle véhicule le message que chaque élève est capable de réussites, de tout ordre. Le rôle de l’école est alors de le soutenir pour qu’il développe ses compétences d’élève et qu’il prenne un envol réussi vers l’étape suivante de son parcours de vie. Par rapport à l’enseignement, elle croit aux attentes réalistes, mais élevées, appuyées par des pratiques reconnues efficaces, mises en œuvre avec rigueur et pour lesquelles les résultats obtenus sont monitorés. La littératie des données en éducation représente un intérêt pour elle en gestion de l’éducation, tout particulièrement pour mobiliser la collaboration du personnel en contexte de changements organisationnels. &nbsp;</i></p>]]></description>
        <content:encoded><![CDATA[<p><strong>La littératie des données et la collaboration au service du changement organisationnel</strong></p><p>Marie-Ève Laframboise<br>Directrice d'école primaire</p><p><img 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" alt="Une image contenant personne, Visage humain, sourire, habits

Le contenu généré par l’IA peut être incorrect."></p><p>La démarche de pilotage du changement de Pierre Collerette est un modèle structuré visant à accompagner les organisations du milieu de l’éducation dans l’implantation de changements durables et cohérents. Elle repose sur une analyse rigoureuse du contexte, l’identification des acteurs clés et une planification stratégique des actions à déployer. Pour favoriser la collaboration du personnel enseignant, elle mise sur la participation active, la communication transparente, la valorisation des compétences professionnelles, le soutien organisationnel et l’accompagnement continu. L’intégration de la littératie des données d’ordre qualitatif permet de mieux comprendre les perceptions, d’ajuster les stratégies et augmenter la mobilisation pour l’atteinte des objectifs. Parmi les forces reconnues de la démarche, la clarté du processus, la mobilisation collective et la réduction des résistances sont observées. Les défis incluent la gestion du temps demandé et qu’il en soit un de qualité, la complexité des dynamiques humaines, l’adhésion inégale et la pression liée aux résultats attendus.</p><p>Son implantation s’est déroulée en accompagnement d’équipe ayant connu une mouvance de personnel, de clientèle et de directions dans une école alternative en ouverture récente en définition de sa vision, de sa pédagogie et des encadrements légaux qui la gouvernent. &nbsp;</p><p><i>Marie-Ève Laframboise a d’abord exercé la profession d’enseignante de français au secondaire pendant 9 ans. Impliquée et soucieuse de son développement professionnel de l’amélioration continue dans son environnement de travail pour le profit de la réussite et du bien-être des élèves, elle s’est intéressée aux études universitaires de deuxième cycle. &nbsp;Elle a ainsi complété le diplôme d’études supérieures spécialisé (DESS) en gestion de l’éducation et a accédé à la fonction de direction adjointe au secondaire, dans deux milieux différents, pendant 7 ans. Occupant maintenant la fonction de directrice de deux établissements primaires au centre de services scolaires des Laurentides depuis 4 ans, elle vient maintenant de compléter la maitrise en gestion de l’éducation. Dans le cadre de l’accompagnement de ses équipes, elle véhicule le message que chaque élève est capable de réussites, de tout ordre. Le rôle de l’école est alors de le soutenir pour qu’il développe ses compétences d’élève et qu’il prenne un envol réussi vers l’étape suivante de son parcours de vie. Par rapport à l’enseignement, elle croit aux attentes réalistes, mais élevées, appuyées par des pratiques reconnues efficaces, mises en œuvre avec rigueur et pour lesquelles les résultats obtenus sont monitorés. La littératie des données en éducation représente un intérêt pour elle en gestion de l’éducation, tout particulièrement pour mobiliser la collaboration du personnel en contexte de changements organisationnels. &nbsp;</i></p>]]></content:encoded>


                            

        <itunes:image href="https://cdn01.baladoquebec.ca/images/ged862-gr74/ihQr6KIBi9muiOhsPaCZCF86FfcycJ67w9on4Bgr.jpg" />        <itunes:duration>699</itunes:duration>        
        <enclosure url="https://baladoquebec.ca/media/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/7-marie-eve-laframboise.mp3" length="16879152" type="audio/mpeg" />
        
        <pubDate>Wed, 11 Jun 2025 17:41:00 EST</pubDate>



        </item>

        <item>
    <title>6. Lyne Boivin - La supervision pédagogique des enseignants</title>
            <guid isPermaLink="false">ged862-gr747192037</guid>
            
            <itunes:episodeType>full</itunes:episodeType>
            
            <itunes:season>1</itunes:season>
                        <itunes:episode>6</itunes:episode>
                                  <itunes:explicit>No</itunes:explicit>
                                                           <link>https://baladoquebec.ca/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/6-lyne-boivin</link>
                                            <itunes:author>Nancy Lauzon</itunes:author>

        <description><![CDATA[<p><strong>La supervision pédagogique des enseignants</strong></p><p><a href="https://youtu.be/CVSVTS1EEng">(Également disponible en vidéo)</a></p><p>Lyne Boivin<br>Direction adjointe de centres de formations professionnelles depuis 10 ans<br>Étudiante à la maitrise en gestion de l’éducation à l’université de Sherbrooke<br><a href="mailto:boivinl@cssrdn.gouv.qc.ca">boivinl@cssrdn.gouv.qc.ca</a>&nbsp;</p><p><img 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" alt="Une image contenant Visage humain, personne, sourire, habits

Le contenu généré par l’IA peut être incorrect."></p><p>Afin de pallier le manque de formations et d’instrumentions dans le domaine de la supervision pédagogique en formation professionnelle, j’ai développé un outil innovant basé sur l’approche de recherche en science de la conception. Son objectif est d’optimiser la qualité et l’efficacité du processus de supervision des enseignants en offrant aux directions adjointes des moyens uniformisés, intuitifs et adaptés à leurs besoins.</p><p>S’appuyant sur le référentiel de compétences des enseignants, cet outil permet un accompagnement structuré et efficace, facilitant la gestion des défis pédagogiques. Grâce à une meilleure traçabilité et accessibilité des informations, il contribue à l’optimisation des pratiques éducatives et renforce le soutien offert aux enseignants.</p>]]></description>
        <content:encoded><![CDATA[<p><strong>La supervision pédagogique des enseignants</strong></p><p><a href="https://youtu.be/CVSVTS1EEng">(Également disponible en vidéo)</a></p><p>Lyne Boivin<br>Direction adjointe de centres de formations professionnelles depuis 10 ans<br>Étudiante à la maitrise en gestion de l’éducation à l’université de Sherbrooke<br><a href="mailto:boivinl@cssrdn.gouv.qc.ca">boivinl@cssrdn.gouv.qc.ca</a>&nbsp;</p><p><img 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alt="Une image contenant Visage humain, personne, sourire, habits

Le contenu généré par l’IA peut être incorrect."></p><p>Afin de pallier le manque de formations et d’instrumentions dans le domaine de la supervision pédagogique en formation professionnelle, j’ai développé un outil innovant basé sur l’approche de recherche en science de la conception. Son objectif est d’optimiser la qualité et l’efficacité du processus de supervision des enseignants en offrant aux directions adjointes des moyens uniformisés, intuitifs et adaptés à leurs besoins.</p><p>S’appuyant sur le référentiel de compétences des enseignants, cet outil permet un accompagnement structuré et efficace, facilitant la gestion des défis pédagogiques. Grâce à une meilleure traçabilité et accessibilité des informations, il contribue à l’optimisation des pratiques éducatives et renforce le soutien offert aux enseignants.</p>]]></content:encoded>


                            

        <itunes:image href="https://cdn01.baladoquebec.ca/images/ged862-gr74/ihQr6KIBi9muiOhsPaCZCF86FfcycJ67w9on4Bgr.jpg" />        <itunes:duration>961</itunes:duration>        
        <enclosure url="https://baladoquebec.ca/media/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/6-lyne-boivin.mp3" length="19449169" type="audio/mpeg" />
        
        <pubDate>Wed, 11 Jun 2025 17:40:00 EST</pubDate>



        </item>

        <item>
    <title>5. Louis-Philippe Lévesque - La formation continue à l’ère du numérique</title>
            <guid isPermaLink="false">ged862-gr747627639</guid>
            
            <itunes:episodeType>full</itunes:episodeType>
            
            <itunes:season>1</itunes:season>
                        <itunes:episode>5</itunes:episode>
                                  <itunes:explicit>No</itunes:explicit>
                                                           <link>https://baladoquebec.ca/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/5-louis-philippe-levesque-la-formation-continue-a-lere-du-numerique</link>
                                            <itunes:author>Nancy Lauzon</itunes:author>

