La nuit de l'info

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<div class="defiList" id="challengesList">
  <h2>Liste des défis</h2>
  <ul>
      <li><a href="#defi36">Respect de la vie privée</a></li>
      <li><a href="#defi60">Mettez de l&#039;intelligence dans votre moteur</a></li>
      <li><a href="#defi83">Logo</a></li>
      <li><a href="#defi148">Utilisation de données géo-spatiales</a></li>
      <li><a href="#defi174">Défi de la nuit 2020</a></li>
      <li><a href="#defi201">This is Victoria&#039;s secret</a></li>
      <li><a href="#defi248">Faites connaître votre application au grand public !</a></li>
      <li><a href="#defi249">Organisé(e), tu seras pour vaincre la Nuit !</a></li>
      <li><a href="#defi265">MyCity</a></li>
      <li><a href="#defi266">Oualle Strite Ingliche</a></li>
      <li><a href="#defi267">Neurchi Illuminati</a></li>
      <li><a href="#defi268">1337 5P34K</a></li>
      <li><a href="#defi269">Analyse de données vertes avec Sogeti !</a></li>
      <li><a href="#defi270">Un menu de navigation repensé</a></li>
      <li><a href="#defi271">Frankencode : créer la vie avec du code !</a></li>
      <li><a href="#defi272">PIMP YOUR APP with Data Viz</a></li>
      <li><a href="#defi273">EMERGENCY MEETING!!</a></li>
      <li><a href="#defi274">Une application web multi-framework</a></li>
      <li><a href="#defi275">TinderPro, au service du télétravail</a></li>
      <li><a href="#defi277">Le défi, il est Vite répondu !</a></li>
      <li><a href="#defi278">Les tests, pour que tout le monde Cypress !</a></li>
      <li><a href="#defi279">Vers une architecture multi-tenant</a></li>
      <li><a href="#defi280">Vers la parallélisation du traitement</a></li>
      <li><a href="#defi281">Calendrier de l’Avent des Confinés</a></li>
      <li><a href="#defi283">L&#039;apport de la mixité filles / garçons dans vos équipes !</a></li>
      <li><a href="#defi284">Transcender la distance</a></li>
      <li><a href="#defi285">GridPocket Data Lake</a></li>
      <li><a href="#defi286">Et quand bien mème...</a></li>
      <li><a href="#defi287">Carbon code : sensibilise les utilisateurs à l’impact de leurs choix</a></li>
      <li><a href="#defi288">Two beers or not two beers ?!</a></li>
    </ul>

    <div class="defi" id="defi36">
    <div class="resume">
      <h3>Respect de la vie privée</h3>
      <p><strong>Partenaire :</strong> INSA Centre Val de Loire</p>
      <p><strong>Thème :     </strong> Conception, Analyse, Audit</p>
      <p><strong>Lot :       </strong> <p>400 &euro; sous forme de bons (1er 250EUR, 2e 100EUR, 3e 50EUR)</p></p>
      <p><strong>11 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p>Cr&eacute;&eacute; le 01/01/2014 par la fusion de l&#39;ENSI de Bourges et de l&#39;ENI du Val de Loire, l&#39;INSA Centre Val de Loire est le 6&egrave;me INSA localis&eacute; sur ses deux campus &agrave; Bourges et &agrave; Blois. Il propose actuellement 4 sp&eacute;cialit&eacute;s d&#39;ing&eacute;nieur et compte quelques 1200 &eacute;tudiants:</p>

<ul>
	<li><strong>MRI</strong> (Ma&icirc;trise des Risques Industriels) &agrave; Bourges</li>
	<li><strong>STI</strong> (S&eacute;curit&eacute; et Technologies Informatiques) &agrave; Bourges avec l&#39;ouverture d&#39;une section par apprentissage en septembre 2020</li>
	<li><strong>ERE</strong> (Energie, Risque et Environnement) &agrave; Bourges, par apprentissage</li>
	<li><strong>GSI</strong> (G&eacute;nie des Syst&egrave;mes Industriels) &agrave; Blois</li>
</ul>

<p>Son activit&eacute; est soutenue par des laboratoires de recherche.&nbsp; En particulier, le <strong>LIFO</strong> (Laboratoire d&#39;Informatique Fondamentale d&#39;Orl&eacute;ans) poss&egrave;de une &eacute;quipe de recherche enti&egrave;rement bas&eacute;e dans les locaux de Bourges. L&#39;&eacute;quipe Securit&eacute; et Distribution des Syst&egrave;mes s&#39;int&eacute;resse aux aspects s&eacute;curit&eacute; en g&eacute;n&eacute;ral.</p>

<p>Le d&eacute;fi propos&eacute; cette ann&eacute;e &agrave; la Nuit de l&#39;Info s&#39;int&eacute;resse &agrave; une des th&eacute;matiques de l&#39;&eacute;quipe <strong>SDS</strong>: le respect des donn&eacute;es priv&eacute;es.</p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>Les syst&egrave;mes actuels sont de plus en plus ouverts et exposent volontairement ou non des donn&eacute;es &agrave; caract&egrave;re personnel des utilisateurs. Quand on con&ccedil;oit un tel syst&egrave;me ouvert, on doit au pr&eacute;alable d&eacute;finir une &eacute;tude d&#39;impacts sur la vie priv&eacute;e. Cette &eacute;tude sert alors de support pour mettre en place les contre-mesures n&eacute;cessaires &agrave; la diminution des risques principaux.</p>

<p>L&#39;<strong>&eacute;tude d&#39;impacts sur la vie priv&eacute;e (EIVP)</strong> (ou PIA -- Privacy Impact Assessment) permet de cerner et d&#39;&eacute;valuer les diff&eacute;rents risques. Diff&eacute;rentes m&eacute;thodes ont &eacute;t&eacute; d&eacute;finies pour effectuer ce type d&#39;&eacute;tude. En particulier, la CNIL propose un cadre clair pour effectuer cette &eacute;tude.</p>

<p>&nbsp;</p>

<p>Le but de ce d&eacute;fi est de<strong> fournir une analyser des risques dans l&#39;application d&eacute;velopp&eacute;e la notion du respect de la vie priv&eacute;e</strong>. Il faudra r&eacute;aliser une &eacute;tude d&#39;impact sur la vie priv&eacute;e <strong>sur votre solution</strong>. Vous pouvez utiliser comme support la m&eacute;thodologie d&eacute;crite par la CNIL (<a class="moz-txt-link-freetext" href="https://www.cnil.fr/fr/etude-dimpacts-sur-la-vie-privee-suivez-la-methode-de-la-cnil" target="_blank">https://www.cnil.fr/fr/etude-dimpacts-sur-la-vie-privee-suivez-la-methode-de-la-cnil</a>, plus pr&eacute;cis&eacute;ment se baser sur PIA-2, l&#39;outillage, en particulier le chapitre 3).&nbsp; Le dossier ne doit pas d&eacute;passer quelques pages.</p>

<p>&nbsp;</p>

<p>&nbsp;</p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">Team AS IUT Info (Toulouse)</li>
                          <li class="rang2">T&#039;zards et chapeau de paille (Paris 1 Panthéon-Sorbonne)</li>
                          <li class="rang3">Team Jul (Ecole des Mines de Saint-Étienne - Campus Georges Charpak Provence)</li>
                      </ul>
    </div>
  </div>
    <div class="defi" id="defi60">
    <div class="resume">
      <h3>Mettez de l&#039;intelligence dans votre moteur</h3>
      <p><strong>Partenaire :</strong> AFIA</p>
      <p><strong>Thème :     </strong> Intelligence Artificielle</p>
      <p><strong>Lot :       </strong> <p>Un montant de 400 euros sera partag&eacute; au m&eacute;rite (une somme d&#39;argent sera donc attribu&eacute;e &agrave; un ou plusieurs gagnants). Nous distribuerons &eacute;galement des invitations &agrave; pr&eacute;senter une d&eacute;monstration lors des &eacute;v&eacute;nements organis&eacute;s par le coll&egrave;ge comp&eacute;tition de l&#39;AFIA au cours de la plateforme PFIA&#39;2021 &agrave; Bordeaux.</p></p>
      <p><strong>7 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p style="text-align:justify">L&rsquo;Association Fran&ccedil;aise pour l&rsquo;Intelligence Artificielle (AFIA <a href="http://www.afia.asso.fr/">http://www.afia.asso.fr</a> ) est la <a href="http://www.enseignementsup-recherche.gouv.fr/cid28734/association-francaise-pour-l-intelligence-artificielle.html">soci&eacute;t&eacute; savante</a> consacr&eacute;e &agrave; l&#39;IA, qui f&eacute;d&egrave;re la communaut&eacute; de l&#39;IA francophone. L&rsquo;IA est un domaine multiforme qui regroupe des sujets aussi divers que le raisonnement, l&#39;aide &agrave; la d&eacute;cision, l&#39;ing&eacute;nierie des connaissances, le traitement automatique de la langue, l&#39;apprentissage, les syst&egrave;mes multi-agents, pour n&#39;en citer que quelques-uns. L&rsquo;IA n&rsquo;est pas rest&eacute; un domaine isol&eacute; de l&rsquo;informatique, mais s&rsquo;est rapproch&eacute;e de domaines divers allant de la statistique, l&rsquo;analyse des donn&eacute;es, &agrave; la linguistique et la psychologie cognitive, en passant par les bases de donn&eacute;es&hellip; Si l&rsquo;intelligence de la machine reste toujours insuffisante, les principes de l&rsquo;IA sont d&eacute;sormais au coeur de la plupart des programmes existants, de la d&eacute;fense aux jeux vid&eacute;o en passant par l&rsquo;art, la banque, les super-march&eacute;s, les assurances et les sciences de l&rsquo;ing&eacute;nieur. Les adh&eacute;rents de l&rsquo;association sont non seulement les sp&eacute;cialistes d&rsquo;IA, mais connaissent &eacute;galement des techniques &ldquo;non IA&rdquo; qui se rapprochent de leurs th&egrave;mes de pr&eacute;dilection.</p>

<p>&nbsp;</p>

<p>PS&nbsp;: Si ce d&eacute;fi vous a plu, vous pourrez relever celui de la Jam G&eacute;n&eacute;ration Po&eacute;tique (<a href="http://afia-competitions.fr/">http://afia-competitions.fr/</a>) que l&#39;AFIA organise lors de la plateforme PFIA&rsquo;21 <strong>du 28 juin au 2 juillet 2021 &agrave; Bordeaux</strong>.</p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>Vous mettez en &oelig;uvre une ou plusieurs m&eacute;thodes d&#39;Intelligence Artificielle (IA) dans votre projet et vous indiquez en quoi ces m&eacute;thodes rendent votre r&eacute;alisation plus performante ou pertinente. Vous&nbsp;pouvez faire appel &agrave; des techniques classiques, en cours de d&eacute;veloppement ou futuristes. L&#39;&eacute;quipe qui aura mis le plus en avant les avantages de l&#39;utilisation de l&#39;IA dans son projet remportera ce d&eacute;fi.</p>

<p><a href="https://afia.asso.fr"><img alt="https://afia.asso.fr" src="https://www.irit.fr/~Florence.Bannay/diamantafia.png" style="height:398px; width:882px" /></a></p>

<p><strong>Comit&eacute; d&#39;organisation : </strong>Carole Adam, Florence Bannay (coordinatrice), Anne-Gwenn Bosser, Thomas Guyet, Guillaume Levieux, Philippe Morignot, Nicolas P&eacute;pin-Hermann, Igor Stephan.<strong> </strong></p>

<p><strong>Jury :</strong>&nbsp; Florence Bannay, Anne-Gwenn Bosser, Philippe Morignot, Nicolas P&eacute;pin-Hermann, Igor Stephan</p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">Pépites de chocolat (Polytech Tours)</li>
                          <li class="rang2">EPI_Twisted (EPI Sup)</li>
                          <li class="rang3">Team GA (Toulouse)</li>
                      </ul>
    </div>
  </div>
    <div class="defi" id="defi83">
    <div class="resume">
      <h3>Logo</h3>
      <p><strong>Partenaire :</strong> C.line Design</p>
      <p><strong>Thème :     </strong> Graphisme / multimedia</p>
      <p><strong>Lot :       </strong> <p><span style="background-color:transparent; color:rgb(0, 0, 0)">Caricature/avatar personnalis&eacute;e de chaque membre de l&rsquo;&eacute;quipe + impressions sur goodies</span></p></p>
      <p><strong>66 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p><span style="background-color:transparent; color:rgb(0, 0, 0)">C.line Design, c&rsquo;est une graphiste, passionn&eacute;e par la cr&eacute;ation et le design, qui a mont&eacute; son auto-entreprise de graphisme en 2009 :&nbsp;</span><a href="http://www.c.line-design.fr" target="_blank"><span style="background-color:transparent; color:rgb(0, 0, 0)">www.c.line-design.fr</span></a></p>