        <description><![CDATA[<p><strong>La formation continue à l’ère du numérique: Collaborer, apprendre et évoluer grâce aux communautés de pratique en ligne&nbsp;</strong></p><p>Louis-Philippe Lévesque&nbsp;<br>Étudiant à la maitrise en Gestion de l’éducation, Université de Sherbrooke&nbsp;</p><p><img 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" alt="Image 1, Image"></p><p>L’émergence des communautés de pratique, dans un contexte en ligne de formation continue, est au cœur de ce balado. Explorons ensemble leur rôle clé dans le développement professionnel des chargés de cours et la réussite des étudiants. Comment ces communautés prennent-elles forme ? De quels modèles actuels sont-elles issues ? Quelles sont les conditions nécessaires à leur succès ? Appuyés sur des recherches en éducation, nous verrons comment ces communautés transforment la formation continue telle que nous la connaissons.&nbsp;</p><p>&nbsp;Directeur adjoint des études à la formation continue du Collège Lionel-Groulx, Louis-Philippe Lévesque contribue, à titre de gestionnaire, au développement et au déploiement des attestations d’études collégiales (AEC) répondant aux besoins du marché du travail. Il valorise l’innovation pédagogique, les communautés de pratique et l’usage d’outils numériques comme Microsoft Teams pour soutenir les chargés de cours et la réussite étudiante.&nbsp;</p>]]></description>
        <content:encoded><![CDATA[<p><strong>La formation continue à l’ère du numérique: Collaborer, apprendre et évoluer grâce aux communautés de pratique en ligne&nbsp;</strong></p><p>Louis-Philippe Lévesque&nbsp;<br>Étudiant à la maitrise en Gestion de l’éducation, Université de Sherbrooke&nbsp;</p><p><img 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" alt="Image 1, Image"></p><p>L’émergence des communautés de pratique, dans un contexte en ligne de formation continue, est au cœur de ce balado. Explorons ensemble leur rôle clé dans le développement professionnel des chargés de cours et la réussite des étudiants. Comment ces communautés prennent-elles forme ? De quels modèles actuels sont-elles issues ? Quelles sont les conditions nécessaires à leur succès ? Appuyés sur des recherches en éducation, nous verrons comment ces communautés transforment la formation continue telle que nous la connaissons.&nbsp;</p><p>&nbsp;Directeur adjoint des études à la formation continue du Collège Lionel-Groulx, Louis-Philippe Lévesque contribue, à titre de gestionnaire, au développement et au déploiement des attestations d’études collégiales (AEC) répondant aux besoins du marché du travail. Il valorise l’innovation pédagogique, les communautés de pratique et l’usage d’outils numériques comme Microsoft Teams pour soutenir les chargés de cours et la réussite étudiante.&nbsp;</p>]]></content:encoded>


                            

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        <enclosure url="https://baladoquebec.ca/media/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/5-louis-philippe-levesque-la-formation-continue-a-lere-du-numerique.mp3" length="6261188" type="audio/mpeg" />
        
        <pubDate>Wed, 11 Jun 2025 17:38:00 EST</pubDate>



        </item>

        <item>
    <title>4. Louis-Philippe Labbée - Données au service de l’organisation scolaire</title>
            <guid isPermaLink="false">ged862-gr748011655</guid>
            
            <itunes:episodeType>full</itunes:episodeType>
            
            <itunes:season>1</itunes:season>
                        <itunes:episode>4</itunes:episode>
                                  <itunes:explicit>No</itunes:explicit>
                                                           <link>https://baladoquebec.ca/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/4-louis-philippe-labbee-les-donnees-au-service-de-lorganisation-scolair</link>
                                            <itunes:author>Nancy Lauzon</itunes:author>

        <description><![CDATA[<p><strong>Les données au service de l’organisation scolaire</strong></p><p>Louis-Philippe Labbée<br>Étudiant à la maîtrise en gestion de l’éducation, Université de Sherbrooke<br>Directeur d’école depuis 12 ans<br>Passionné de l’éducation depuis 21 ans</p><p><img 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" alt="Une image contenant personne, homme, Visage humain, habits

Le contenu généré par l’IA peut être incorrect."></p><p>À mes débuts en gestion scolaire, je cherchais des données concrètes pour identifier les pratiques pédagogiques efficaces, cerner les zones de développement et structurer l’organisation scolaire de manière optimale. Rapidement, j’ai constaté que si les écoles et centres de services scolaires regorgent de données, leur mise en valeur représente un véritable défi. Comment les faire parler? Comment les utiliser pour améliorer la réussite des élèves?</p><p>C’est dans cette optique que j’ai conçu un outil de gestion axé sur un facteur déterminant de la réussite scolaire : la lecture. À l’aide d’un tableur Excel, les résultats des élèves sont recueillis à trois moments dans l’année, selon des critères précis de performance. Cet outil de consignation permet non seulement de suivre les progrès individuels, mais aussi de mesurer l’effet des pratiques pédagogiques, de soutenir la collaboration, et d’ajuster l’organisation scolaire selon les besoins réels du terrain.</p><p>Ce projet illustre comment une gestion éclairée par les données peut devenir un moteur puissant de réussite éducative.</p>]]></description>
        <content:encoded><![CDATA[<p><strong>Les données au service de l’organisation scolaire</strong></p><p>Louis-Philippe Labbée<br>Étudiant à la maîtrise en gestion de l’éducation, Université de Sherbrooke<br>Directeur d’école depuis 12 ans<br>Passionné de l’éducation depuis 21 ans</p><p><img 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alt="Une image contenant personne, homme, Visage humain, habits

Le contenu généré par l’IA peut être incorrect."></p><p>À mes débuts en gestion scolaire, je cherchais des données concrètes pour identifier les pratiques pédagogiques efficaces, cerner les zones de développement et structurer l’organisation scolaire de manière optimale. Rapidement, j’ai constaté que si les écoles et centres de services scolaires regorgent de données, leur mise en valeur représente un véritable défi. Comment les faire parler? Comment les utiliser pour améliorer la réussite des élèves?</p><p>C’est dans cette optique que j’ai conçu un outil de gestion axé sur un facteur déterminant de la réussite scolaire : la lecture. À l’aide d’un tableur Excel, les résultats des élèves sont recueillis à trois moments dans l’année, selon des critères précis de performance. Cet outil de consignation permet non seulement de suivre les progrès individuels, mais aussi de mesurer l’effet des pratiques pédagogiques, de soutenir la collaboration, et d’ajuster l’organisation scolaire selon les besoins réels du terrain.</p><p>Ce projet illustre comment une gestion éclairée par les données peut devenir un moteur puissant de réussite éducative.</p>]]></content:encoded>


                            

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        <enclosure url="https://baladoquebec.ca/media/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/4-louis-philippe-labbee-les-donnees-au-service-de-lorganisation-scolair.mp3" length="8911471" type="audio/mpeg" />
        
        <pubDate>Wed, 11 Jun 2025 17:26:00 EST</pubDate>



        </item>

        <item>
    <title>3. Roxane Saumier - Vers un plan stratégique collectif</title>
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            <itunes:episodeType>full</itunes:episodeType>
            
            <itunes:season>1</itunes:season>
                        <itunes:episode>3</itunes:episode>
                                  <itunes:explicit>No</itunes:explicit>
                                                           <link>https://baladoquebec.ca/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/3-roxane-saumier-de-la-vision-a-laction-vers-un-plan-strategique-colle</link>
                                            <itunes:author>Nancy Lauzon</itunes:author>

        <description><![CDATA[<p><strong>De la vision à l’action: vers un plan stratégique collectif&nbsp;&nbsp;</strong></p><p>Roxane Saumier<br><a href="mailto:rsaumier@collegenf.ca">rsaumier@collegenf.ca</a>&nbsp;<br>Directrice générale Collège Nouvelles Frontières</p><p><br><img 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" alt="Une image contenant Visage humain, personne, sourire, habits

Le contenu généré par l’IA peut être incorrect."></p><p>La démarche ayant mené à la mise en place de notre nouveau plan stratégique a été marquée par une mobilisation de tous.&nbsp; Dès le départ, nous avons souhaité que ce processus soit inclusif, participatif et représentatif des valeurs de notre communauté éducative. Tous les membres du personnel ont été invités à contribuer, à partager leurs idées, leurs réflexions et leurs aspirations.&nbsp; La démarche a permis de bâtir un plan porteur de sens, ancré dans la réalité du milieu à partir de données, tout en étant tourné vers l’avenir.&nbsp;&nbsp;</p>]]></description>
        <content:encoded><![CDATA[<p><strong>De la vision à l’action: vers un plan stratégique collectif&nbsp;&nbsp;</strong></p><p>Roxane Saumier<br><a href="mailto:rsaumier@collegenf.ca">rsaumier@collegenf.ca</a>&nbsp;<br>Directrice générale Collège Nouvelles Frontières</p><p><br><img 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" alt="Une image contenant Visage humain, personne, sourire, habits

Le contenu généré par l’IA peut être incorrect."></p><p>La démarche ayant mené à la mise en place de notre nouveau plan stratégique a été marquée par une mobilisation de tous.&nbsp; Dès le départ, nous avons souhaité que ce processus soit inclusif, participatif et représentatif des valeurs de notre communauté éducative. Tous les membres du personnel ont été invités à contribuer, à partager leurs idées, leurs réflexions et leurs aspirations.&nbsp; La démarche a permis de bâtir un plan porteur de sens, ancré dans la réalité du milieu à partir de données, tout en étant tourné vers l’avenir.&nbsp;&nbsp;</p>]]></content:encoded>


                            

        <itunes:image href="https://cdn01.baladoquebec.ca/images/ged862-gr74/ihQr6KIBi9muiOhsPaCZCF86FfcycJ67w9on4Bgr.jpg" />        <itunes:duration>453</itunes:duration>        
        <enclosure url="https://baladoquebec.ca/media/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/3-roxane-saumier-de-la-vision-a-laction-vers-un-plan-strategique-colle.mp3" length="6531092" type="audio/mpeg" />
        
        <pubDate>Wed, 11 Jun 2025 17:10:00 EST</pubDate>



        </item>

        <item>
    <title>2. Julie Bélisle - Enseigner pour de bon!</title>
            <guid isPermaLink="false">ged862-gr748555960</guid>
            
            <itunes:episodeType>full</itunes:episodeType>
            
            <itunes:season>1</itunes:season>
                        <itunes:episode>2</itunes:episode>
                                  <itunes:explicit>No</itunes:explicit>
                                                           <link>https://baladoquebec.ca/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/2-julie-belisle-enseigner-pour-de-bon</link>
                                            <itunes:author>Nancy Lauzon</itunes:author>

        <description><![CDATA[<p><strong>Enseigner pour de bon!&nbsp;</strong></p><p>Julie Bélisle<br><a href="mailto:jubelisle@gmail.com">jubelisle@gmail.com</a>&nbsp;<br>Directrice adjointe de centre de formation professionnelle<br>Étudiante à la maitrise en Gestion de l’éducation, Université de Sherbrooke&nbsp;</p><p><img 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" alt="Une image contenant Visage humain, personne, sourire, habits

Le contenu généré par l’IA peut être incorrect."></p><p>Ce balado s’intéresse à l’insertion professionnelle des enseignants de la formation professionnelle et à son influence sur la rétention du personnel. À travers des témoignages authentiques et des réflexions éclairées, il met en lumière les enjeux, les défis et les retombées positives d’un accompagnement structuré et durable. En quoi un encadrement de qualité peut-il renforcer l’engagement et la stabilité des enseignants ? Une exploration essentielle d’une étape déterminante du parcours professionnel.</p>]]></description>
        <content:encoded><![CDATA[<p><strong>Enseigner pour de bon!&nbsp;</strong></p><p>Julie Bélisle<br><a href="mailto:jubelisle@gmail.com">jubelisle@gmail.com</a>&nbsp;<br>Directrice adjointe de centre de formation professionnelle<br>Étudiante à la maitrise en Gestion de l’éducation, Université de Sherbrooke&nbsp;</p><p><img 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19qUzKsdjbPNk/wKqFifqBn9K1WG4qvevG/2/PGa+Af2TfGt5C+25msVs4iv3g0zhOv+6WocrIqMbyR+LPxs8aS+P/idr2t3GJpNSv3nVT91d7559gO1TeFtOa00+1jYs019MGZv9nOf0Fc3DF/bOpMq7V+0Xe1vYL1/lXcWLbNSadRiGzgwg9XIwP6n8KTlZHrxi9ix8HNCfxr8XPIjXciSvMxxngHufoMV+i3wU8MtollC8kMaqyA7j0r5N/YU+HO+SbVJ4d0l5J8uP7g/xr7k8JWrPa/MqlVHCgcL6Cvnsyr3nyo+7yLD8lK766nSaXpbb2ZWLJnIGeKdqMOy/Ujd842n0U1atp/JuYSzKFYYIx949jV66kjKRRyKqzuSenT0ry+Y+lV7FGykFkitIyrErhAQPyz710lhbi6CdVZTuyPT0rl/sMOozLHM48qFtxVeMsOMkV0EPiix023RTPCgj/vNjcKiTe5MpJGlfacs6yfKzt/I15L8avhjDrOjzeXGNzAkYG0qfUV6OnxD0u8kaSK6gbPBG/P6Ul3p6eIoWYMrBlIXaRwfXHrVRqOL5jzqqU42Z+bHxS0EfDv4gNc3USx2txbyQ3EgGMKSDk+uMZ/Oui8R/EO5/wCE4MNvMrXX2WLUrIqeGaHG9B67kbH1Ar3z9rf9nNPEHhy5lWPEmxtrBMgEjv8A5718P+LtcuNE1HSmuCyy6PPHbSgHDNAw2OoPtkEe4r6jB1I1Yb6nxGYUJUJ+R9b6Be2vjTRb6SzjZbPWmXWbMgbfJmK+XOmO3IUkd61vhTA9h4zvrNVXybyNJUVlwcsuCfpuUZrhP2X/ABb/AGxoNxp+UkCztcK2fuTKPnx6eYhVsdDzXpOot/Z3irRrpW2vJO1qzA/ejkAcMPcMCKipG90hUX9o+iP2bNZOl6gbXcwt7+Lox+7PGcA/VkOPfivcIixGf4T04rwPwpqUeneILOTACyOrqVGPLkX1A7EHrXv8colg3Lt2yAOPx5rowUtHB9Dyc2opTVRdROpoHJp2zikUZruPFFA2n60evtRt9aA3FADRRR3pxXBoKSG0UdBTtuc0AAHFHVelGKcGzQSFPxuFNUZNOHHb9aAPO1GBT1+U800UoOWrFbFWZKvJ+lOUnbTY6FNEWBPGeamTpUCNlqmi4X8c1RLJozmrERyBVdeW4qxFQUTKdsit9RXyf/wWM8StoP7LelWSyeWde1xI5QOrLFG8g/IkV9YDlcfiK+Ef+C3niPOg/DvSxIfluLy82joQFVAf5ilLY1wyvUR+afw7sPtmovNIdyoXmZTxwGIH+NdxoOjT6rYReTG00s74ZVGf88Guf+H0W+LVmk/5ZllX6Et/QV3nwT8TWfheOG81CWOCOQ+Zvl+VEXOM59cAVlUk+XQ9/CxTl72x9EfBrTtS8FeFoTHpdz+7wWMaZwK9e8DfH9ZNftdOe3mjluGVSdvyjP8AM14t4c/by8D+HImhTWre4aRtpKB9oYcdcYxXeeD/ANpXw/4yWC6jhtmk5eF2QZPuv/1q8GthptuTR9fhMZCNowkfTOmatDdQwvsAMh6EdvWpHka7vJl2OyxHCsSPm4z/AJ+lcT8PfEaazYxSq37thtUjv616b4XtINQkZVOGZQAwGeexrz+XofQ06kXG54T4l8Y+LJfGF1p9npkkmXCh40IDZ756dK9O8BfBVtPspL7xJdQ3F02PItskxxL788t29q3/AIkXsPgy1Vrlo4edy46k/j618y/tC/tW3Pgiyl/swXF7MrquxWYKXP3VGOST1OOAK6qWH59kedWxEaacmfTFzo/hmILb/Y9PjVgQQidc+/WpLf4J2H2r7XpF5daXJIQzG3lyjH12nIr87PFf7Unx18NTWt7cafoui2twwe3WVlkknHupJJHqcDrXo/w3/wCCl3j7wBpsOseLvB9tqfhtj5B1CyHl28MoIyJHUsEPPRwpPauuWVVrcy/M8aOe4aUuV3XyPuvxL8N9RvvC00F15OoRlSPMVdjY9Svr9K/Lf9tL4YTeGPEmoPbxlDHL52Mdx6iv1Q/Z5/aQ8NftCeFPt2hSNGqgeZbS4E0ZIzyPx/KvmT/gox8IY9WSbVrWGP8AeZD7V/nWWDk6VWzNcwoxrUrxPkH9jv4kxaP46tZJsmwvtiyIXwEYMNrA/wCyxZDnsRmvtb4r+G7e28P2t7bhfJeRJ7ZuvlnP8+o9CM1+eHw2s18P+Pjp037u11AuYHPAilyB+HYH6A9q++vhz41m+Jf7PX2G6+XVtFO1yfvcEDB/X869afx8yPm6S91xZ0+ieN2fwTZ6hG3Md0jZP3lU/IwPtyOvpX1B8OPEK654XtJ2+ZmjAUjnp2xXxL8Lta+1eEbyCbmOCV7eRfVT8wIHYj5vyFfTX7MWvGfw4trJI7S27mMN/CCCcc+44/Kppz5alzHGU+ek/I9gWRZlyppy8gU2MiToNuOo9DTwuDXqHzAmPmo2U6jNADR8oP8AWk9qcx4pD0oAbjmnYIFKo4pWGaA5rCHmhelJtwaUUDYqrTi+2mqMtTsb6BHngYk9KUDJpqtk1IT8tYx2KHDinZzTVPFOTkfTpVB1JIhg1YRsVBFU8ZzQImiOWqaOoEqeJsigRYTk1+cf/BbDWzN8R/BNltJjhtJ3BB/vPj/2X9a/Rp/mjx0zxn0zX5o/8FnbqG6/aD8M2q/ILXS3LZGM/N1qZ7HZgv4h8Z+FbgweHdW24jZkySf4sGuZGhTeNviHptjqFxJBoLCOFBxtJYDOPTr1ra8IzG58MTOc/vZXjJP8WSf/AK1dN8JfhxZ+LkjXVGj64QEkGPB4wR0IrLn5HdnsQpOouVHSfFTwn4a+Hsx0PTPD9utho9pFNM0Fqs95etIOWywOEXv681ofBy50+3sNYVpWltLKSKRGjOz5XGconZlPUDqK7mw/Zg06cw3Da5eXQhTYqMxkYIedmSc7fY5rr9J+F1urLb21nax24ABcQKvP5dfesa2Mgz0MDltaMkz0L9mLxbdLpTwySLcxecfJkHRlIzmvrL4T6mtrE0k0Z+UDBIx+VfOvwe8ER2ZVFiMaxAAj1NfQPgm0NtZ/Z2Yttxk5xkelfPVZRcro+9wNFqjys8w/ayt9W8SXkc1q2+OQ7Bz93j/P5V893tnfaRdQwyaf5lrazCWVXX95cnrvyei+gHpX2J4t8OxX6TL9nYx7uG6g14z43+Dt1DeedbzExnOEm+bbnsD1xXRh66Rw1sO7uMkfNf7UfivVPG+vyXmj2uoWBezgtoZYIVke1lU4K49H4ORXsX7JnjjxNZfD/wAS6OngPSrhfENpFFLqusDbDIQMF/IGQzDJweMknPGK1tM8K3GmyK8mk6TfzIxI8wFSPxr0jwB4h17S1t47fR9A0uDdnf5bTMv0B4613f2gobbnjPh1VJ36HH/s+fB2+/ZjkN7Z8wzSsz+TGYSUbk/JkgDP5j3Ar0r4malb/FHwhNCsiTLNnbhG+X6j/Gtrfd6/dhrj99zzg7Rz1wp6D2GKLz4TrdReZHDlGBG3btPpn1rx6uKUpcz3Pcp4GUIKNj8zfjh8Mr7wB8U/scTMpuJfPs5GGAkq84PYKwyPrivpL9m3xPJFrEDTFY7XXIvKuI26xyldjA/Uj8Miq/7dfwbltvDK6taRuv8AZTBxnLYHcGqP7OUtt41+GNvqWn5F5oskZuYW+Zni3AF8+xIB7/LmvZw9bnpcx8rjsN7Kt6nTfD/Fh4g1+3VWk+zmTg/eZkBZWH16V77+zd4mUa7fwrIQupWsd9bkHjLfMP1rwTTo5LX4z6lbl9sc1wyf8BkTcp/Qj6ivQv2fNRe1utH3N5c2nrNpk275QwR/kx9P6U578xy8vNFo+zLCVZ4lkX5WZRuB9Ox9qsKW2ZrB8HagbnTodrbiqhcZ7EZHP8q3lO5eK9anK8Uz5GtHlm0OA3rQVoxQRmtCRoHzUAbiaNnFOC7aA2ADbRmigHaKCQoAyaAacRzQRdgoyeKXO3t+tJ1X8aUDI/i/CgVzzzFKvJpAMULWZtaxIDkU5DUYOO9OBwaCSaOpoxgVFHyanjFBfQkjORU0bYFQrwakSgTRM7DZ6+xPFflj/wAFib/d+1TLhgxtdEQgAk7flJwR29ce9fqZ5qxRFmAbaCee30r8g/8Agphrr63+1p4z8yTc0ZmtuR02QrwPYZrOo9Dty+N5tnzr4eLReCnVd25p9y49Cc19JfAb4d/2oFMalkwAxx36n6180eD5/M8GthmOyR859ua+6/2O9GFx4ItL4ru8yJdv1wK8/H1OWF0fZ8P0VUqWkdl4d+G32S0SNkYMeu3ofSt+x8I2tha/LgSZI5HArp4YFjXhcE8k4rn9duWn1u1t48BWmXcR3ya8NVHLc+2lh4Qjc6jwXpjRL5yKY92evevZPh3pMi2xumHmcc7h0GK4fRPDTumfMWKNCCc16LD490H4eeFQ+tapY6XbFfvSuA0h/wBkdW/AUpU7nXhakVDQyfiF4gtvDjNsC7V5KL2rzx/FltrUnmZVlY9u3t9a6qy+LXws+JfiGW107xZZzXisBLHMj25J/wC2igH8K8x+LFnb+BfH0h02VbiCYZlRDlB7+1Y8skaNQte51UOlW9zcq6qo3ctlc5roLWyjuJFcD94Bgc4BxXC+EtfW7VSrllPRc5xXovheOO4CbT5jfxAYFYTlJblxpwtodN4Z0COR42SPEe0hh6HrXf6b4aW6sUZY1Y8ZweDxWT4ItgI0Tavzcc8/nXpXh3QoZLZdqsNw7HgEURV0YYhpKyPmP9s34Yx3Xwz1b91tia1dzjvwc/lXwH/wT+8cQ6J8RLrw7cO2dSglt+v33CgkD8AD9QfWv1I/bZ07yvgTr868slpLtx/umvxL/Z+8TXGl/G7Q9QjLLdf2isgAHPJ2n9BXu5brTkj4rPpe/E+vr92g+PUFrJJsmZju2n/WAjG0fjyPyrqvhpqjXVv9qG5ZXUyKM4w6SYfA9TyfxrmfHyx2vx2gvrdpGjZoJUX+KDeSWUnofUYrQ+Fsvlx61ZgN/ouosU56hm3AZ/E8V1zV1c8SLs7H2j8KtRXUfDNvcLjzVjUZH+yfyI613kT4kGedwryb9nfWxPoIVfnVCBjpjuT+HT8a9Vilyyq3SF9obs3+Qf0r0sK7wPnMwjaqyyFJFGMU4nC9fam5roOFBjC4oJxTiPSkkAxTRI3dk0o6U0jBApQ26q5UA4daXq1NBxTkPNKxNgB+X6UYNOB4pCee9KzCx50GOacOKavr+FOHFZGjHdAacnGKKBzQUTIM81YjORVeI4NWIzQIlQZbJqRRgUwHNPU0CkR3y/aPJhH/AC2kGT7D/wCvivxq/b6u/O/al8ZSEYVdTvgD/wBs8f0r9lLhhDeWspz8r4yO2a/Gn/gofGI/2jPFAjztnu5nC+0luDn8SDWdTpc9DAS95/11PD/h/IJfBs6nr5zqR6HHH9K/Q39hKFb74EaO7bWbbsOfUV+cfwjvfNt9QhYr8rRygZ6jGDX6J/8ABPG+WT4KxW7ffhnbAPYE15ebRtTPsuHqvLXZ7peQQ2dnIzdCDu+XtXDXOmnUHaTaVjLfKCa7fxaypY+Suf3pw30rEggFwrLtAC8jivAp6as+uxFe6sjj9C0zVfD/AI3XVLO81KWYchJJWaMj0IzgivRtR+KGsa/Zx6fqGl2DRq2Y3eBXZM+hbpVeDTXIXauTjLYH3cUmkaA1xqPmETN57dTyBW3tHbQzoqb1SNZfAlprmnKz6fb9QMHaffPFWNY8E20tn5aQ+XtAzzkEdq6zQPCjQ2x+TO7gGt608HJdlPlZ+MspPWlzdzXnmtGeCrok3grWPMiYm3lcAgfwE16V4KnVZFkLKXJwCf4j6Gt7xT8MYX06TaoVsZBPeuL06+bww7C42RrE2fM68ev1rKtC7N6OKS0PfPAi5kVm/i+UcV6p4XuFlgVSwVozzxjca8N+F3iX7dcLCssRkdQ8ZD5WUHuK9g0VPNnjkjC7mHzDOCnY/r/OsIabhiKl0cz+2HpK6p8E9ehX5g1jNnj72UNfg58EIhH8c9Bib/lncMxx7Eiv3v8A2gLnzPhNrW/C4spu/HCmvwr+D1qsX7QKzMn/AB7xzSqMcDG7/Gvcyt+5I+Rzxe9Bn0pruoNb/FTn5ki+y7wR8rDymI/Suh8EGQ6j4oVomO24EpEZw8bKytn6Yrh57r7XqeqXjSM/lRwOpHbFt09+p6V3vga5UfF7UrJ1kVbqyiEjA5839wMOvsQB+Kmu2V0jxep9FfsteJPtFtdRceZliMHrlhxX0QXWd2Krw4QKvqe/8q+S/wBmm+TRPGi2s58xLqORFKnh2UAgj2K4P4V9XaLJ5kW5CfnYurZ6A8CuvBS0seLmkbSujQMOD97j0oHFOiTCfN/+ulC4Nd/KzyLsaeKTFObrR1poQ0g0AZp2cikAx/hVAKBgUbfmpM0pGSaWoAvWnBc01OTUgfFTysDzdRipOopvWjrWRfUkWijrSpwKBkkZ5qwhwO1QJ164qZRQBNGfmqVahh+b/wCvU69O/NBLsMkQSkRc7pCO3bv+Vfjl/wAFGNIfRP2mvEXmKitDcQOQGyCCrLn8fy5r9jo4yZmdcqy4XIPQDk1+U/8AwVb8Nrpv7Ud55jbU1qMIpIzhtxKc/kAB61lV7ndl/wAbR8V/DqRdL8Z3VuW27oioA/iAbI/Q1+hn/BOnVxe+Dr2KMgmF2bB7Yr859V87RNQa+jVjLattnXHzbQea+wP+CWPxdh1Lx5rugCT5WiW6hyeWVuGH4N/OuXMoOdC66H0mUVeSur9T7X8XX5RUZtvlJsLNnGTjkY9q8g+JX7Wmn/B2xv7j/hG9d8Qx2q+b/wAS9FCDnHLMf5A17N490lNS8JsMZkik34FcfP8ADOLVLCSJ412zRFSWXOa+aoyhe80fYz1V07HM/s5/tS6X+1RBZx2Or6RoMl9IbZbC6cR3UDhsbWBPU8bcdQa+i7P4CXWlSaZa/wDCW2JkvTJutlkTzVCAEkDPvXzJL+yjpukX0U1rAtreZLG4t4lDg+tWU8A6/pN7AIdRu1NvIZo/MQMeeCSfxr2l7Bq8Ua06GOkkqNVfdY+r/FfwOtPCTaXJceOLjS470yAtNdqvzKAep+UDn+KvL/jN+0vY/s92euSWPjK61ybT7qCCHTpLHzLi5RsZmU4AMa5JyvXHA5rmdJ8DeJfFVlNFfazeGG9OJEjUDePpjIWvTvAn7JmjzG3uL63lupFUN5s7l3x6AHpSlUw8Vqh/V8ZD+NWv5WPmvSP25fjp8e/Hd1Y6J4L8PaP4QsZdp1W8hmEtwo6bF3cMfpgCus1C48R3sccmoTRNNuA2RAqDn6k19RX/AMPNO0HS47Kys4beKPkKq469c+p964v4jfDLyLWK+jUK0TKCAOo9a8rE4iM37kUh0MPGK95tvz/IsfArw3qMOkWqK7faLd1mtpD3H8cZ9yPz4r6U+2tpWnGQq6swJQDjk7f54/nXmHwg0qOzjhnfmPhxkcDFem38Ed/HGkwbanKhTyvHeuOKbV2byavqcD+0/wCMv7N/Z616dvvPZyx49SwIGPzr8d/g9pbJ8TdUvG/1VvpLzF/++iR/47+tfoJ/wVl/aBtfhh8C72zt5As12UtYFDcvLIdqgfQZY/QV8Q/DzwnNNpPihIlZZLjRpoYhjlm2gDH1zXuZfBxpuT6ny2dVIyqKK6HQafdtJ4T8QXKq0nmeT5ZburQAcfmPxr0zwRdtcePLOZebm2sEiMW0bni2jP1wGB98GvG9HuC/wr8SfvWH2e/t44iOqBFUMP0Jx7V674evFi+I+m3Z2t9osIsqONkqIwO0/wC0uGBrtqI8OLPR/hP4ojsfEWm3DK6/Z70Lye3KsoHvnPPrivszwvcGXS4trM3lz+mAYiAf0yOK+B/CDyapqOoWoO2aVHv7FwSBJsxJjHqf6V9vfAPxQfEvgqG6Zo2aaCJ2H9/KAH8a0wmk7HHmkL0uY7w4yaCMioLG5+0QkfxRnYfwqcdK9Q+dCm9+aCCWo6nir63ATPNKSO9BBzTcUAOC5FOAxTcbjR1oAdRR1pwH41PUVjzdTk5qQfdNRqAacr5FYmpInFGMChDup3VqAJEqRTgVGg5qROTQBJG+01PG24fKfzqBeTmpIutBLsTWzBYjhfmyc5Nfmb/wXC8NtafEHQtTjXy3nsQ+R1LJJtyPf7tfpc0ixoDjrXwx/wAFrNGjm8BaDqjq0kljM8R44USrlcn2Kk4rOrsdWBlaqfmd4/s31OwXWbPd5jDF1Gn8D9+PRuv4mqf7N3xjk/Z/+Neh+JV3Czt5xBfIP+WltIQGI916/UVFY6xPonmSLunU5WaBj8sqH+o7HtWfrPh+3uY3vbMtcWMv30x80bd1PpSi7rlex7EZPdbn7R2Gt2/iXw1a3FtNHcWt9EskU6HIljYZUj6irKRLAFZcnbwBXxV/wSw/akilsV+GPiG82z22ZPD1xM/E8Z5a2yf416qPTIr7hWLzYduMnuBXyuKw8qVRxf8ASPssLiFXppr5ktjHDMnzANJ047VX1DS4WdiyKxP8XoKns7RXdsq3virsfg9dSJZZJo88H5ulYRk0ezheaC0N7wELeWGOP5IypwTjt6V6dYSw2FnlX+XHOTXmPh3wodPZVW6kZnOOV711ENpdIix7mk5x1/WlKVy6sXJ3NS9kOoXcjfwSjC56k1Y8Q6B9q0NVK5dgvH9KvaJZFrjy2X5IcDJHU+1a2oCNLZjJznqAP6VkStEYOgp/Y1nGB91eWwelaHirx7H4d0C4uJJo441Qs0jHCquMk57Vzmu+KbHRLWSS4uI44YgWdycADrzXwF/wUK/bJuPiVaXHhPw3cTw6Krf6ZdIxQ3WP4F7hP511YfDyqS12OXFYqNOLktz5s/4KL/tWTftH/He3t7OZm8MaJehbQA/8fUgb5pT9cYHtXsHg+6jsNJ1qS4m2WbWLM2T/AKpQE3N+HB47CviPxdP/AGd4gklaNGfKiMlf9WAwJI9+1fePw48Of2r4WtH8stbakGhlJXcp8yAjH49Pxr6SpTUacYx2Pi/bOc5Oe7ONudNuLfwD4ztYWSGZtZjlhcnhWypAP+y2SufRq9P0aJrLxzots0ckZniWSNW/hZBnH4ZbHrivNvCrNqXgTxJbyl2FvMCrP1MQKhP97bjHPIxjsK66fV2h1dJo2d7rTcXMTZ+baQuV/XI9xU1NDOmdr4I1eXSNf0u4tW2st06QnqAuWzHz7E4HoCPSvrH9kfWf7Kj1HSfMWSG1kE1oxPSGT+H8Dkf8Br4vtdds4vGWo6S0rWtrqUj3VtKnJtJ1kyGU+nzcr3B9hX0d+zt40m0zxFp9xeKsMjE2F2EO5YzJkAj/AGN4DDPGHGMYrOPuyUhYiPPTlE+tlbyJQpbcsgxnHQj/AOtUqnNUobh5UhZ23NJgnPBzV6vYTurnyklZ2YE4NNON1DD5sU1hg1cSRxODR1H1pvSjrTAcGpw6mmgZH0o3ZoAcpwadu21GKA/FT1A85RuKcpwf51GoyfSpEGTWJoPVsU9SajjOaep4oAlU/NUyn5ahjOTUijNAMmQVIAFFRocGpI+RQSNmkW2gM0g3CEbgK+S/+CrXhhtU/ZKa/mXzLmTU4XbI4yyvhfwHFfV2pfvo3i52iNmYepwcCvAf+CmWnLf/ALFuo3D/ALsWupWM+08nBfaR/wCPVM9UbYWVqqPxp1SyWzigPRZj5bcfdJrDWW48P3jyW7fLJ8skZ+649xXZeMLErZSRluYZ8j65rnRAuowN8nzKzIT79qyg9D3HoSaXd2OqiG4t5pdMvbeVZUdHKmCRTkMGHIIIzkc1+in7DH7bC/FW2tfCvi66t4/FaDZZ35YCHWEHTJ6Cb1H8X14r8w9dik0u486E4Ey5IHcjtXLL4jvNKvzNa3VxGwbejrIVdSDkHjuDg06uDjXjyv5BTx8sNLmP6D4bFgzMFb3Hoa2NP02SCD1YnPPO2vyc/ZZ/4LQ+Mvhnb2uj+OrZfGOkx4iF8X8rUIU/2m+7KB/tDPvX6IeBv2vtL8Z6Nb39nazyQ3SrMuSD8pGRj2r5zFZXOi/eeh9plue0a8fd3Pc9GtN4wQo2jLH0rptPWGCzU/LwwO4/yrxOy/aTt4oGVbG4+bsRwaztb/aM1S5gK29vDDH0G87v0ri9jJvU9iWYRcdD6BuvHVro9u008scEK5bc5CjivE/i7+2PY6c0lvpWdQuiSFKHCA/X0rx7xd4q1bxdIWu7yWZWJ+Rm+RfwrnYtHjtdzD5pAME/4VtGMVucbqSlrsZ/xX+KfiDxrbu2pXm2HBItofljT6+p+tfN3xFiWK1mmb5epz7Yr27x3c4jkT5drdeea+bf2kfH0OhaS9qrL506lUUc49678KnKVkeZjJKMWzwzxjcrqfiNNu7aDz7jIP61+h/7Guvf8Jf8BNThtNt1qPhxI9RhtyNpuki+aQL/AHjsxx7HuK/OXS2kv9bjZ2B8yTYoHQKF5Jr6x/YQ+NUnwn8babcP+8jW+lmkiZhteL5FkQjurKzfQk+te3UWiR8xTl7/AKnpcXgIeGPiF4y8PqZZtPkjN9p0zZ/0m0uD9ohdD6jfs78pim2t4l3cmaF1kuoWhhnjC4/dcoT/AL3OSPbrXeeJ9Gfwr8RpredZJNM09jFpN6xz9o0yUiWLJ6FoSxQ44+QV5rZ+XL4rmkiBgefUmSZP4InRSSB/suDuU+5HauGUk9TZKzszU+NXg2+8KTrfRQySNbyeakiKTn7r4PqGXt/s+9esfCf4gW974Y0+8Mpk0+4P2S6XdzAsmPLkzj+CT5TnkbgehFdHpccHxC8KW9qyFn8k2k0bIOZIyQp9Pu7SDXEaF8L5PCMWpWccTw28bhbpl5CRum1ZcegZUJ7fLg8jNXKN42BXUj7s+FPihfE/guxklk8yaBPKmJHzF14Bx2JBBrsIV3JlWyOuRXy3+w/8W45dRm0fUn8m5kHkyRyHcBIhxgE88HBB7qwr6ish5SvEesbn8a7cLLmjZnz+YUPZ1SRUx/8AroK5anYzQRiupI88jYYNOVcGnYoqgEK0oFHajFADcknFKBj/AOvS45oqJbgearytPDYpnzU4DNZGhIo/WnLwlMUYp65FAEkZqVWyKiTrU0dAMmj5qRTjFRRcVKgoIHxRbJ9/DHoQa8Q/4KF+H2139i7xxaryLOGK5Q4/uSqwH+fSvcVG4Vx37QvhT/hNfgZ4q0lEXzLuwmEZJ4VghIz+VTL4TSjK00fhvqe3ULW4HBZk38+o5Ncdot9s15bJvlW6i8wZ7MK7iaz2XsiELuDOjD0JNebeMbZtI16GZdwazIKY6564/Gsqeuh79TuSeNdLbyZlVcGM719/b+deX6svlXMie+a9y1pI9c8PR30X3ZUDe4B/wPFeLeLbP7FqTL/kV14eV9DhxkfduZe7Ffev/BOr4vtrXwrTTJmJuNHlNtyfvR/eU/hnH4V8FqGccV9Wf8E2YWltPEW07WjnhJ9xhqzzWKlh3foaZDNrFpLZn37pmvobf/axnrVhtQacquDu+vWuW8O3RSILtG4DOMZxXQ2c/nyKu3AY5zXx7dj9GjFMtSK8ZyPToaxPEupf2ZbPkfMw9elbGs6qul2rHcqvg4Jryfx94ikvn+zrJ8z/AH+amnG7uypSUUcf8VvHg0jS7q4TGIVPJ+6T2/HNfJfxO1ttZ1OVmbz7qQhmOOIweuPQCvXvj/4kWBY7WGXzpGb/AIDEB3A9z3rwnxLcfZx13SMcse5+v+Fe/gaVkmfL5niebQseELf7Tcxyf88k2Ekd8YJ/SvXvg8zW/jTTbtYWkS2MsjpnqrL865+g/lXlvw6i/wBFuoZML5gEgJ/hbpjPuP1r1z4CXNvbzX8l40iQ2ypPKcYMaMpgk/EFkPviu+e+h5EdT6H+CHxUsNV+Hkuh+I7q4uNNsLmZLS5Tm4sI2OY5AO6gHaynjgEe19PhpeeEPFouLvyrzTZLTeLuA7re7Qn5XVvXGPcdOteE6g1x4H8KaxZzNJBeQ3CwHBx56RtkEH0O5ee+K9J+Cvxa/wCEe8Ntot1D/aWmKskk1tJNtaF2wyMh/hYk7D2PBNcUqOuh1KqmveO/+CvxQmtfEWoWN1LzbzmSJg+FKD5dvHUlQCD3r6h8J3FjIqXzBTC0XlmVV3kFiGDbejRuudy+oJFfGFl4FbUtVur/AMJ3wvZ4yHa2WHF9aqeQzREjcoYAZTOQTxXvX7LPxVPjW2utFvH+z6xGotrqwmPlsoyRs9VyTlT649TUVE0ro1otPRm98RvCbfCn4iWXiDTFjSwZkSOe3O5IuoWJz3QnKpIcdlbFfXXws8Yx+O/CtrqC5WZkEcynqrrwR9a8R8O29jeWK6VrdpJdaNdpIglZDI0e7KujrwSVIAYd8K3DCur+BWl3Xwx8SyaBcNJNpN4obTLtiGDqOi7xwwxjB6jbzitMNVtM5cww7nTuuh7OX5pKjhOM9+cBj3qQH5ea9e58uLszSBcmnA0icUwBRxTgMUdqcB0oAj2kUYpyr/OlI5pNXA8yByKEamjhaVTkVy3ZoSKaevSo8NUiD5ad2A5TuqePoP1qBDhsVYTg/wCeKpASp96po+VqBetTI4XrQTyk0fAqrrJ+0afcw4Xa0Eodj05QjFR63qM1npzTWqQzSx/N5UjFPNH90NyAfrxXlnj39qTTtAWe1u7G+0eRY2LS3ts80afKchRDkMT0ByBUykktTSlSlKV0fjhqd1nxBJI44aRunH3XIP51xXxisVTUWmU4WYBlI7Gu01K4j1HVdSt9reda3Lyo3qGJJFYXjnTv7b8Jeai7pIG3L7Y6isacrSTPoKkbx0Mv4T6pFc2sulXjf67JXI+6TXDfGDwnJpOp7mTa8fEn+0M/K349K02uZtK1GK6hwkkZWQZ7+orqvG0dt8VfAUeoWahb6zU7kJ+Z07p9RXRH3J3Rz1I89PlZ4lbW+6LcR0OCR719Z/8ABNrRLm1i8QXJylrO8QUkdSuc/wA6+c/D3g+TUpY4Y1ZluJF7dB3H4V90fsm+CYfC/g9lRGTLjhR94AVhmldKk49zsyPBv2yqPoe4WLL5YJj6DOe+K6Dw7Dst2lddu49Celc/aT/aZY+CwPAGOR9a1tR1mHQ9GmuLlvJt7WN5pWxwqqMn+VfLS12Pt46asw/il41tfD9huvJo4c5wZGx+nevDfFPiPVL2xmu7eFrO1YFvtNyPnYeqp1/E12R0qbxGItf1wb7zVHD21qeY9NgHKrj++Rgk++K8y/aN8cHTrT7DbsGmuzmT5sbVHOD6Zrsw9NL3Vqzz8VW9270R414x1VbQSXVzJlpiSXkOW69AK85nlF7cm4kVlj/5ZIx5c+prc8T3C3s3mTMbp1JK/wAMa/8A1hXL39+098sKNumkwGYdAK+goxsfJ4io5SO48JLs8ONM24NM5APr2FegeF7tYPC+oeYG/wCJpPbafn+8pkBI/TOa43S7byhY2f3UVt3PoP8A6+a6bx3qf/CNeGNNWIKxaGW9de6sBhfx5zRu7EXsrs3PjF8QlgmhjmRp47dPJDk7mmjQnbIPoDg9zhTWXoPjSb4eXFlDdq91Jqgee5LeipuX/gPOfXH0rz/xLqH/AAkOt2twsm2G2Mluqr1BU5G71yCOfar9xqLeIZI4Wk/fWpET7z8xg6YJ7gHPPXBraNO0TGVT3j6V8IeK7Xx9e29xpuqKur7lT7M0gjkuQMZweAWHGDxn2PNepXfjPWNM8SafJrURvr/aqwak0oguogrf6ppf4xwPlkyRnqODXwh4o1V/BF/YyhZfsrIGM8LbHWRsEgN2wACPWvd/gn+1pdX2mw6bry2fiLSI0H7y6XbcQKGAXB+9u5IyP1FYzoO2hrTrxvrofoL8L/2gNM8T6+uhaleSW9/cMk1nNcJ5fml8sgBycTLgqecOMjk4r2fQtYuvDN8sE3mfZ45lkliWIEI56SICPlyMjjg8V8Q+D9G0H4waZD/Zt8IdQtY2SG2nm2yPGSDgNxnawyPT1FfQ3wC/aVm8LW6+HfHXmTWNvJ9jS+uY8XmmN/cuAOJoTxiRPmXOSM8nzalGUfeR69Ospq0j64t1/tC2jKsHZl3Lxt389MevtTiNowBn05zWL4d8TQx2yQTSW6RXybracTgwzr/D5Uo+VjjpnDZ96tWGtD7S1ndJ5N0o3Zxt81c4349eMHuD6gg16WHqO1j5vHYWzbgaWOaEXD+tAPFOTgV1dDyxSOaULxQDTtvWqAbt5ozTicev5VGTigDy8D5aVORQBzSrwa4zQkXinquKYg+apK0AkVakRdxGc1Go5qWPg0APxtqaMF//AK4qMLkjvViMY/xoEwXSLXcWaGHd3JXcf1rD+J+h6dB8PNfu5LCOf7HpV3NvkH3dsLHj0/CukteB8y59DXz7/wAFCv2pbT4RfCa98N20kTa74mgks8A7vs8BUh2P+0QcD0zTqWjF3NcPCUqiSPx0i1KS11q6uVUMZGLFfQZzV6ye3uJ9yk/Y9SB28/6qX+7+NZDusPmDDdwfY5rD0jxG2mzzQTMzW8uSdvJjYfdcfT+VckY3PelKy1IPGOitClxCW5Vj5bDuDXO+EPFUnhfXI4cs0Dvgr6tjB/Ajj8q6vWdV/tSKTcymRgenf3rB8C+Ef+Eu8ZW8eW2REyNgcg9vzrqi/dfMZcrckonqXwg8Gw3/AItkMajbt3KpHQk8flX1t4DgTQtJhtF2tKqZKjg8968D+G3hqTSvGtrcKv7mZjARjHzIB09eeK+jrexG4OqrubBJUcA14WMqXlY+xyuiowNzSrhYx5mdzHg44wayfirqSyeBby3+YrePFbv3wrSoGz9V4/GtjR9KFrGsk3zbuic15h+0z8YtJ+H/AITurWW+t11KZBJbQBhu3KwYO3+yCOprhpU3KouU7q9SNODlJlT4vfFWHTNTkEE0dutop86UoW8k9kA6F8Y46DvXyf8AEPx6+q65dXNzdSRRTNhFkfdMV9/c9cVmeMfjDq3xBmkZZTDYwuSJSfvsepGe5OSWPNcpb6JJqd15q7pV6mRm6/SvocPg1TWp8ZjMw9rK0divrniWbVJPJtEkWIfxMPmP4dq1PAnhBjfpNO2UgxNI3r3VPxPJ+lXNH8MxiQ7n7529B+NdVBFHp0MFvHGzPI2VQD5pD/e9lArqlU5VZHAot6yLVrdLZJNfTsFW1ieVgRkqgGcfU9K5PX/F8nibVpGaSSOG4gKqjtuCExKcZ/AAY9Ki+JXir7H5djbMPM3CW5I+7kdE9xmualuVljiW1b5WkUqnVlJ/hJ9vXoRWlGnpzMxq1NeVHWeG7pIZ7r+FbhVdARyBgFv+BGtPSPOt9UhkjkVfMOQW6AFgcE/h361gXEglAjj+7HjkH5hj3re8OalY6lqkEd3ujeSWNBKF/dsCQDuX6Ht+Vb2MVJnXaDPpusyXel6khhhmHl/dyI8cKwPfHY+nB6VxfibwJqfgS5+xspFvN81teRsQHxz1B4B6EduK6K08G3GqXTX+k31rqB8xwYIpAssIDHopPzD2HP1ropNUvNBjksr7T57zR7oZVJIjg+v+6Qc4IIrK0ovQ00ehT+CX7VWufC+5sxqC2+pWEchjKXCbmBXH8XXvgnrX2l4M/aUtPFvhS2vJWW/0Z4ltriW5XzJrMknbFM4HMXZHI4xjIr4V1b4bWXiKNToWoRRSoSfst6QjsTj+IjY2MAAnB4rpPgv4/wDFH7OXitZL+L7Lp9wDBPDdxia2mRhycHKMOhIB6c1UoU57lRqVKex+onwI8b3XhCCLT2e2ufDupSAx6deT/uZl/wBhjlUcHgODjkbvWvovSnk1Sxs7qzknmWzlMDiUk3Ni3GI5lOdpA4DZKtgYOK/P79nr4t2PiTTZH01YXsYV3X+jyEtJYY4MkWckxAnIYZKAj7y9Pqn4X/EbWLnwnJdabfRtfeFoDcQzzYZprReXt5R/y2QDnafmUco3UVxVMHKl78Hod8cRGquSa1PpLS5GaDay/Mpwx/umrajBrB+Hnja18f6Gt3bw/Zb5ApvLQy7jGGGVdSfvRtyQ31BwRW9bSeYv+7wcHOa3pyUo3Pn8RScJtMkjpzHLUAU4Dgf4VpdmBGwwtMJx2qVvmqM8GqA8vHJpwGV+lCDnNSJ0rkRoOUZpVGTSAU5R8tWBIg5qRKjTipIxxQBPEKlU5GKjj606QOI/3a7mP6VdkIh8Q+I7fw3o1zdTSwxRwpukklkEccK92dj90D8z2r8if21fi3cfEz4+XF9JJcNAzCG3EiFNkfO3Cnkcc88ncTX6c/tHeLPCPwb+G114u8bSNdW1p+4s7NnyLq5cfJFDH90yt/eIO1QTkAV+OPxk8dXXj/4pyajcMsdxrGoGd1TkQxA7mA+gwufauas76HqZerXkcJrET6fqVyjfl6k1yevwtaW6sMBm44/Wuy8aWx/tmRvmWNm5z39K4v4gyfYdD8zd+8aRlX8elTT3sdlbZswtM1nPiDyVyVZ9gPtXs/wN8E/2TbNqDQn7ReuPLQ/x+n4dST6CvG/h14em8ReIlbbtjt1EkzkYAr6w+EOmx3d6tw22C3WHyrNJCN8gOA7Ade/PoCPWljanLGyO3K6XP7zO28A+FVnXR4BHIYrVvPmlZcZb+6vuSck169pul7ypcCNWx37CsfwvZx2ssaSR+QqgAKww0h9QOpHuaZ+0D8b9M/Z3+Gl14g1Ty5b4E2+m2JYZuZsZA+g6sew+or573qk1Fbs+s5o0ablLRI4j9sT9qSD4AaLHpOlrDdeKtQh3WsDnclnH08+Uf+gp3PJ4FfDWuSXnia4uLrVr6a6uJ28++upXLPcN1AHoPboBVLUfFuqfFz4lz6trF095qOpzma4lPsOgHZQMADsKk1K6/tfUVtLfd9ltTgkH/WOf/r19Nh8MqEVGO/VnxOLxssTJze3RD7S3bV51VY2S0h+6hGAx9/at3TYo75/Ljkk2RjDeXHnd7A9qx9TufskK2cJXzJDtc579/wAB/OsnxNqzWMK2dvu5HUdwe/41tyuRzc0YK7O+Vo7K/htltGt5GOS1zIpwo5JVQSTx6+tZeteMpHuLow5EUI8yWdj+8mI4Cf7K55wK5vwuh0LSby6Yq00y+WrD+EHk4/Kq2r3jHSVhXPznzJD/ACH4f1rSNNJkTrNrQzpWa7fmTdzy3dieTWno+nR4Dhys2fu7cbQPQ1mwIIZF/ib0NbmkxeXb7zyzcfSuiPY4476l/wAPSQXU0gvGlRo1JRUwBIewyeB65rWh07zJI5I4ptyOrjYwcZBzxj6VjG2WYfKQpx09aasUlq4MchQEc7Ww34Ua2DmN2LTZk1RjHZahuZyykRk4Oc17T8LvFV9c6T9jvEure5jHyTTsvkyL6MGztYevQ9/WvniZrx49rXFy2e4kOcfnRZXT2bfvGkkX/bkLfjzU8rH7RbH1Br/gWz8Vab9qnt9Hhulyvmpdi1Evp6ruxVn4c/CzWo90mm+LNH0uG3G9oZtRW9V+eQUCEMPwryb4afFmwg8OXOh6tJ/oV0cxzNH5vknGMMndenIwR1GelVPAOvWvhDxTItnqkiMk21ZYEZ0A9c5FTKjzbmkayjrY96s/jp4H+GXjIK/2241LTGAg1bQ7OSx4B+bKMSjqeflKj1GMkV9o/stftMeEfi3OJtLuLG71Ao0TW81m+mXrowIdDg+XKrKSOhwD2r4zg1abxTaW73eneDPGny/uxMrWN85H/TTJXPH8XU966LwL+0L4R+F3ia1ttS0DW/BtyriRGu1PlwPngpKMqV9wfareD920ZFxxS5tYo/W7wv4IOt/DDRbzQbcaH4g8PySWthLJOZhLEOfKlLcyRycA5ztJyK1fAXjWPx5pc1wlm+m3NrM1tf2MmPMsrheGQ+x6qehFePfsS/tDX3xPe40+x1K18QRzWrXFirsP9KZOZIA38L7fmXHXBHPFejeKdXstK1SLxppK/u4Qtj4osXG24giziOVl674myCccp9K4HF052kVVj7VNL5dzuR1/pR9KeqKY1ZW3RsAysP4geQaCm2urc8nlITyaazEGpXHFRvt3UBynmCjA/lT1GBTEzT1yRXJHswFAyakUU2MZqTZVlDoxxU0a4FNUYFTIMCqQCrxzUGv+I9N8FeGtQ1rWr630vRtHt3vL27nbbHbxIMsx/oBySQO9WoIGnkWNVLMx2gDnJr8n/wDgsz+35N8bfGtx8HfBOolPB/hm5DeItQt3+XV71D/qVYdYoTwP7zgnsK0jFscYts85/a3/AG6dZ/bv/aJbULcXOn+APDJaHQNOkG0hTwbmQd5pOp7KMKOhz5bpl4mp6hcagw+VWaGBuuFHXH1rmfhowtLidofl8q3dI03clvU+w9e5rcgjjsdPt7beqraQu8hx95ief