<p><span style="background-color:transparent; color:rgb(0, 0, 0)">Au service des particuliers et des entreprises, C.line Design met &agrave; disposition ses comp&eacute;tences artistiques, cr&eacute;atives et techniques pour tout type de cr&eacute;ations visuelles :</span></p>

<p><span style="background-color:transparent; color:rgb(0, 0, 0)">charte graphique, illustrations, logos, design d&rsquo;applications mobiles, interfaces utilisateurs, cr&eacute;ation de sites internet, supports de communication, identit&eacute;s visuelles...</span></p>

<p><span style="background-color:transparent; color:rgb(0, 0, 0)">Le plus de C.line Design : des cr&eacute;ations originales, modernes&nbsp;et uniques. Adepte du &ldquo;simple is beautifull&rdquo; et &ldquo;less is more&rdquo;, son design se focalise sur l&rsquo;essentiel pour mettre en valeur chaque projet.</span></p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p><span style="background-color:transparent; color:rgb(0, 0, 0)">Parce qu&rsquo;un projet avec un logo, c&rsquo;est bien plus sympathique, parce qu&rsquo;un logo, ou plus simplement une identit&eacute; graphique, &ccedil;a renforce la cr&eacute;dibilit&eacute; d&rsquo;un projet en lui donnant une &acirc;me, le d&eacute;fi Logo r&eacute;compensera l&rsquo;&eacute;quipe qui saura cr&eacute;er et int&eacute;grer&nbsp;un logo en ad&eacute;quation avec&nbsp;son projet/son application.</span></p>

<div>&nbsp;</div>

<div>---</div>

<div>&nbsp;</div>

<div>
<p><span style="background-color:transparent; color:rgb(0, 0, 0)">Pour info, voici un aper&ccedil;u des&nbsp;lots offerts aux&nbsp;&eacute;quipes gagnantes des Nuits pr&eacute;c&eacute;dentes :</span></p>

<p><span style="background-color:transparent; color:rgb(0, 0, 0)">2015 : <a href="https://twitter.com/Ce1ine/status/726689884329545728">https://twitter.com/Ce1ine/status/726689884329545728</a></span></p>

<p>2016 :&nbsp;<a href="https://twitter.com/Ce1ine/status/826065674736959489">https://twitter.com/Ce1ine/status/826065674736959489</a></p>

<p>2017 :&nbsp;<a href="https://twitter.com/Ce1ine/status/960867658882338816">https://twitter.com/Ce1ine/status/960867658882338816</a></p>

<p>2018 :&nbsp;<a href="https://twitter.com/Ce1ine/status/1094976607054450689">https://twitter.com/Ce1ine/status/1094976607054450689</a></p>

<div><img alt="" src="https://pbs.twimg.com/media/ChW4mB-WgAAV0Kg.jpg" style="height:300px; margin:10px; width:449px" /><img alt="" src="https://pbs.twimg.com/media/C3bGCKHWEAQhhXP.jpg" style="height:300px; margin:10px; width:400px" />&nbsp; &nbsp;&nbsp;<img alt="" src="http://www.c.line-design.fr/artwork/nuit_info/DSC02161.JPG" style="height:300px; width:449px" />.&nbsp;<img alt="" src="https://pbs.twimg.com/media/DzIi4rjWoAAkrYH?format=png&amp;name=small" style="height:680px; width:570px" /></div>

<div>&nbsp;</div>

<div>ps : selon le nombre de personnes composant l&#39;&eacute;quipe gagnante, seuls les visages seront caricatur&eacute;s s&#39;il y a plus de 5 membres dans l&#39;&eacute;quipe. Pour moins de 5, des caricatures &quot;en entier&quot; pourront &ecirc;tre r&eacute;alis&eacute;es. De m&ecirc;me, pour les goodies, selon le nombre de membres, il y aura peut-etre des restrictions. Merci de votre compr&eacute;hension.&nbsp;</div>
</div></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">Les Winnerds (UPEC)</li>
                                  <li class="rang3">Staline Drives Nissan (Universite Catholique de Lille - FGES)</li>
                      </ul>
    </div>
  </div>
    <div class="defi" id="defi148">
    <div class="resume">
      <h3>Utilisation de données géo-spatiales</h3>
      <p><strong>Partenaire :</strong> FabSpace 2.0 (Université Paul Sabatier - Toulouse III &amp; Aerospace Valley)</p>
      <p><strong>Thème :     </strong> Temps et espace</p>
      <p><strong>Lot :       </strong> <p>Des goodies FabSpace ou bon d&#39;achat FNAC</p>

<p>&nbsp;</p>

<p>&nbsp;</p></p>
      <p><strong>15 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p><a href="http://www.fabspace.eu/">FabSpace 2.0</a> est un r&eacute;seau qui promeut l&#39;innovation &agrave; partir de g&eacute;o-donn&eacute;es dans les Universit&eacute;s. Il regroupe 14 partenaires universitaires et regroupements d&rsquo;industriels de 6 pays europ&eacute;ens.</p>

<p>Le <a href="https://www.irit.fr/FabSpace/fr/node/35">FabSpace de Toulouse</a> est install&eacute; dans les locaux du Catalyseur, b&acirc;timent U4 sur le campus de Rangueil de l&#39;Universit&eacute; Paul Sabatier.</p>

<p>Il a pour vocation de rendre possible des rencontres entre chercheurs, &eacute;tudiants et industriels et de guider les utilisateurs dans le d&eacute;veloppement de nouvelles applications utilisant des donn&eacute;es g&eacute;ospatiales comme les donn&eacute;es issues des satellites du programme Copernicus.</p>

<p>Des sessions de formation sont propos&eacute;es r&eacute;guli&egrave;rement, ainsi que des interventions de professionnels des donn&eacute;es spatiales, &agrave; l&#39;occasion des <a href="https://www.irit.fr/FabSpace/fr/node/77">Thursday Innovation Space Time (TwIST)</a>.</p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>Le but de ce d&eacute;fi est de recourrir &agrave; des donn&eacute;es g&eacute;o-spatiales. Les participants int&egrave;greront dans leur r&eacute;ponse au sujet national une part &quot;donn&eacute;e g&eacute;o-spatiale&quot;. L&#39;usage des images satellites d&#39;observation de la Terre seront pr&eacute;f&eacute;r&eacute;es, mais &agrave; d&eacute;faut, pourront &ecirc;tre utilis&eacute;es d&#39;autres donn&eacute;es g&eacute;o-spatiales (cartes type IGN, images de dr&ocirc;ne, GPS). Les images satellites d&#39;observation de la Terre ont une r&eacute;solution de 50 cm (Pleiade) &agrave; 20 m (Sentinel 2 de Copernicus) par pixels en fonction des satellites. A partir d&#39;elles ont peut d&eacute;duire la couverture au sol (cultures, urbanisation) par exemple. D&#39;autres satellites d&#39;observation mesurent la polution (exemple Sentinel-3 de Copernicus).</p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">Is-it-ok ? (Toulouse)</li>
                          <li class="rang2">La mascarade (Polytech Tours)</li>
                              </ul>
    </div>
  </div>
    <div class="defi" id="defi174">
    <div class="resume">
      <h3>Défi de la nuit 2020</h3>
      <p><strong>Partenaire :</strong> Centre de Recherche en Informatique</p>
      <p><strong>Thème :     </strong> LE défi auquel tout le monde doit répondre :-)</p>
      <p><strong>Lot :       </strong> <p>FELICITATIONS AUX EQUIPES GAGNANTES</p></p>
      <p><strong>174 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p style="text-align:justify">Le Centre de Recherche en Informatique est rattach&eacute; &agrave; l&#39;Universit&eacute; Paris 1 Panth&eacute;on-Sorbonne. Les axes de recherche du CRI sont l&#39;ing&eacute;nierie des services, l&#39;ing&eacute;nierie des besoins, l&#39;ing&eacute;nierie des syst&egrave;mes d&#39;entreprises et, de mani&egrave;re transverse, l&#39;ing&eacute;nierie des m&eacute;thodes et les m&eacute;canismes de raisonnement. C&#39;est dans le cadre de ce dernier th&egrave;me qu&#39;est propos&eacute; le d&eacute;fi qui va permettre de fournir des donn&eacute;es pour r&eacute;aliser de la fouille d&#39;intentions.</p>

<p style="text-align:justify">Plus d&#39;infos sur nos recherches, publications, projets :&nbsp;<a href="http://cri-sorbonne.fr/" style="padding: 0px; margin: 0px; color: rgb(67, 105, 118);" target="_blank">http://cri-sorbonne.fr/</a></p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>Ce d&eacute;fi correspond au sujet national qui sera d&eacute;voil&eacute; au lancement de la nuit. Il doit faire partie de vos 5+1 d&eacute;fis.</p>

<p>S&#39;y r&eacute;f&eacute;rer pour la description.</p>

<p>https://nuitdelinfo.com/La_Nuit_de_l_Info_2020-Sujet.pdf</p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">JAUNE (Besancon)</li>
                          <li class="rang2">Upssinet (Toulouse)</li>
                          <li class="rang3">Out of time (Cnam en Grand-Est)</li>
                      </ul>
    </div>
  </div>
    <div class="defi" id="defi201">
    <div class="resume">
      <h3>This is Victoria&#039;s secret</h3>
      <p><strong>Partenaire :</strong> 3DS OUTSCALE</p>
      <p><strong>Thème :     </strong> Conception</p>
      <p><strong>Lot :       </strong> <div>Un ch&egrave;que cadeau de 30 euros par membre de l&#39;&eacute;quipe qui sera arriv&eacute;e premi&egrave;re.</div></p>
      <p><strong>12 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p>3DS OUTSCALE, filiale Cloud de Dassault Syst&egrave;mes, positionne la confiance au c&oelig;ur de sa raison d&rsquo;&ecirc;tre en &eacute;tant un acteur du Cloud Computing multi-local. Depuis 2010, 3DS OUTSCALE engage une vision responsable de ses technologies lesquelles inspirent les startups, les &eacute;diteurs de logiciels, les entreprises et les institutions &agrave; innover dans le respect des g&eacute;n&eacute;rations actuelles et futures. Sa mission de proposer des services Cloud d&rsquo;hyper-confiance se refl&egrave;te par la promesse de satisfaire les plus hautes exigences du march&eacute;, comme la qualification SecNumCloud d&eacute;livr&eacute;e par l&rsquo;ANSSI en 2019, faisant de 3DS OUTSCALE le premier fournisseur de Cloud &agrave; proposer des services d&rsquo;infrastructure hautement s&eacute;curis&eacute;s.</p>

<p>Cet engagement est &eacute;galement port&eacute; par des services et une organisation int&eacute;gralement certifi&eacute;e sur la s&eacute;curit&eacute; et le management de l&rsquo;information dans le Cloud (ISO 27001-27017-20178), et sur l&rsquo;H&eacute;bergement de Donn&eacute;es de Sant&eacute; (HDS). Garant du Cloud d&#39;hyper-confiance en Europe, en Am&eacute;rique et en Asie, 3DS OUTSCALE offre un cloisonnement des r&eacute;gions Cloud et agit pour l&rsquo;autonomie num&eacute;rique strat&eacute;gique en Europe en tant que membre fondateur de Gaia-X. Anim&eacute; par les talents de ses collaboratrices et collaborateurs, 3DS OUTSCALE est le premier fournisseur Cloud engag&eacute; et labellis&eacute; RSE LUCIE ISO 26000 pour ses actions durables, responsables et inclusives.</p>

<p>Web : <a href="https://fr.outscale.com" target="_blank">https://fr.outscale.com</a></p>

<p>LinkedIn : <a href="https://www.linkedin.com/company/outscale" target="_blank">https://www.linkedin.com/company/outscale</a></p>

<p>Twitter : <a href="https://twitter.com/outscale_fr" target="_blank">https://twitter.com/outscale_fr</a></p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>Lors de la conception d&#39;une application, la bonne gestion des secrets permet d&#39;augmenter tr&egrave;s fortement le niveau de s&eacute;curit&eacute; de l&#39;application d&eacute;ploy&eacute; et d&#39;&eacute;viter les fuites de donn&eacute;es ou encore la compromission des syst&egrave;mes.</p>

<p>Outscale vous lance donc le d&eacute;fi suivant : int&eacute;grer dans votre architecture (infrastructure et logiciel) la protection des secrets (mot de passe des utilisateurs, des syst&egrave;mes, des &eacute;quipements ...)</p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">EPI_Codify (EPI Sup)</li>
                                      </ul>
    </div>
  </div>
    <div class="defi" id="defi248">
    <div class="resume">
      <h3>Faites connaître votre application au grand public !</h3>
      <p><strong>Partenaire :</strong> CESI Campus Lyon</p>
      <p><strong>Thème :     </strong> Communication</p>
      <p><strong>Lot :       </strong> <p>Lot&nbsp;pour l&rsquo;&eacute;quipe gagnante&nbsp;: Casque et souris gaming</p></p>
      <p><strong>31 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p>Campus d&rsquo;enseignement sup&eacute;rieur et de formation professionnelle, <strong>CESI Campus Lyon</strong> <strong>propose un ensemble de formations permettant &agrave; des &eacute;tudiants, alternants et salari&eacute;s de devenir acteurs des transformations des entreprises et de la soci&eacute;t&eacute;</strong>&nbsp;:</p>

<ul>
	<li><strong>CESI Ecole d&rsquo;Ing&eacute;nieurs</strong> propose une offre compl&egrave;te de formations habilit&eacute;es par la CTI&nbsp;: cycle pr&eacute;paratoire int&eacute;gr&eacute;, cycle ing&eacute;nieur sp&eacute;cialit&eacute; g&eacute;n&eacute;raliste ou informatique ainsi que de la formation continue et des Mast&egrave;res Sp&eacute;cialis&eacute;s&reg; lab&eacute;lis&eacute;s par la Conf&eacute;rence des Grandes &Eacute;coles.</li>
	<li><strong>CESI Ecole Sup&eacute;rieure de l&rsquo;Alternance </strong>&nbsp;propose des formations accessibles du bac au bac +4, de technicien sup&eacute;rieur &agrave; manager/expert, en Informatique, RH, QSE et Performance Industrielle.</li>
	<li><strong>CESI &Eacute;cole de Formation des Managers de Lyon </strong>propose des parcours m&eacute;tiers, blocs de comp&eacute;tences et modules courts &agrave; destination des entreprises, de leurs salari&eacute;s et des demandeurs d&rsquo;emploi en Informatique, Management, RH, QSE et Performance Industrielle.</li>
</ul></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>Vous &ecirc;tes g&eacute;niaux&nbsp;! Vous avez cod&eacute; la meilleure application informatique pour r&eacute;soudre&nbsp;la probl&eacute;matique de la nuit de l&rsquo;info&nbsp;! F&eacute;licitations&nbsp;!</p>

<p>Mais avez-vous pens&eacute; &agrave; comment faire conna&icirc;tre votre application au grand public&nbsp;? Non&nbsp;? C&rsquo;est le moment !</p>

<p>Nous vous proposons ce d&eacute;fi communication. Pr&eacute;parez une affiche, un tract, une vid&eacute;o, &hellip; laissez votre cr&eacute;ativit&eacute; vous surprendre&nbsp;!</p>

<p>Que vous soyez un d&eacute;veloppeur confirm&eacute; ou d&eacute;butant, ce d&eacute;fi est pour vous. Utilisation des outils de montage photo ou vid&eacute;o, de la musique, de DAO ou CAO, &hellip; vous &ecirc;tes tous et toutes capables d&rsquo;avoir des id&eacute;es et de r&eacute;pondre &agrave; ce d&eacute;fi.</p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">Kernel Panic (INSA Centre Val de Loire)</li>
                                      </ul>
    </div>
  </div>
    <div class="defi" id="defi249">
    <div class="resume">
      <h3>Organisé(e), tu seras pour vaincre la Nuit !</h3>
      <p><strong>Partenaire :</strong> Proxiad</p>
      <p><strong>Thème :     </strong> Management de projet</p>
      <p><strong>Lot :       </strong> <p>300&euro; de ch&egrave;ques cadeaux &agrave; partager</p></p>
      <p><strong>29 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p>Proxiad, entreprise de services numériques, dynamique et pleine d’ambition, est organisée en un réseau de 9 filiales régionales, permettant de répondre aux besoins de services de proximité de ses clients et aux souhaits d’autonomie de ses collaborateurs.

Proxiad se positionne dans les métiers de l'architecture, le conseil, l'expertise technique, la gestion de projet et le développement. 

L’esprit du groupe : Entre technologie, évolution et convivialité, pourquoi choisir ?</p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>Dans le cadre de la r&eacute;alisation du sujet National, vous allez devoir g&eacute;rer un projet informatique dans sa globalit&eacute;. De la compr&eacute;hension du besoin, jusqu&#39;&agrave; la livraison d&#39;une solution, vous devrez vous organiser pour mener &agrave; bien l&#39;ensemble des &eacute;tapes en vue de remporter le d&eacute;fi.</p>

<p>Tout comme en entreprise, votre gestion d&eacute;butera par le choix d&#39;une m&eacute;thode, sa mise en place, et l&#39;application de ses principes tout au long de la nuit.</p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">Les sales amis (Toulouse)</li>
                                      </ul>
    </div>
  </div>
    <div class="defi" id="defi265">
    <div class="resume">
      <h3>MyCity</h3>
      <p><strong>Partenaire :</strong> Mairie de Thiais</p>
      <p><strong>Thème :     </strong> Conception, Développement</p>
      <p><strong>Lot :       </strong> <div><span style="color:inherit">1&egrave;re place :&nbsp;</span><span style="color:inherit">ch&egrave;ques cadeaux Fnac d&#39;une valeur de 250&euro;.</span></div>

<div><span style="color:inherit">2&egrave;me place :&nbsp;<span style="color:inherit">ch&egrave;ques cadeaux Fnac d&#39;une valeur de 100&euro;.</span></span></div>

<div>3&egrave;me place :&nbsp;<span style="color:inherit">ch&egrave;ques cadeaux Fnac d&#39;une valeur de 50&euro;.</span></div></p>
      <p><strong>17 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p>https://www.ville-thiais.fr/</p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p><span style="background-color:rgb(255, 255, 255); color:rgb(0, 0, 0)">Face &agrave; l&rsquo;&eacute;pid&eacute;mie, les municipalit&eacute;s doivent assurer un plan de continuit&eacute; des activit&eacute;s et des services rendus aux citoyens. Pour ce faire, nous devons mobiliser tous les moyens mis &agrave; disposition. Parmi ces derniers, les outils num&eacute;riques nous permettent de faciliter les interactions au sein de la ville tout en respectant les mesures sanitaires. Dans ce contexte, l&rsquo;application MyCity, lanc&eacute;e par la ville de Thiais dans le 94, vise &agrave; faciliter l&rsquo;interaction entre la ville et les services municpaux. Par exemple, les citoyens sont alors en capacit&eacute; de demander la r&eacute;paration de nid-de-poule, de signaler des d&eacute;tritus ou tout simplement de recevoir de l&#39;information de la part de leur commune.</span></p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">StackOverflow Driven Development (Cnam en Grand-Est)</li>
                          <li class="rang2">Coffee Team (Campus Laval (Mayenne))</li>
                          <li class="rang3">418 I&#039;m a teapot (Paris 1 Panthéon-Sorbonne)</li>
                      </ul>
    </div>
  </div>
    <div class="defi" id="defi266">
    <div class="resume">
      <h3>Oualle Strite Ingliche</h3>
      <p><strong>Partenaire :</strong> Apside TOP</p>
      <p><strong>Thème :     </strong> Langue</p>
      <p><strong>Lot :       </strong> <p>Apside TOP lance 3 d&eacute;fis. Pour chacun, le lot &agrave; gagner est un ch&egrave;que cadeau de 100&euro; pour l&#39;&eacute;quipe s&eacute;lectionn&eacute;e.</p>

<p>Si un d&eacute;fi n&#39;est pas s&eacute;lectionn&eacute; ni remport&eacute;, les 100&euro; seront redistribu&eacute;s sur les autres d&eacute;fis !</p>

<p>&nbsp;</p></p>
      <p><strong>44 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p>APSIDE, ESN singuli&egrave;re par son histoire et son fonctionnement, trouve son succ&egrave;s dans la place qu&#39;elle accorde &agrave; ses collaborateurs, ses valeurs, et sa projection &agrave; long terme.</p>

<p>Int&eacute;grer APSIDE, c&#39;est b&eacute;n&eacute;ficier d&#39;une gestion RH personnalis&eacute;e (management de proximit&eacute;, soir&eacute;es d&#39;agences, gestion de carri&egrave;re adapt&eacute;e...). APSIDE de par son organisation, sa culture d&#39;entreprise et son ind&eacute;pendance sait rester &agrave; l&#39;&eacute;coute et r&eacute;pondre &agrave; ses clients par la qualit&eacute; de ses prestations qui repose sur l&#39;aptitude de ses collaborateurs.</p>

<p>APSIDE TOP, filiale du groupe, est implant&eacute;e sur 3 agences (Tours, Orl&eacute;ans, Le Mans) et propose des prestations en assistance technique et au forfait aupr&egrave;s de clients grands comptes et de clients locaux dans divers domaines : banque, mutuelle, assurance, etc.</p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>Vous &ecirc;tes ambitieux et voulez conqu&eacute;rir le monde : naturellement, vous choisissez de faire tout votre projet dans la langue de Mickey Mouse : l&#39;anglais ! R&eacute;sum&eacute; : proposez une version en anglais de votre appli, et compl&eacute;tez les objectifs bonus pour augmenter vos chances de remporter ce d&eacute;fi.</p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">Crab&#039;Gang# (3iL INGENIEURS - LIMOGES &amp; RODEZ)</li>
                          <li class="rang2">JAUNE (Besancon)</li>
                          <li class="rang3">GhostsOfIBGBI (Universite Evry, Universite Paris-Saclay)</li>
                      </ul>
    </div>
  </div>
    <div class="defi" id="defi267">
    <div class="resume">
      <h3>Neurchi Illuminati</h3>
      <p><strong>Partenaire :</strong> Apside TOP</p>
      <p><strong>Thème :     </strong> Design</p>
      <p><strong>Lot :       </strong> <p>Apside TOP lance 3 d&eacute;fis. Pour chacun, le lot &agrave; gagner est un ch&egrave;que cadeau de 100&euro; pour l&#39;&eacute;quipe s&eacute;lectionn&eacute;e.</p>

<p>Si un d&eacute;fi n&#39;est pas s&eacute;lectionn&eacute; ni remport&eacute;, les 100&euro; seront redistribu&eacute;s sur les autres d&eacute;fis !</p>

<p>&nbsp;</p></p>
      <p><strong>37 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p>APSIDE, ESN singuli&egrave;re par son histoire et son fonctionnement, trouve son succ&egrave;s dans la place qu&#39;elle accorde &agrave; ses collaborateurs, ses valeurs, et sa projection &agrave; long terme.</p>

<p>Int&eacute;grer APSIDE, c&#39;est b&eacute;n&eacute;ficier d&#39;une gestion RH personnalis&eacute;e (management de proximit&eacute;, soir&eacute;es d&#39;agences, gestion de carri&egrave;re adapt&eacute;e...). APSIDE de par son organisation, sa culture d&#39;entreprise et son ind&eacute;pendance sait rester &agrave; l&#39;&eacute;coute et r&eacute;pondre &agrave; ses clients par la qualit&eacute; de ses prestations qui repose sur l&#39;aptitude de ses collaborateurs.</p>

<p>APSIDE TOP, filiale du groupe, est implant&eacute;e sur 3 agences (Tours, Orl&eacute;ans, Le Mans) et propose des prestations en assistance technique et au forfait aupr&egrave;s de clients grands comptes et de clients locaux dans divers domaines : banque, mutuelle, assurance, etc.</p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>Vous &ecirc;tes persuad&eacute;s que les Illuminati contr&ocirc;lent le monde. D&#39;ailleurs, ils contr&ocirc;lent ce concours : pour attirer leurs bonnes gr&acirc;ces, vous comptez int&eacute;grer un maximum de r&eacute;f&eacute;rences Illuminati dans votre appli.</p>

<p><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/1/1e/Eye.jpg/220px-Eye.jpg" /></p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">Tek Arbre (Epitech Lyon)</li>
                          <li class="rang2">BA$HROOM (Bordeaux)</li>
                          <li class="rang3">Team AS IUT Info (Toulouse)</li>
                      </ul>
    </div>
  </div>
    <div class="defi" id="defi268">
    <div class="resume">
      <h3>1337 5P34K</h3>
      <p><strong>Partenaire :</strong> Apside TOP</p>
      <p><strong>Thème :     </strong> design</p>
      <p><strong>Lot :       </strong> <p>Apside TOP lance 3 d&eacute;fis. Pour chacun, le lot &agrave; gagner est un ch&egrave;que cadeau de 100&euro; pour l&#39;&eacute;quipe s&eacute;lectionn&eacute;e.</p>

<p>Si un d&eacute;fi n&#39;est pas s&eacute;lectionn&eacute; ni remport&eacute;, les 100&euro; seront redistribu&eacute;s sur les autres d&eacute;fis !</p>

<p>&nbsp;</p></p>
      <p><strong>27 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p>APSIDE, ESN singuli&egrave;re par son histoire et son fonctionnement, trouve son succ&egrave;s dans la place qu&#39;elle accorde &agrave; ses collaborateurs, ses valeurs, et sa projection &agrave; long terme.</p>

<p>Int&eacute;grer APSIDE, c&#39;est b&eacute;n&eacute;ficier d&#39;une gestion RH personnalis&eacute;e (management de proximit&eacute;, soir&eacute;es d&#39;agences, gestion de carri&egrave;re adapt&eacute;e...). APSIDE de par son organisation, sa culture d&#39;entreprise et son ind&eacute;pendance sait rester &agrave; l&#39;&eacute;coute et r&eacute;pondre &agrave; ses clients par la qualit&eacute; de ses prestations qui repose sur l&#39;aptitude de ses collaborateurs.</p>

<p>APSIDE TOP, filiale du groupe, est implant&eacute;e sur 3 agences (Tours, Orl&eacute;ans, Le Mans) et propose des prestations en assistance technique et au forfait aupr&egrave;s de clients grands comptes et de clients locaux dans divers domaines : banque, mutuelle, assurance, etc.</p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>Votre appli est cod&eacute;e par l&#39;Elite. Prouvez que vous &ecirc;tes les meilleurs parmi les meilleurs : mettez &agrave; disposition une version &quot;1337 5P34K&quot; (ou &quot;leet speak&quot;) de votre appli !</p>

<p><img alt="Matrix Neo GIF - Matrix Neo Shades GIFs" src="https://media1.tenor.com/images/91f7488beba61b414fc1ef2c41b66398/tenor.gif?itemid=10563840" /></p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">JAUNE (Besancon)</li>
                          <li class="rang2">Crab&#039;Gang# (3iL INGENIEURS - LIMOGES &amp; RODEZ)</li>
                          <li class="rang3">GhostsOfIBGBI (Universite Evry, Universite Paris-Saclay)</li>
                      </ul>
    </div>
  </div>
    <div class="defi" id="defi269">
    <div class="resume">
      <h3>Analyse de données vertes avec Sogeti !</h3>
      <p><strong>Partenaire :</strong> Sogeti France</p>
      <p><strong>Thème :     </strong> Data Science, Dataviz, Développement</p>
      <p><strong>Lot :       </strong> <p>800 euros de ch&egrave;que cadeaux Kad&eacute;os :</p>

<p>1er prix&nbsp;: 500&euro;</p>

<p>2&egrave;me prix&nbsp;: 200&euro;</p>

<p>3&egrave;me prix : 100&euro;</p></p>
      <p><strong>29 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p><strong><span style="color:rgb(31, 73, 125)">A propos de Sogeti</span></strong></p>

<p><span style="color:rgb(31, 73, 125)">Sogeti fait partie du groupe Capgemini, avec une pr&eacute;sence dans plus de 100 sites &agrave; travers le monde. Travaillant en &eacute;troite collaboration avec clients et partenaires pour tirer pleinement parti des technologies, Sogeti allie agilit&eacute; et rapidit&eacute; de mise en &oelig;uvre pour concevoir des solutions sur mesure innovantes et tourn&eacute;es vers l&rsquo;avenir dans les domaines de l&rsquo;Assurance et du Testing, du Cloud et de la Cybers&eacute;curit&eacute;, et int&eacute;grant les technologies d&rsquo;intelligence artificielle et d&rsquo;automatisation. Sogeti aide les entreprises &agrave; acc&eacute;l&eacute;rer le rythme de d&eacute;ploiement des solutions digitales gr&acirc;ce &agrave; son approche pragmatique, &laquo; value in the making &raquo;, et sa passion pour la technologie.&nbsp;</span></p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>&Agrave; partir de jeux de donn&eacute;es publics (r&eacute;cup&eacute;r&eacute;s sur <a href="https://www.data.gouv.fr/fr/search/?q=qualite+eau" target="_BLANK">https://www.data.gouv.fr/fr/search/?q=qualite+eau</a> par exemple), produisez une ou plusieurs visualisations de donn&eacute;es permettant de mettre en &eacute;vidence certains aspects et/ou tenances int&eacute;ressantes concernant la qualit&eacute; des eaux en France.</p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">4745 4e49 4f55 530a (Polytech Tours)</li>
                          <li class="rang2">les peips 2 la victoire (Polytech Tours)</li>
                          <li class="rang3">Segmentation Fault (Mulhouse)</li>
                      </ul>
    </div>
  </div>
    <div class="defi" id="defi270">
    <div class="resume">
      <h3>Un menu de navigation repensé</h3>
      <p><strong>Partenaire :</strong> VAL Software</p>
      <p><strong>Thème :     </strong> Développement</p>
      <p><strong>Lot :       </strong> <p><span style="background-color:rgba(255, 255, 255, 0.8)">500&euro; de ch&egrave;ques cadeaux KADEOS, distribu&eacute;s entre les 3 vainqueurs (250&euro;, 150&euro; et 100&euro;).</span></p></p>
      <p><strong>33 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><div class="alert alert-warning" style="text-align:center">&nbsp;</div>

<p>VAL SOFTWARE accompagne depuis 30 ans la transformation num&eacute;rique des acteurs de la formation avec des solutions v&eacute;ritablement adapt&eacute;es aux &eacute;volutions de leur m&eacute;tier.</p>

<p>Leader sur ces march&eacute;s avec un chiffre d&rsquo;affaires de +5.1M&euro; (x4 en 12 ans), VAL repr&eacute;sente 70 collaborateurs et se d&eacute;veloppe en France et &agrave; l&rsquo;international, notamment au travers de ses offres SaaS.&nbsp;</p>

<hr />
<p style="text-align:center"><strong>Contacts :&nbsp;</strong></p>

<p style="text-align:center">Micha&euml;l GENESTE - mgeneste@valsoftware.com</p>

<p style="text-align:center"><a href="http://www.valsoftware.com">www.valsoftware.com</a></p>

<p style="text-align:center">05 61 00 92 00</p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>Dans le cadre de l&#39;application d&eacute;velopp&eacute;e, VAL vous propose d&#39;int&eacute;grer &agrave; votre projet un menu de navigation repens&eacute; pour les utilisateurs.</p>

<p>&nbsp;</p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">Ragdoll Mac (IUT Montpellier-Sète)</li>
                          <li class="rang2">Vlog Life Style (Bordeaux)</li>
                          <li class="rang3">Le crayon à papier donc il coule (IUT Montpellier-Sète)</li>
                      </ul>
    </div>
  </div>
    <div class="defi" id="defi271">
    <div class="resume">
      <h3>Frankencode : créer la vie avec du code !</h3>
      <p><strong>Partenaire :</strong> SEPTEO</p>
      <p><strong>Thème :     </strong> Algorithme / Jeu de la vie / Automate Cellulaire</p>
      <p><strong>Lot :       </strong> <p style="text-align:center">Bons d&#39;achat Amazone pour les 3 premi&egrave;res &eacute;quipes</p>

<p style="text-align:center">1er prix : <strong>200 &euro;</strong></p>

<p style="text-align:center">2&egrave;me prix : <strong>100 &euro;</strong></p>

<p style="text-align:center">3&egrave;me prix : <strong>50 &euro;</strong></p></p>
      <p><strong>49 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p><strong>Septeo</strong> est un <strong>groupe d&rsquo;&eacute;diteurs de logiciels</strong> originaire de Montpellier qui se positionne comme le <strong>1er acteur europ&eacute;en des Legatech</strong>, sp&eacute;cialis&eacute; dans les solutions et services IT &agrave; destination des professionnels du droit, de l&#39;immobilier et des entreprises.</p>

<p>&nbsp;</p>

<p>Plut&ocirc;t orient&eacute; technologies Microsoft et environnements .NET, nous utilisons diverses stacks au sein des 16 filiales (PHP / JAVA J2EE / NODE.JS / MOBILE) suivant les besoins.</p>

<p>En plein changement culturel, nous allons vers plus d&#39;agilit&eacute;, le DevOps et la livraison de valeur en continu.</p>

<p>Nous remodelons nos applications pour migrer dans le Cloud sous forme d&#39;architectures orient&eacute;es Microservices et une forte industrialisation des process manuels (Tests, d&eacute;ploiements, monitoring).</p>

<p>&nbsp;</p>

<p>Nous prenons des stagiaires et des alternants de tous niveaux de formation, tout au long de l&#39;ann&eacute;e !</p>

<p>&nbsp;</p>

<p style="text-align:center">Plus d&rsquo;informations :&nbsp;<a href="https://www.septeo.fr/nous-rejoindre.htm">https://www.septeo.fr/nous-rejoindre.htm</a></p>

<p style="text-align:center">Contact RH : <a href="mailto:gpSepteo-Recrutement@septeo.fr">gpSepteo-Recrutement@septeo.fr</a></p>

<p>&nbsp;</p>

<p>&nbsp;</p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>Pour accompagner votre d&eacute;fi principal de la Nuit de l&rsquo;info, <strong>SEPTEO</strong> vous propose de faire patienter les utilisateurs de votre application durant les phases de chargement, de processing ou au moment du login en rempla&ccedil;ant les animations type barre de progression, sablier, spinning wheel par une animation bas&eacute;e sur le &laquo; <strong>Jeu de la vie</strong> &raquo;.</p>

<p>Le but est donc de coder un composant autonome qui anime le &laquo; jeu&nbsp;de la vie &raquo; de fa&ccedil;on al&eacute;atoire ou en fonction de l&rsquo;&eacute;tat d&rsquo;avancement d&rsquo;un processus.</p>

<p>&nbsp;</p>

<p>En hommage &agrave; John Horton Conway son inventeur qui a &eacute;t&eacute; victime de la Covid-19 au mois d&rsquo;avril dernier. Codez et faites preuve de cr&eacute;ativit&eacute; !</p>

<p>Vous &ecirc;tes libres de repr&eacute;senter l&rsquo;&eacute;tat de la grille comme bon vous semble, de g&eacute;n&eacute;rer un &eacute;tat initial al&eacute;atoire (montrer une activit&eacute;) ou pr&eacute; d&eacute;fini (montrer une progression d&eacute;finie). Un plus serait la possibilit&eacute; d&rsquo;ajouter des cellules &agrave; la vol&eacute;e alors que l&rsquo;&eacute;volution est en cours.&nbsp;</p>

<p>&nbsp;</p>

<p>Bonne chance &agrave; tous !</p>

<p>&nbsp;</p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">WarBoules (3iL INGENIEURS - LIMOGES &amp; RODEZ)</li>
                          <li class="rang2">Runtime_Terror (3iL INGENIEURS - LIMOGES &amp; RODEZ)</li>
                          <li class="rang3">Vlog Life Style (Bordeaux)</li>
                      </ul>
    </div>
  </div>
    <div class="defi" id="defi272">
    <div class="resume">
      <h3>PIMP YOUR APP with Data Viz</h3>
      <p><strong>Partenaire :</strong> Toucan Toco</p>
      <p><strong>Thème :     </strong> Data Visualisation &amp; Conception</p>
      <p><strong>Lot :       </strong> <p style="text-align:justify"><strong>Jackpot !</strong></p>

<p>&nbsp;</p>

<p><strong>1er prix : 300 euros</strong></p>

<p><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)">2e prix : 200 euros</span></p>

<p><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)">3e prix : 100 euros</span></p>

<p>&nbsp;</p>

<p><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)">&amp; de la </span><strong>visibilit&eacute; sur les r&eacute;seaux sociaux</strong><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)"> (Twitter et Linkedin) : votre appli et votre &eacute;quipe mis en avant par Toucan, </span><a href="https://fr.linkedin.com/pulse/linkedin-top-startups-2020-ces-10-p%C3%A9pites-qui-%C3%A0-la-crise-chauvin"><span style="background-color:rgb(255, 255, 255); color:rgb(17, 85, 204)">Top Startup Linkedin</span></a><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)"> 2020 ;)&nbsp;</span></p>

<p>&nbsp;</p>

<p><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)">Vous serez contact&eacute;s apr&egrave;s le d&eacute;fi si vous &ecirc;tes dans le top 3, n&rsquo;oubliez pas votre contact :)</span></p>

<p>&nbsp;</p>

<p><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)">Bon courage !! ????</span></p>

<div>&nbsp;</div></p>
      <p><strong>10 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p style="text-align:justify">&nbsp;</p>

<p style="text-align:justify">&nbsp;</p>

<p style="text-align:justify">&nbsp;</p>

<p style="text-align:justify"><span style="background-color:transparent; color:rgb(0, 0, 0)">Toucan Toco a &eacute;t&eacute; cr&eacute;&eacute; en 2015 par Kilian Bazin, Charles Miglietti, Baptiste Jourdan et David Nowinsky. Ils partent du constat que seuls les experts acc&egrave;dent facilement aux donn&eacute;es de performance en entreprise. Leur but d&egrave;s lors : </span><strong>d&eacute;mocratiser l&rsquo;acc&egrave;s &agrave; l&rsquo;information pour les n&eacute;ophytes et leur rendre le pouvoir de d&eacute;cision</strong><span style="background-color:transparent; color:rgb(0, 0, 0)">. De 4 associ&eacute;s &agrave; 115 salari&eacute;s en 5 ans, Toucan Toco a la confiance de plus de 140 clients grands comptes, pour 300 projets, parmi lesquels Renault Nissan, Engie, Cr&eacute;dit Agricole, Marques Avenue, Elior, Sodexo&hellip;&hellip; Pour plus d&#39;informations, </span><a href="https://toucantoco.com/fr/"><span style="background-color:transparent; color:rgb(17, 85, 204)">cliquez ici.</span></a><span style="background-color:transparent; color:rgb(0, 0, 0)"> Et au fait, </span><a href="https://toucantoco.com/fr/team.html#jobs"><span style="background-color:transparent; color:rgb(17, 85, 204)">on recrute</span></a><span style="background-color:transparent; color:rgb(0, 0, 0)"> !&nbsp;</span></p>

<p>&nbsp;</p>

<p style="text-align:justify"><span style="background-color:transparent; color:rgb(0, 0, 0)">Vous l&rsquo;aurez compris, la mission de Toucan Toco est de faire acte de p&eacute;dagogie pour transformer des </span><strong>donn&eacute;es brutes </strong><span style="background-color:transparent; color:rgb(0, 0, 0)">complexes en des </span><strong>Dataviz</strong><span style="background-color:transparent; color:rgb(0, 0, 0)"> et des </span><strong>Histoires interactives</strong><span style="background-color:transparent; color:rgb(0, 0, 0)">. Ils cr&eacute;ent une nouvelle cat&eacute;gorie dans l&rsquo;univers du logiciel : </span><a href="https://toucantoco.com/blog/data-storytelling-definition/#:~:text=Le%20Data%20Storytelling%2C%20c'est,en%20fonction%20de%20l'audience.&amp;text=La%20premi%C3%A8re%20d%C3%A9finition%20de%20ce,Excel%20n'y%20arrive%20pas."><span style="background-color:transparent; color:rgb(17, 85, 204)">le Data Storytelling</span></a><span style="background-color:transparent; color:rgb(0, 0, 0)">.</span></p>

<p>&nbsp;</p>

<p style="text-align:justify"><em>Le quoi ?!&nbsp;</em></p>

<p style="text-align:justify"><strong>Le Data Storytelling, c&rsquo;est la capacit&eacute; de raconter une histoire avec les donn&eacute;es, et de personnaliser les donn&eacute;es vues en fonction de l&rsquo;audience.</strong></p>

<p>&nbsp;</p>

<p style="text-align:justify"><em>Mais qui utilise &ccedil;a ?</em><span style="background-color:transparent; color:rgb(0, 0, 0)">&nbsp;</span></p>

<p style="text-align:justify"><span style="background-color:transparent; color:rgb(0, 0, 0)">Les utilisateurs principaux sont les </span><strong>m&eacute;tiers</strong><span style="background-color:transparent; color:rgb(0, 0, 0)"> des directions Marketing, Production, Financi&egrave;res, Ressources Humaines ou Commerciales de grandes organisations. Ces acteurs sont aujourd&rsquo;hui perdus au milieu de tableaux de bords excel ou outils informatiques vieillissants. Le Data Storytelling est un souffle nouveau pour tous ces acteurs, mais pas que ! </span><strong>M&ecirc;me </strong><a href="https://www.challenges.fr/videos/emmanuel-macron-suit-ses-dossiers-avec-toucan-toco-2009_plpxff"><strong>notre pr&eacute;sident</strong></a><strong> utilise notre solution pour piloter l&rsquo;avancement de ses r&eacute;formes</strong>.</p>

<p>&nbsp;</p>

<p style="text-align:justify"><span style="background-color:transparent; color:rgb(0, 0, 0)">Les organisations publiques, les &eacute;coles, et m&ecirc;me les startups peuvent utiliser nos technologies, </span><strong>et c&rsquo;est l&rsquo;id&eacute;e de ce d&eacute;fi</strong><span style="background-color:transparent; color:rgb(0, 0, 0)">&nbsp;!</span></p>

<p><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)"><a href="https://toucantoco.com/blog/webinar-retailers-comment-accelerer-la-transition-online-durant-la-crise-grace-aux-donnees-et-la-dataviz/"><span style="background-color:rgb(255, 255, 255); color:rgb(17, 85, 204)">Exemple concret </span></a><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)">de Use Case avec Toucan Toco :)</span></span></p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p style="text-align:center"><span style="background-color:transparent; color:rgb(0, 0, 0)">Le challenge</span></p>

<p style="text-align:center"><strong>PIMP YOUR APP </strong><strong>with Data Viz !</strong></p>

<p style="text-align:center"><em>Dur&eacute;e n&eacute;cessaire estim&eacute;e : 1h &agrave; 3h</em></p>

<p>&nbsp;</p>

<p style="text-align:justify"><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)">Dans un monde en perp&eacute;tuelle &eacute;volution et fortement soumis &agrave; l&rsquo;incertitude (</span><em>#covid </em><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)">????), les organisations sont sans cesse bouscul&eacute;es et contraintes d&rsquo;adapter &agrave; un contexte changeant leurs modes de production, de distribution, de commercialisation, de travail, de relation client... La flexibilit&eacute; et l&rsquo;agilit&eacute; semblent &ecirc;tre devenues le Graal recherch&eacute; par les organisations. Ces derni&egrave;res peuvent pour cela s&rsquo;appuyer sur une ressource pr&eacute;cieuse: la data. Mais encore faut-il savoir comment l&rsquo;interpr&eacute;ter et la diffuser au sein de la structure&hellip; :)</span></p>

<p>&nbsp;</p>

<p style="text-align:justify"><strong>Cette ann&eacute;e, Toucan Toco te lance le d&eacute;fi d&rsquo;int&eacute;grer une Data Visualisation &agrave; une Application Web d&eacute;velopp&eacute;e au cours de la Nuit de l&rsquo;Info </strong><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)">pour acc&eacute;l&eacute;rer la prise de d&eacute;cision de vos utilisateurs.</span><strong> </strong><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)">Cette Dataviz sera int&eacute;gr&eacute;e &agrave; votre Application Web via notre brique</span><strong> d&rsquo;Embedded Analytics.</strong></p>

<p>&nbsp;</p>

<p style="text-align:justify"><a href="https://toucantoco.com/fr/product/embedded-analytics.html"><strong>Embedded Analytics </strong></a><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)">? Qu&eacute;saco !!</span></p>

<p style="text-align:justify"><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)">C&rsquo;est </span><strong>tr&egrave;s</strong><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)"> simple : La plateforme Toucan Toco permet de </span><strong>cr&eacute;er des data visualisations</strong><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)"> au top de l&rsquo;UX de fa&ccedil;on simple et intuitive. Une fois cette visualisation construite, vous pouvez la communiquer de multiples fa&ccedil;on : lien web, mobile, PDF, &hellip; ou </span><strong>Analytics Embarqu&eacute;es</strong><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)"> (Embedded).</span></p>

<p style="text-align:justify"><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)">Une fois la visualisation cr&eacute;&eacute;e, vous pouvez r&eacute;cup&eacute;rer un bout de code HTML (</span><em>iFrame ou Web Component</em><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)">) et l&rsquo;int&eacute;grer dans votre appli web en ins&eacute;rant ce bout de script. Cela permet &agrave; nos clients de </span><strong>BUY</strong><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)"> un produit qui int&egrave;gre la meilleure UX et les meilleures fonctionnalit&eacute;s du march&eacute;, plut&ocirc;t que le </span><strong>BUILD</strong><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)"> avec l&rsquo;aide et la sueur de leurs d&eacute;veloppeurs.&nbsp;</span><em>Facile non ?!</em></p>

<p>&nbsp;</p>

<p style="text-align:justify"><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)">Trois d&eacute;mos tutorielles en vid&eacute;o seront disponibles avec le d&eacute;fi pour expliquer &ccedil;a par un exemple concret :)</span></p>

<p style="text-align:justify"><strong>Ce d&eacute;fi pourra &ecirc;tre relev&eacute; de deux mani&egrave;res:</strong></p>

<ol>
	<li>
	<p style="text-align:justify"><span style="background-color:rgb(255, 255, 255)">En int&eacute;grant une ou des visualisations Toucan Toco dans une autre application web que </span><strong>VOUS</strong><span style="background-color:rgb(255, 255, 255)"> avez d&eacute;velopp&eacute;e lors de la Nuit de l&rsquo;info.</span></p>
	</li>
</ol>

<p style="text-align:justify"><strong>OU</strong></p>

<ol>
	<li>
	<p style="text-align:justify"><span style="background-color:rgb(255, 255, 255)">En collaborant avec une </span><strong>AUTRE</strong><span style="background-color:rgb(255, 255, 255)"> &eacute;quipe (de votre &eacute;cole ou d&rsquo;une autre &eacute;cole), et en int&eacute;grant &agrave; leur Application Web une ou des visualisations Toucan Toco.</span></p>
	</li>
</ol>

<p>&nbsp;</p>

<p style="text-align:justify"><span style="background-color:rgb(255, 255, 255); color:rgb(32, 33, 36)">Du support exclusif de Toucan&nbsp;: <strong>n&#39;h&eacute;sitez pas &agrave; nous envoyer un mail en amont pour avoir les acc&egrave;s &agrave; votre appli en temps et en heure.</strong></span></p>

<ul>
	<li>
	<p><span style="background-color:rgb(255, 255, 255)">Un acc&egrave;s &agrave; nos agendas pour prendre RDV de 15min, le jeudi soir, entre 16h et 19h, si vous avez des questions :)</span></p>

	<ul>
		<li>
		<p><a href="https://calendly.com/django-bouchez/aide-nuit-info?month=2020-12"><span style="background-color:transparent; color:rgb(17, 85, 204)">https://calendly.com/django-bouchez/aide-nuit-info?month=2020-12</span></a></p>
		</li>
		<li>
		<p><a href="https://calendly.com/clarisse-rollet/aide-nuit-info?month=2020-12"><span style="background-color:transparent; color:rgb(17, 85, 204)">https://calendly.com/clarisse-rollet/aide-nuit-info?month=2020-12</span></a></p>
		</li>
	</ul>
	</li>
	<li>
	<p><span style="background-color:rgb(255, 255, 255)">N&rsquo;h&eacute;sitez pas &agrave; nous contacter par mail ????</span></p>

	<ul>
		<li>
		<p><a href="mailto:django.bouchez@toucantoco.com"><span style="background-color:rgb(255, 255, 255); color:rgb(17, 85, 204)">django.bouchez@toucantoco.com</span></a></p>
		</li>
		<li>
		<p><a href="mailto:clarisse.rollet@toucantoco.com"><span style="background-color:rgb(255, 255, 255); color:rgb(17, 85, 204)">clarisse.rollet@toucantoco.com</span></a></p>
		</li>
	</ul>
	</li>
</ul></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">Les Crewmates (Polytech Tours)</li>
                          <li class="rang2">Polytech Gardanne (Ecole des Mines de Saint-Étienne - Campus Georges Charpak Provence)</li>
                          <li class="rang3">BigEight (Besancon)</li>
                      </ul>
    </div>
  </div>
    <div class="defi" id="defi273">
    <div class="resume">
      <h3>EMERGENCY MEETING!!</h3>
      <p><strong>Partenaire :</strong> Coddity</p>
      <p><strong>Thème :     </strong> Lolilol</p>
      <p><strong>Lot :       </strong> <p>Equipe Artisan-Chef (1er) : 300&euro; de ch&egrave;ques-cadeaux &agrave; se partager</p>

<p>&Eacute;quipes Artisan (2&egrave;me et 3&egrave;me) : 100&euro; de ch&egrave;ques-cadeaux &agrave; se partager</p>

<p>Possibilit&eacute; d&rsquo;&eacute;changer les ch&egrave;ques-cadeaux contre un ap&eacute;ro &agrave; Paris chez Coddity (d&egrave;s que la situation sanitaire le permettra !)</p></p>
      <p><strong>54 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p><span style="color:red">C</span>oddity fait du code, et on fait du bon code : dev web Javascript, Python et data science.</p>

<p>Nous aimons l&rsquo;id&eacute;e de r&eacute;aliser nos prestations avec le m&ecirc;me soin et le m&ecirc;me savoir faire que les artisans d&rsquo;art.</p>

<p>Et, cocorico, nos garantissons une qualit&eacute; fait main et made in France !</p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>Apr&egrave;s le Konami code, la pi&ntilde;ata fortnite et un bon vieux rickroll des familles (&eacute;ditions pr&eacute;c&eacute;dentes), votre d&eacute;fi cette ann&eacute;e sera d&rsquo;int&eacute;grer Among Us &agrave; votre site.</p>

<p>&nbsp;</p>

<p><img alt="AMONG-US-IMAGE-AVATAR" src="https://drive.google.com/uc?id=1lfYPoVPMAdGNqx-1RW-NrHlQ4NbrkXo8&amp;export=download" style="height:200px; width:200px" /></p>

<p>&nbsp;</p>

<p>Vous devrez inviter l&rsquo;utilisateur &agrave; d&eacute;busquer l&rsquo;imposteur parmi plusieurs personnages plus ou moins cach&eacute;s dans votre site.</p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">Saison 3 - Plus que -1 (Toulouse)</li>
                          <li class="rang2">BigEight (Besancon)</li>
                          <li class="rang3">Ma Libellule (IUT de PARIS)</li>
                      </ul>
    </div>
  </div>
    <div class="defi" id="defi274">
    <div class="resume">
      <h3>Une application web multi-framework</h3>
      <p><strong>Partenaire :</strong> Viveris</p>
      <p><strong>Thème :     </strong> Développement et front-end</p>
      <p><strong>Lot :       </strong> <p>R&eacute;compense aux 3 premiers d&eacute;fis class&eacute;s</p>

<p>1er prix&nbsp;: <strong>1000 &euro;</strong> en ch&egrave;ques cadeaux</p>

<p>2&egrave;me prix&nbsp;: <strong>400 &euro;</strong> en ch&egrave;ques cadeaux</p>

<p>3&egrave;me prix&nbsp;: <strong>200 &euro;</strong> en ch&egrave;ques cadeaux&nbsp;</p></p>
      <p><strong>28 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><h1>Pr&eacute;sentation</h1>

<p>Viveris est un groupe de conseil et d&rsquo;ing&eacute;nierie qui accompagne depuis 30 ans la transformation num&eacute;rique des entreprises et de leurs produits.</p>

<p>Le Groupe Viveris &eacute;tudie, d&eacute;veloppe, et int&egrave;gre des syst&egrave;mes d&rsquo;information et des syst&egrave;mes embarqu&eacute;s pour les administrations et les grands comptes de l&rsquo;industrie, des t&eacute;l&eacute;communications et du tertiaire.</p>

<p>Nos ing&eacute;nieurs interviennent dans 4 m&eacute;tiers compl&eacute;mentaires : Les infrastructures, les syst&egrave;mes d&rsquo;information, l&rsquo;informatique scientifique et technique, et les syst&egrave;mes embarqu&eacute;s.</p>

<p>L&rsquo;innovation est au c&oelig;ur de la strat&eacute;gie de d&eacute;veloppement du groupe. Elle s&rsquo;appuie sur des &eacute;cosyst&egrave;mes regroupant des industriels, des laboratoires de recherche, des partenaires technologiques. Elle est incarn&eacute;e dans le positionnement de Viveris en tant qu&rsquo;acteur et leader au sein de consortiums de recherche.</p>

<h1>Contact</h1>

<p>Contact RH : <a href="mailto:_RH@viveris.fr">contact@viveris.fr</a></p>

<p>Retrouvez nos offres sur notre site internet <a href="http://www.viveris.fr/">http://www.viveris.fr</a> Rubrique &laquo;&nbsp;<em>Nous rejoindre</em> &raquo;. &nbsp;</p>

<p>Suivez nos d&eacute;veloppements open source&nbsp;: <a href="http://opensource.viveris.fr/">http://opensource.viveris.fr/</a></p>

<p>&nbsp;</p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p><strong>Pour cette &eacute;dition 2020 de la nuit de l&rsquo;info, Viveris propose de mixer un ensemble de frameworks de pr&eacute;sentation dans une m&ecirc;me application web.</strong> &nbsp;</p>

<h4>Qu&rsquo;est-ce qu&rsquo;un framework de pr&eacute;sentation&nbsp;?</h4>

<p>Un framework de pr&eacute;sentation est une technologie web qui facilite la construction d&rsquo;une application web via la cr&eacute;ation d&rsquo;un ensemble de composants permettant de g&eacute;n&eacute;rer une page HTML (exemple de frameworks de pr&eacute;sentation&nbsp;: angular, react, vue, &hellip;)</p>

<p>&nbsp;</p>

<h4>Description du d&eacute;fi&nbsp;:</h4>

<p>Viveris vous propose de mettre en place une application web dans laquelle sont pr&eacute;sentes <strong>au moins deux technologies web diff&eacute;rentes</strong>. Ces technologies doivent pouvoir communiquer des informations entre elles. Le style g&eacute;n&eacute;ral de l&rsquo;application doit rester coh&eacute;rent et la navigation entre les diff&eacute;rentes pages doit &ecirc;tre la plus fluide possible.</p>

<p>L&rsquo;utilisation de <strong>biblioth&egrave;ques tierces </strong>est fortement recommand&eacute;e &agrave; condition qu&rsquo;elles soient libres. Un certain nombre d&rsquo;entre elles pourront vous faciliter la t&acirc;che dans la mise en place de votre solution.</p>

<p>L&rsquo;application doit bien s&ucirc;r <strong>&ecirc;tre en lien avec le th&egrave;me de la nuit de l&rsquo;info </strong>qui sera d&eacute;voil&eacute; le jour de l&rsquo;&eacute;v&egrave;nement.</p>

<p>&nbsp;</p>

<h4>Liens (pour vous aider)</h4>

<p>Liste (non exhaustive) de frameworks de pr&eacute;sentation&nbsp;:</p>

<ul>
	<li>Angular&nbsp;: <a href="https://angular.io/">https://angular.io/</a></li>
	<li>React&nbsp;: <a href="https://fr.reactjs.org/">https://fr.reactjs.org/</a></li>
	<li>Vue&nbsp;: <a href="https://vuejs.org/">https://vuejs.org/</a></li>
	<li>Ember&nbsp;: <a href="https://emberjs.com/">https://emberjs.com/</a></li>
	<li>Backbone&nbsp;: <a href="https://backbonejs.org/">https://backbonejs.org/</a></li>
</ul>

<p>Outils int&eacute;ressants pour la cohabitation&nbsp;:</p>

<ul>
	<li>Single SPA&nbsp;: <a href="https://single-spa.js.org/">https://single-spa.js.org/</a></li>
	<li>iframe&nbsp;: <a href="https://developer.mozilla.org/fr/docs/Web/HTML/Element/iframe">https://developer.mozilla.org/fr/docs/Web/HTML/Element/iframe</a></li>
	<li>&hellip; libre &agrave; vous de choisir un autre outil</li>
</ul>

<p>&nbsp;</p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                                          <p>Pas de gagnants pour ce défi.</p>
              </ul>
    </div>
  </div>
    <div class="defi" id="defi275">
    <div class="resume">
      <h3>TinderPro, au service du télétravail</h3>
      <p><strong>Partenaire :</strong> SOPRA STERIA</p>
      <p><strong>Thème :     </strong> Développement, UX/UI</p>
      <p><strong>Lot :       </strong> <p><span style="background-color:rgba(255, 255, 255, 0.8)">3 bons d&#39;achat &agrave; la FNAC d&#39;une valeur totale de 525&euro; pour l&#39;&eacute;quipe vainqueur</span></p></p>
      <p><strong>22 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p>Sopra Steria, l&rsquo;un des leaders europ&eacute;ens du conseil, des services num&eacute;riques et de l&rsquo;&eacute;dition de logiciels, aide ses clients &agrave; mener leur transformation digitale et &agrave; obtenir des b&eacute;n&eacute;fices concrets et durables. Il apporte une r&eacute;ponse globale aux enjeux de comp&eacute;titivit&eacute; des grandes entreprises et organisations, combinant une connaissance approfondie des secteurs d&rsquo;activit&eacute; et des technologies innovantes &agrave; une approche r&eacute;solument collaborative. Sopra Steria place l&rsquo;humain au centre de son action et s&rsquo;engage aupr&egrave;s de ses clients &agrave; tirer le meilleur parti du digital pour construire un avenir positif. Fort de 46 000 collaborateurs dans 25 pays, le Groupe a r&eacute;alis&eacute; un chiffre d&rsquo;affaires de 4,4 milliards d&rsquo;euros en 2019.</p>

<p><strong><em>The world is how we shape it.</em></strong></p>

<p style="text-align:justify"><strong>Rejoignez-nous !</strong> <a href="https://www.soprasteria.com/carrieres">https://www.soprasteria.com/carrieres</a></p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>Kevin, geek de 29 ans, vient de retrouver un emploi. Il doit s&#39;int&eacute;grer &agrave; une nouvelle &eacute;quipe en t&eacute;l&eacute;travail. Aidez-le &agrave; cr&eacute;er de la relation !</p>

<p>L&#39;objectif est de r&eacute;inventer la relation &agrave; distance autour d&#39;un espace virtuel de d&eacute;couverte et de convivialit&eacute; int&eacute;gr&eacute; &agrave; votre application.</p>

<p>Pas de limite &agrave; votre cr&eacute;ativit&eacute;&nbsp;:</p>

<ul>
	<li>Gaming</li>
	<li>Parcours de d&eacute;couverte de personnalit&eacute;</li>
	<li>Espace ludique / de d&eacute;bat type caf&eacute; virtuel</li>
	<li>Autre...</li>
</ul></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">MKDIR (IUT Montpellier-Sète)</li>
                          <li class="rang2">Les sales amis (Toulouse)</li>
                          <li class="rang3">Coffee Team (Campus Laval (Mayenne))</li>
                      </ul>
    </div>
  </div>
    <div class="defi" id="defi277">
    <div class="resume">
      <h3>Le défi, il est Vite répondu !</h3>
      <p><strong>Partenaire :</strong> ALTRAN</p>
      <p><strong>Thème :     </strong> Développement</p>
      <p><strong>Lot :       </strong> <div>
<p style="text-align:left"><span style="color:windowtext"><span style="background-color:inherit">800 &euro; en bons d&#39;achat &agrave; partager parmi les trois premi&egrave;res &eacute;quipes : </span></span></p>

<ol>
	<li style="text-align:left"><span style="color:windowtext"><span style="background-color:inherit">400 &euro;</span></span></li>
	<li style="text-align:left"><span style="color:windowtext"><span style="background-color:inherit">250 &euro;</span></span></li>
	<li style="text-align:left"><span style="color:windowtext"><span style="background-color:inherit">150</span></span><span style="color:windowtext"> &euro;</span></li>
</ol>
</div></p>
      <p><strong>14 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><div><strong>En tant que soci&eacute;t&eacute; multi-nationale de services d&rsquo;ing&eacute;nierie et de R&amp;D</strong>, Altran&nbsp;accompagne les groupes industriels, les entreprises du secteur public et bancaire&nbsp;<strong>vers leur transformation num&eacute;rique.</strong></div>

<div><strong>L&#39;open-source &eacute;volue au sein des labos de recherche pour apporter des solutions p&eacute;rennes aux probl&eacute;matiques de ses clients.</strong></div>

<div>&nbsp;</div>

<div>Evoluer chez Altran, c&rsquo;est prendre part &agrave; des projets ambitieux dans les domaines du&nbsp;<strong>Web,&nbsp;Mobile</strong>, des&nbsp;<strong>Progiciels de gestion</strong>, de&nbsp;<strong>la BI</strong>&nbsp;et du&nbsp;<strong>Big Data</strong>, de&nbsp;<strong>l&rsquo;Infrastructure</strong>&nbsp;et de la&nbsp;<strong>S&eacute;curit&eacute; des SI</strong>, de la&nbsp;<strong>gestion de projet SI</strong>&hellip;</div>

<hr />
<div>
<h4 style="text-align:center"><span style="background-color:transparent">Demander conseil aux consultants d&#39;Altran (des d&eacute;veloppeurs majoritairement).</span></h4>

<h4 style="text-align:center"><span style="background-color:transparent">Notre &eacute;quipe sur Strasbourg se fera un plaisir de discuter avec vous, pour vous conseiller et vous encourager &agrave; distance.</span></h4>

<div class="alert alert-info" style="text-align:center"><strong><a class="text-success" href="https://calendly.com/altran-nuitdelinfo/20min">R&eacute;servez un cr&eacute;neau sur Calendly</a>&nbsp;pendant la soir&eacute;e ! </strong>

<hr /><strong>Rejoignez nous sur notre discord :&nbsp;</strong><a href="https://discord.gg/SdbwwSB" target="_blank">discord.gg/SdbwwSB</a></div>
</div></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><div>
<p style="text-align:left"><strong><span style="color:windowtext"><span style="background-color:inherit">Utilisation d&#39;un outil de </span><span style="background-color:inherit">build</span><span style="background-color:inherit"> sous ESM (</span></span><a class="Hyperlink SCXO196783618 BCX2" href="https://github.com/vitejs/vite" rel="noreferrer noopener" target="_blank"><span style="background-color:inherit">Vite</span></a><span style="color:windowtext"><span style="background-color:inherit">, ou </span></span><a class="Hyperlink SCXO196783618 BCX2" href="https://www.snowpack.dev/" rel="noreferrer noopener" target="_blank"><span style="background-color:inherit">snowpack</span></a><span style="color:windowtext"><span style="background-color:inherit">) pour le d&eacute;veloppement du projet.</span></span></strong></p>

<p style="text-align:left"><span style="color:windowtext"><span style="background-color:inherit">Utilisez de la mani&egrave;re la plus efficace un bundler nouvelle g&eacute;n&eacute;ration qui promet un rechargement &eacute;clair &agrave; chaque changement de code !</span></span></p>
</div></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                          <li class="rang2">notLikeThis (Bordeaux)</li>
                          <li class="rang3">T Team (Polytech Tours)</li>
                      </ul>
    </div>
  </div>
    <div class="defi" id="defi278">
    <div class="resume">
      <h3>Les tests, pour que tout le monde Cypress !</h3>
      <p><strong>Partenaire :</strong> ALTRAN</p>
      <p><strong>Thème :     </strong> Tests, accessibilité</p>
      <p><strong>Lot :       </strong> <p><span style="color:windowtext"><span style="background-color:inherit">1200 &euro; en bons d&#39;achat &agrave; partager parmi les trois premi&egrave;res &eacute;quipes : </span></span></p>

<ol>
	<li><span style="color:windowtext"><span style="background-color:inherit">600 &euro;</span></span></li>
	<li><span style="color:windowtext"><span style="background-color:inherit">400 &euro;</span></span></li>
	<li><span style="color:windowtext"><span style="background-color:inherit">200 &euro;</span></span></li>
</ol></p>
      <p><strong>9 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><div><strong>En tant que soci&eacute;t&eacute; multi-nationale de services d&rsquo;ing&eacute;nierie et de R&amp;D</strong>, Altran&nbsp;accompagne les groupes industriels, les entreprises du secteur public et bancaire&nbsp;<strong>vers leur transformation num&eacute;rique.</strong></div>

<div><strong>L&#39;open-source &eacute;volue au sein des labos de recherche pour apporter des solutions p&eacute;rennes aux probl&eacute;matiques de ses clients.</strong></div>

<div>&nbsp;</div>

<div>Evoluer chez Altran, c&rsquo;est prendre part &agrave; des projets ambitieux dans les domaines du&nbsp;<strong>Web,&nbsp;Mobile</strong>, des&nbsp;<strong>Progiciels de gestion</strong>, de&nbsp;<strong>la BI</strong>&nbsp;et du&nbsp;<strong>Big Data</strong>, de&nbsp;<strong>l&rsquo;Infrastructure</strong>&nbsp;et de la&nbsp;<strong>S&eacute;curit&eacute; des SI</strong>, de la&nbsp;<strong>gestion de projet SI</strong>&hellip;</div>

<hr />
<div>
<h4 style="text-align:center"><span style="background-color:transparent">Demander conseil aux consultants d&#39;Altran (des d&eacute;veloppeurs majoritairement).</span></h4>

<h4 style="text-align:center"><span style="background-color:transparent">Notre &eacute;quipe sur Strasbourg se fera un plaisir de discuter avec vous, pour vous conseiller et vous encourager &agrave; distance.</span></h4>

<div class="alert alert-info" style="text-align:center"><strong><a class="text-success" href="https://calendly.com/altran-nuitdelinfo/20min">R&eacute;servez un cr&eacute;neau sur Calendly</a>&nbsp;pendant la soir&eacute;e ! </strong>

<hr /><strong>Rejoignez nous sur notre discord :&nbsp;</strong><a href="https://discord.gg/SdbwwSB" target="_blank">discord.gg/SdbwwSB</a></div>
</div></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><div>
<p style="text-align:left"><a href="https://www.altran.com/as-content/uploads/sites/5/2019/06/accord-handicap-site2.jpg" target="_blank"><img alt="" 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" style="float:right; height:350px; width:312px" /></a><strong>Valider votre code par des tests automatiques pour arr&ecirc;ter de douter de votre code !</strong></p>

<p style="text-align:left"><span style="color:windowtext"><span style="background-color:inherit">Utiliser </span><a href="https://www.cypress.io/" target="_blank"><strong><span style="background-color:inherit">Cypress</span></strong></a><span style="background-color:inherit"><strong> </strong>de la meilleure mani&egrave;re pour &eacute;prouver l&#39;une des fonctionnalit&eacute;s de votre projet.</span></span></p>

<p style="text-align:left"><span style="color:windowtext"><span style="background-color:inherit"><strong>Assurez-vous &eacute;galement de valider les r&egrave;gles d&#39;accessibilit&eacute;</strong> via </span></span><a href="https://medium.com/@schathurangajayasinghe/accessibility-testing-vs-cypress-7c544b7bea88"><strong><span style="background-color:inherit">cypress</span><span style="background-color:inherit">-axe</span></strong></a><span style="color:windowtext"><span style="background-color:inherit"> pour assurer un minimum d&#39;accessibilit&eacute; &agrave; votre </span></span>projet !</p>

<p style="text-align:left">Nous (avec la <a href="https://www.altran.com/as-content/uploads/sites/5/2019/06/accord-handicap-site2.jpg" target="_blank">Mission Handicap</a> d&#39;Altran) pr&ecirc;trons une attention particuli&egrave;re quant &agrave; la bonne accessibilit&eacute; de votre projet.</p>
</div></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">T Team (Polytech Tours)</li>
                                      </ul>
    </div>
  </div>
    <div class="defi" id="defi279">
    <div class="resume">
      <h3>Vers une architecture multi-tenant</h3>
      <p><strong>Partenaire :</strong> Maps-IT</p>
      <p><strong>Thème :     </strong> Dévéloppement</p>
      <p><strong>Lot :       </strong> <p>1er) Un stage de trois mois bien pay&eacute; dans Maps-IT avec possibilit&eacute; de recrutement.</p>

<p>2&egrave;me) Un stage de deux mois pay&eacute; dans Maps-IT Lab</p>

<p>3&egrave;me) Un stage pay&eacute; d&#39;un mois dans Maps-IT Lab</p></p>
      <p><strong>5 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p>We work in giving optimum quality to the clients by shrinking the gap between exemplary technology and efficient implementing methods. Our talented staffing professionals work with every client as a true partner.</p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>Veuillez bien structurer vos donn&eacute;es du probl&egrave;me. Nous mettons comme d&eacute;fi l&#39;impl&eacute;mentation d&#39;une architecture partag&eacute;e comme structure des donn&eacute;es (DATABASE architecture: Shared Database, Shared Schema: All Tenants share a Postgres database and tables) technologies recommend&eacute;es (Spring Boot + Hibernate + JWT)</p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                                          <p>Pas de gagnants pour ce défi.</p>
              </ul>
    </div>
  </div>
    <div class="defi" id="defi280">
    <div class="resume">
      <h3>Vers la parallélisation du traitement</h3>
      <p><strong>Partenaire :</strong> Maps-IT</p>
      <p><strong>Thème :     </strong> Optimisation</p>
      <p><strong>Lot :       </strong> <p>1er) Un stage de trois mois bien pay&eacute; dans Maps-IT avec possibilit&eacute; de recrutement.</p>

<p>2&egrave;me) Un stage de deux mois pay&eacute; dans Maps-IT Lab</p>

<p>3&egrave;me) Un stage pay&eacute; d&#39;un mois dans Maps-IT Lab</p></p>
      <p><strong>3 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p>We work in giving optimum quality to the clients by shrinking the gap between exemplary technology and efficient implementing methods. Our talented staffing professionals work with every client as a true partner.</p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>Nous mettons comme d&eacute;fi le traitement parall&egrave;le des requ&ecirc;tes de base de donn&eacute;es.</p>

<p>(Multi-processing Querying of NoSQL Database)</p>

<p>Technologies recommand&eacute;es (Spring Boot + NoSQL)</p>

<p>&nbsp;</p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                                          <p>Pas de gagnants pour ce défi.</p>
              </ul>
    </div>
  </div>
    <div class="defi" id="defi281">
    <div class="resume">
      <h3>Calendrier de l’Avent des Confinés</h3>
      <p><strong>Partenaire :</strong> Technology &amp; Strategy</p>
      <p><strong>Thème :     </strong> Développement</p>
      <p><strong>Lot :       </strong> <p>Une Google Home par membre d&#39;&eacute;quipe (dans la limite de 20 maximum)</p></p>
      <p><strong>25 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p>Cr&eacute;&eacute; en 2008, T&amp;S est un groupe de conseil euro&shy;p&eacute;en dont le si&egrave;ge est bas&eacute; &agrave; Strasbourg et qui se d&eacute;veloppe au travers de plusieurs marques, disposant d&rsquo;expertises reconnues.</p>

<p>Fort de pr&egrave;s de 1 800 collaborateurs, il couvre la France, l&rsquo;Allemagne, la Suisse, la Belgique, l&rsquo;Angleterre et Singapour au travers de ses 16 agences et offre &agrave; ses clients des solutions int&eacute;gr&eacute;es dans les domaines du conseil en nouvelles technologies : &eacute;lectronique &amp; sys&shy;t&egrave;mes embarqu&eacute;s, m&eacute;canique, gestion de projets industriels, d&eacute;veloppements appli&shy;catifs, conseil m&eacute;tiers et accompagnement dans le domaine digital.</p>

<p><strong>T&amp;S IT&nbsp;est sp&eacute;cialis&eacute;e dans le conseil en informatique qui con&ccedil;oit sur mesure, r&eacute;alise et impl&eacute;mente des solutions adapt&eacute;es pour ses clients industriels et tertiaires. Ses expertises s&rsquo;orientent autour de 4 axes&nbsp;: Business Intelligence (BI), Informatique de gestion, Informatique industrielle, et D&eacute;veloppement d&rsquo;applications.</strong></p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>D&eacute;cembre a commenc&eacute; et les jours sont compt&eacute;s avant l&rsquo;arriv&eacute;e de No&euml;l, ce moment de r&eacute;pit tant m&eacute;rit&eacute;. Cette ann&eacute;e, les chocolats ne suffiront pas pour nous faire tenir jusqu&rsquo;&agrave; cette date. Il s&rsquo;agira de se m&eacute;nager pendant le mois de d&eacute;cembre et d&rsquo;&eacute;viter le virus tant redout&eacute; pour profiter pleinement des f&ecirc;tes de fin d&rsquo;ann&eacute;e.</p>

<p>Et comme les supermarch&eacute;s d&eacute;bordent, comme tous les ans, de chocolats, nous avons besoin de vous pour d&eacute;velopper sur&nbsp;<span style="background-color:rgba(255, 255, 255, 0.8)">votre site/application&nbsp;</span>un calendrier de l&rsquo;Avent adapt&eacute; &agrave; l&rsquo;ann&eacute;e 2020. Il ne s&rsquo;agira pas de cacher de chocolat mais bien des masques&nbsp;! Et comme vous &ecirc;tes des d&eacute;veloppeurs, vivons pleinement avec notre temps&nbsp;: le calendrier sera digital&nbsp;!</p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">Wo shi fa guo ren (3iL INGENIEURS - LIMOGES &amp; RODEZ)</li>
                          <li class="rang2">Team GA (Toulouse)</li>
                              </ul>
    </div>
  </div>
    <div class="defi" id="defi283">
    <div class="resume">
      <h3>L&#039;apport de la mixité filles / garçons dans vos équipes !</h3>
      <p><strong>Partenaire :</strong> Association Femmes Ingénieures Délégation Bretagne</p>
      <p><strong>Thème :     </strong> Témoignage de l&#039;apport de la mixité filles / garçons dans les équipes (diapositives, affiche, vidéo de moins de 3 minutes, ...)</p>
      <p><strong>Lot :       </strong> <p>Panier gourmand &agrave; partager d&#39;un montant de 400&euro;</p></p>
      <p><strong>15 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>T&eacute;moigner de l&#39;apport de la mixit&eacute; filles / gar&ccedil;ons dans vos &eacute;quipes &agrave; l&#39;aide de supports tels que diapositives, affiche,article,&nbsp; infographie, vid&eacute;o de moins de 3 minutes, ...</p>

<p>Votre &eacute;quipe devra obligatoirement &ecirc;tre mixtes filles / gar&ccedil;ons.</p>

<p>L&#39;association Femmes Ing&eacute;nieurs et son logo devront &ecirc;tre mentionn&eacute;s sur tous les supports que vous cr&eacute;erez.</p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                                      </ul>
    </div>
  </div>
    <div class="defi" id="defi284">
    <div class="resume">
      <h3>Transcender la distance</h3>
      <p><strong>Partenaire :</strong> 3iL INGENIEURS</p>
      <p><strong>Thème :     </strong> Prestidigitation</p>
      <p><strong>Lot :       </strong> <p>1&egrave;re place&nbsp;: ch&egrave;que cadeau de 200&euro; &agrave; se partager</p>

<p>2e place&nbsp;: ch&egrave;que de 150 &euro; &agrave; se partager</p>

<p>3e place&nbsp;: ch&egrave;que de 100&euro; &agrave; se partager</p></p>
      <p><strong>46 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p>3iL Ing&eacute;nieurs : &eacute;cole d&#39;ing&eacute;nieurs sp&eacute;cialis&eacute;e en informatique - accr&eacute;dit&eacute;e CTI - deux campus &agrave; Limoges et Rodez - Province power</p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p><span style="background-color:rgba(255, 255, 255, 0.8)">Transcender la distance : vous &ecirc;tes en &eacute;quipe mais &agrave; distance les uns des autres. Envoyez-nous un montage visuel de votre &eacute;quipe, comme si vous &eacute;tiez ensemble, au m&ecirc;me endroit, au m&ecirc;me moment...</span></p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">Confipotes (Polytech Tours)</li>
                          <li class="rang2">Les potITs Blagueurs (Universite Catholique de Lille - FGES)</li>
                          <li class="rang3">La Danse Du Limousin (3iL INGENIEURS - LIMOGES &amp; RODEZ)</li>
                      </ul>
    </div>
  </div>
    <div class="defi" id="defi285">
    <div class="resume">
      <h3>GridPocket Data Lake</h3>
      <p><strong>Partenaire :</strong> GridPocket Data Lake</p>
      <p><strong>Thème :     </strong> Big Data / Data Lake / Base de données / Data analytics</p>
      <p><strong>Lot :       </strong> </p>
      <p><strong>3 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p>La soci&eacute;t&eacute; GridPocket est sp&eacute;cialis&eacute;e dans les architectures IT &agrave; destination du secteur de l&#39;&eacute;nergie. Cr&eacute;&eacute; en 2009, elle oriente rapidement sa solution sur une base de donn&eacute;es NoSQL et plus pr&eacute;cis&eacute;ment MongoDB.</p>

<p>&nbsp;</p>

<p>Vous &ecirc;tes passionn&eacute;s de nouvelles technologies, n&#39;h&eacute;sitez pas &agrave; nous contacter via LinkedIn ou par email &agrave; contact@gridpocket.com</p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p><strong>Pr&eacute;sentation de GridPocket</strong></p>

<p>La soci&eacute;t&eacute; GridPocket est sp&eacute;cialis&eacute;e dans les architectures IT &agrave; destination du secteur de l&#39;&eacute;nergie. Cr&eacute;&eacute; en 2009, elle oriente rapidement sa solution sur une base de donn&eacute;es NoSQL et plus pr&eacute;cis&eacute;ment MongoDB.</p>

<p>Vous &ecirc;tes passionn&eacute;s de nouvelles technologies, n&#39;h&eacute;sitez pas &agrave; nous contacter via LinkedIn ou par email &agrave; <a href="mailto:contact@gridpocket.com" target="_blank">contact@gridpocket.com</a></p>

<p><strong>Description du d&eacute;fi</strong></p>

<p>Ce d&eacute;fi s&#39;adresse aux &eacute;quipes passionn&eacute;es par les technologies Big Data et qui souhaitent d&eacute;couvrir le monde du Data Lake.</p>

<p>Gr&acirc;ce au service MongoDB Cloud, vous pourrez rapidement mettre en place un Data Lake bas&eacute; sur la technologie MongoDB.</p>

<p>Pour rester dans l&#39;actualit&eacute;, Les donn&eacute;es traiterons du Covid-19.</p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                                          <p>Pas de gagnants pour ce défi.</p>
              </ul>
    </div>
  </div>
    <div class="defi" id="defi286">
    <div class="resume">
      <h3>Et quand bien mème...</h3>
      <p><strong>Partenaire :</strong> UBISOFT</p>
      <p><strong>Thème :     </strong> multimédia</p>
      <p><strong>Lot :       </strong> <p>Prix gagnants pour ce d&eacute;fi&nbsp;:</p>

<ol>
	<li>Pack collector du jeu Assassins&rsquo; Creed Valhalla&nbsp;: jeu (ps4/ps5 ou xbox), grande figurine et blade.</li>
	<li>Un jeu sur la plateforme de votre choix (ps4, ps5, xbox) parmi une s&eacute;lection de nos derniers jeux</li>
	<li>Un jeu sur la plateforme de votre choix (ps4, ps5, xbox) parmi une s&eacute;lection de nos derniers jeux</li>
</ol></p>
      <p><strong>85 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><h4 style="text-align: center;">Avec la plus grande force
de production de l&rsquo; industrie,
Ubisoft regroupe plus de 18 000
collaborateurs dans plus de
40 studios &agrave; travers le monde.
La cr&eacute;ativit&eacute; et l&rsquo; innovation
permettent au groupe d&rsquo; attirer
les meilleurs talents.</h4>

<pre style="text-align: center;">
Fond&eacute; en 2017 dans l&rsquo;une des villes fran&ccedil;aises les plus attractives,
Ubisoft Bordeaux travaille au d&eacute;veloppement de plusieurs titres AAA
majeurs du portfolio d&rsquo;Ubisoft, avec pour objectif constant d&rsquo;offrir la
meilleure exp&eacute;rience de jeu possible. Le studio a d&eacute;j&agrave; recrut&eacute; plus de
250 professionnels, de 16 nationalit&eacute;s diff&eacute;rentes. Le studio d&rsquo;Ubisoft
Bordeaux travaille main dans la main avec d&rsquo;autres studios Ubisoft sur
Assassin&rsquo;s Creed&reg; Valhalla, annonc&eacute; derni&egrave;rement, Beyond Good and
EvilTM 2, Rainbow Six&reg; Quarantine ainsi qu&rsquo;un projet mobile non annonc&eacute;.
R&eacute;cemment, le studio a &eacute;galement cr&eacute;&eacute; un groupe de sp&eacute;cialistes pour
rejoindre Harbour et Harbour Stream, deux &eacute;quipes travaillant sur les
services en ligne d&rsquo;Ubisoft afin de fournir des exp&eacute;riences connect&eacute;es
de grande qualit&eacute; &agrave; des millions de joueurs &agrave; travers le monde.</pre></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>Le rire n&#39;est pas un ennemi de l&#39;apprentissage.</p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">notLikeThis (Bordeaux)</li>
                          <li class="rang2">Valgrind (Epitech Mulhouse)</li>
                          <li class="rang3">Carotte (Campus Laval (Mayenne))</li>
                      </ul>
    </div>
  </div>
    <div class="defi" id="defi287">
    <div class="resume">
      <h3>Carbon code : sensibilise les utilisateurs à l’impact de leurs choix</h3>
      <p><strong>Partenaire :</strong> Leroy Merlin / Adeo</p>
      <p><strong>Thème :     </strong> Développement / Environnement</p>
      <p><strong>Lot :       </strong> <ul>
	<li>
	<p><span style="background-color:transparent">Pour l&#39;&eacute;quipe gagnante, une carte de cadeau illicado (toutes nos enseignes y sont) d&#39;une valeur de 300&euro;&nbsp; + 1 kit d&#39;outils / membre de l&#39;&eacute;quipe</span></p>
	</li>
	<li>
	<p><span style="background-color:transparent">Pour les seconds, une carte cadeau illicado d&#39;une valeur de 200&euro;</span></p>
	</li>
	<li>
	<p><span style="background-color:transparent">Pour les troisi&egrave;mes, 1 kit d&#39;outils / membre de l&#39;&eacute;quipe</span></p>
	</li>
</ul></p>
      <p><strong>15 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p style="text-align:justify"><span style="background-color:transparent; color:rgb(32, 33, 36)">Vous connaissez sans doute Leroy Merlin, leader sur le march&eacute; du bricolage et de l&rsquo;am&eacute;lioration de l&rsquo;habitat. Saviez-vous que Leroy Merlin fait partie, avec 13 autres enseignes, de la plateforme d&rsquo;entreprises </span><a href="https://www.adeo.com/"><span style="background-color:transparent; color:rgb(17, 85, 204)">Adeo </span></a><span style="background-color:transparent; color:rgb(32, 33, 36)">?&nbsp;</span></p>

<p style="text-align:justify"><span style="background-color:transparent; color:rgb(32, 33, 36)">Le but de cette plateforme, proposer aux habitants toutes les solutions d&rsquo;habitat possibles, accessibles et faire de la maison un endroit positif o&ugrave; vivre </span><em>(&ldquo;We make home a positive place to live&rdquo;).</em></p>

<p style="text-align:justify"><span style="background-color:transparent; color:rgb(32, 33, 36)">Dans cette optique, les 120 000 collaborateurs du groupe travaillent chaque jour avec des milliers de fournisseurs et des millions de clients dans le monde entier.&nbsp;</span></p>

<p style="text-align:justify"><span style="background-color:transparent; color:rgb(32, 33, 36)">Pour autant, nous sommes sensibles &agrave; une consommation plus responsable et durable pour la plan&egrave;te.&nbsp;</span></p>

<p style="text-align:justify"><span style="background-color:transparent; color:rgb(32, 33, 36)">