51x4j49D2cKv3YzxbqiyWEUzZLfKGz2J6ZrjviBYNqOk7Y1JVSHUZ/iXt+Wa3PGuoJBFpMMi7be+hAlz/CQxw2ay4bpdRvPsEzbZpHPyj/lqB0Zffpx3ohFr3jWVn7rO++B3wraLw/FdXS7m1OdNqr3UdBj9c19QaZ8MPN0nw3BZ6jcRyWss19qCG3EX2A/6tI45CMsJFO4hccgZzXjPwS8b2P9qWNvrU1vZjTVKxyM4WGYjjIPQEehr0j4v/tleE/hb4Qkktb6HWNSlG2Czs334PZ3boFFePiJVp1OWKu2fS4WOHp0FKbskdv4j8caL8K7C81LUbuO003S4ftF7cyNl3Zv9XEgPLO2OFHPSvz6/ai/aA1T9o34hy6ndeZb2NtmLT7HdlbSLPf/AG2PLH146CqPxf8Ajfrnxq1oTapcMtqkjTxWqH93G7feYju3QZPQAAVxLkksM9+p717OAy5UFzz+I+dzPNnif3cNIfmbPg5fsVrf3kbbfJh8pT6u/H6KDWz4W0xrXS2nY7ZQN4yP426fkKzdCt9/hm1h5/0y9Yt9FQf/AF62dTZm8LxiNyn2hyyk9cdB/X8q6aktbdzjoRtHUyvtJvL+eX5dqx7S30xnH1NUr2X7bN5rsokwAOOoFPtitpp6BmCi8J2k9Ng4H680SHykWB49skR4OO1aU42JqSRLcv5OmQxs2Tu3hRyBxiqV1MXfd83zACi6udoCkHcvI96qwFnb5j8oIJFaxWuhzylfYsWdu08wyD8x/H3rooWURgL8oXjr0rP06NWcyHjHSr0JG369ap7kbbE2No6j2IqWJPtgCthX/v4/nUCHuOVqysuFzjH0NMQPZ+Q3zHafT1psd4vnLHNG1xG3ylRw2PVT2I60o1KOf9zdDdbE/fU4kgPqvr7qeD7VC/l20jLDJvXHEp43D6dqQEb6SbSXasnmqDkY9O34+3artjHHp7CYsI/ctjNYGr+LotNOyE+dMPT7v41z8099rchZmdh2A4UD6U0TKfQ9Sg+LcOjlfL1JlZSGG1+hHeu+8G/tl32mR/Zbq7tdVspM77e8jWRGzweCO9fPFn4TkuFyzbfXFX18BTYG3PXoBmi7JjJn25+zX+0xpvgPxrY6t4TuZPCOpLKsjWaXB/sy5I/iXPMEnoV+U8gjFfsB4BuF+IHhbw740tbyPVm1y3+zahEYhAJ4WB3Qsik5cNuy/wBOcV/NHZ3WpeELtWWRiqkFoya/Tb/gi5/wUkk8L+Jbf4b+KNSx4f1+UQadPcN8ulXTcL8x6I5+U9gSD61GIpupG5tGo4o/UT4P3Ethol14fupJJpvD8vl28khy81m5JhLepXlCfVa60rkVieN9FPhX4j+GdSjj+zx3Ub6Fdjsdyl4s+4dDg+9b6pxWEdFYxqavmXUgdMf4VEyc+tWZBg9KhIwaozPLR92nrgikCZP+eakjTNc5PKOjHNSBflpUhpypk0ByiqMVIuRTdvNWLWJGf946xxj5nduiKMksfYDJ/CtCj5b/AOCr/wC2Tcfsp/s/po/h268nx54/Elhpjxff021AxcXntgHYh/vEn+Gvxev50sbdbWBi4UkyOxy0znksx6kmvc/+CgH7TU37S/7SfijxZ53/ABLGkOl6HHziDToCVjIHYyNukJ/26+dzqGLnzCu5VOSD3rohGy1KWjOs8G3jaVqSo2wS3UZUk/dRRz/StCe9aXRtYuFZv3dvGkZPqzEn+Qrh7TXWhuHY/e2sAQfX/wCtXZyMi/D+8dcbr6FZVIP91gK469Oz5mephai5eUrfEyWNdD0r5/3dmQrHGeCAR/I0/wCHNpNffEC1mO1YY/ngJAO0sMZ/rxWQ+sx+Ko9ShZd3kbAM9MAbSfpWLd+L7zw80K2l0YmhTYJcff8AcUKnJx5EV7eMJc7PfPjz8Q/C/wANtNhsbWys9W1ySHoI8CEn+OUg8n/Z6n2r5r1bVJtWu2ubht0kp3EqNqr7ADoPaoLzWGupGmlkeSRiSzMxLE+9VDNJdq235U7k9q6MPhY01rqzlxWOlWlfZCz3Oyb5T8zdB61DK7K26Tg9lpxlW3jIX5mP8RqsS0j10dThb0Ov8PnzfBSyKf3ttI4THUl8CtTxvK1nDY2MXysQw9xgAY+nWsbwWAdFkU8K0h3H044re12JdT8TaTMzAwydD68Zx+dcU/j1PWo/wzkdbkZL8QKRtiRYwMdwM/zq5GxMCBj0HfrVPX7aSy1q4ikX94shz+fSrE2YbUfwseea6UtLnHP4ircyZc8fNmls1Ekg+bnPORVZ5NrVZsPlyx+Vu3tT1RJr2h2Q8fdzxViOY7faq0r7IVGeSM0vm+Wvc0gLgmUDr9ary6r5z7Y2+UdwOvtWbqWo87FzubjH9aiSdbKH5j93nJ71ry9yJSsarXCBGZ2UKvJz0WsTV/Ecl+phtQyw/wARH3n/APrVS1DUn1SXaMrGO3r7mrVjB5IXb/F600jJzuR6Xossr524xzhu9dJpmlRqMO+AOfl7VStNzP17du1aFnuYnqTnPPGarYdnudP4Xh0OLc15HdT8cAPtz716BpGpeDfIjDaGz7gCzG5fd7jqPzrzbw5oC6ldLHLcxW6tyHY5U1658PvhBod/Gvn6q3v8uVJ9BVRWoiebT/hb4ntdmoeHr63Y/ektrx1dT04JyPzBrl/FX7P3/CurWTxZ4H1aXxB4fsyG1C3lAjvtKU4w7heHjB/jX7vcDrXuuj/AjwaymOYTSSYy5hcqwHbjv1FcF8XPBWpfsq+KtJ8SaNf/ANpeFdWkMEczgFoZgMtbzJ0KsucdmGRVO+zKjY/Vb/gnx+2dH+1t+w/brqt6tx4z+H9/plveMz/vLuEXEawTknqxUsjH1X3r66uE2XEnsSK/HP8A4Jk6Y3gr9rbwlrHh9pB8O/G15HpurWkTgjTJ2IkjgkU/wCdUZD/dOOo5/ZC4B8xt33s81x1I2YSkrWKsi7h/Kq7Lk1akGFNVyuDWZJ5ei+tTJxSdKeqc1zk8w5eMU6L7tNxn6VInSgaY4Lz1FeO/8FCPis3wX/Yv8eatDMbe9v7P+x7R1OGWS5Plkj3CFzXsiDmviP8A4Lv+OzoH7N/hHQ43w2ta1JdOAeqQRYH/AI9JWsdwjqz8kfGGpeZfMf4VXbGAegHSuf8AOBXpx1NXdYf7RcMwztJPWqGzaOWz3OR0rrKvYlWXlsN8xHy10+meJ7O18LQ2txI26GJwfXJOR+Fcivzf0+tOlTEnq3p2NROmpbl06jg7o1H1X7NeJJCqrazqcr0aUN1z7isu5tmTdGzrIh6HGf8A9RqMyEMf9nsO1Nlbeu32pxphKpfcrtbW9t0Us31yDVe4maY/pgVaeDcrfeKg8VG8aoMKvX171qrXMyn5e3+f0ohgMsgVQST1A7VMYy5YD0x7CrlpZLaRZ6tJ3qHoHLcm0a7+wu8fSOTAP+z2zWjPqzWVv5Mg/eRqDG/cMucY9jxWYwCK3zD2bHSq91dyTKqtJvC9M9vasXTTZ2RquMbGx4th/tDWIb2NQ0N6qvkdMkYP5EGqGpuIy33mK8DPpTNKv5o9se4mPn5T0FV9Sk3XB5/A9qqMbaGUp394qo25x3yavB9yqq+oAqlnAHb3qxphaa8Rf4c5q+W5EJdDZeXaemSvGKqyX3mc9sevSnXVwI13dP6VlzXB8o7vvE8e1OMerKlJIkim8yQyt1zhaq6nfNcYQfdU9u9NubvbGEX8aroN7+tVc5+a5YsYf3i+p7VrJgcfiKpW6rbfNj5sflV2E5j3H+dGyLiuhYt5vu4HU9KuQTdCD8zHpisxXYfdxk8VpacfJcM2Nx5APQURfcNTr9D0WG58kTT/ACtgnYeV9q9M8D6JpyOu28u3XcEwTtwSeMfWvI7TxE0MirtyueQO9dt4O8SR8BmeJlOAyNg47CtI7iPofwVNDaThm81lhztYcuw7/UDuK734m/DKP47/AAM8ReFbWNTql7bi609uPkuIR5sa/wDAjlc9RurxLwlq832i2XzI/wB5hdwzwPb3r2j4aeLHhvFGFVoxmJ1JVuOeT6+9dELPcT7njv8AwTP+I2o6F+0B4RsA0kPma5YpdQOduXWdRg+jA5/Wv6AtVQLfzqv3RI386/FLSfgn/YP7f3w38RaVHHHpfjrxFZvMkfCW98syNMoHYOPnA9S9ftZqhLX0zDvI3868+to7MdRp2sUZeQfpVdn5qxKM1WkXL1iQmebKRu6U5QcUUVzhIkjGWqQ80UVoA5ORX5w/8HA9xIl78MYc/u/sN9IP97zUB/QCiiqj8Q47n5hX8ReTLdf0qi4XDK3PPU96KK6ihg+U5/L1NMZvmPHHr6UUUAJ/qxu5Un2pE4PJ5yfpRRV2Aa5bGFVi3vUE6LAu6QjdnkA5oopbAMsW/tC55IWGPnp19quqvmH+VFFZyNKew2bpz9KpuNzdzxzRRREc9htnOEugAOOelR3E29/fvxRRVGRG75FXtBX98xbHC5oooZUdxNRutzbR93PHNZ0s2WPNFFC2Jm3chJzVi0Xy2DUUU1uQty0sjSZ6Hv8ASnrcbBsX+dFFDLLtodo3YXd9e9W/tpaPbxwc4FFFLqir6Fu0kO0Hr3GK6bwrqEbTKwIUrwB/eooq+pJ614T1JoLdI07HcQDnkH8xzXrXg/xAGKybVEkjAt3X1A+oooroiTI+jP2YPFekwfFHwrca1F51npOr22oqQBlJI5OGX3AJz6jIr9R74jzmZWDKxyGHRgeQRRRXNiviRJSlPHv3qrJ96iiuUqKP/9k=" alt="Une image contenant Visage humain, personne, sourire, habits

Le contenu généré par l’IA peut être incorrect."></p><p>Ce balado s’intéresse à l’insertion professionnelle des enseignants de la formation professionnelle et à son influence sur la rétention du personnel. À travers des témoignages authentiques et des réflexions éclairées, il met en lumière les enjeux, les défis et les retombées positives d’un accompagnement structuré et durable. En quoi un encadrement de qualité peut-il renforcer l’engagement et la stabilité des enseignants ? Une exploration essentielle d’une étape déterminante du parcours professionnel.</p>]]></content:encoded>


                            

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        <enclosure url="https://baladoquebec.ca/media/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/2-julie-belisle-enseigner-pour-de-bon.mp3" length="27120206" type="audio/mpeg" />
        
        <pubDate>Wed, 11 Jun 2025 16:47:00 EST</pubDate>



        </item>

        <item>
    <title>1. Emmy Therrien - La collaboration au service d’une culture de données</title>
            <guid isPermaLink="false">ged862-gr742883921</guid>
            
            <itunes:episodeType>full</itunes:episodeType>
            
            <itunes:season>1</itunes:season>
                        <itunes:episode>1</itunes:episode>
                                  <itunes:explicit>No</itunes:explicit>
                                                           <link>https://baladoquebec.ca/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/1-emmy-therrien</link>
                                            <itunes:author>Nancy Lauzon</itunes:author>

        <description><![CDATA[<p>La collaboration au service d’une culture de données&nbsp;&nbsp;</p><p>&nbsp;</p><p><strong>Emmy Therrien</strong>&nbsp;</p><p>Directrice au primaire et étudiante à la maîtrise exécutive en Gestion de l’éducation, Université de Sherbrooke.</p><p>&nbsp;<img 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" alt="Une image contenant habits, personne, sourire, Motif (stylisme)

Le contenu généré par l’IA peut être incorrect."></p><p>Pour être efficace, l’intervention auprès des élèves doit être pensée, structurée et organisée. Dans un milieu mobilisé, la direction a travaillé en collaboration avec les membres de l’équipe école afin d’implanter un processus où l’analyse des résultats des dépistages en lecture ainsi que des résultats au bulletin a permis de planifier et de structurer les interventions à mettre en place auprès des élèves.&nbsp;&nbsp;</p><p>Le dépistage et le suivi des résultats trois fois par année, l’analyse des résultats ainsi que du temps de planification ont permis d’améliorer le déploiement du coenseignement et de l’orthopédagogie. L’implantation d’une culture des données au service de la réussite des élèves.</p>]]></description>
        <content:encoded><![CDATA[<p>La collaboration au service d’une culture de données&nbsp;&nbsp;</p><p>&nbsp;</p><p><strong>Emmy Therrien</strong>&nbsp;</p><p>Directrice au primaire et étudiante à la maîtrise exécutive en Gestion de l’éducation, Université de Sherbrooke.</p><p>&nbsp;<img 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" alt="Une image contenant habits, personne, sourire, Motif (stylisme)

Le contenu généré par l’IA peut être incorrect."></p><p>Pour être efficace, l’intervention auprès des élèves doit être pensée, structurée et organisée. Dans un milieu mobilisé, la direction a travaillé en collaboration avec les membres de l’équipe école afin d’implanter un processus où l’analyse des résultats des dépistages en lecture ainsi que des résultats au bulletin a permis de planifier et de structurer les interventions à mettre en place auprès des élèves.&nbsp;&nbsp;</p><p>Le dépistage et le suivi des résultats trois fois par année, l’analyse des résultats ainsi que du temps de planification ont permis d’améliorer le déploiement du coenseignement et de l’orthopédagogie. L’implantation d’une culture des données au service de la réussite des élèves.</p>]]></content:encoded>


                            

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        <enclosure url="https://baladoquebec.ca/media/lintelligence-collective-en-action-vers-une-culture-educative-guidee-par-les-donnees/1-emmy-therrien.mp3" length="16875127" type="audio/mpeg" />
        
        <pubDate>Wed, 11 Jun 2025 14:35:00 EST</pubDate>



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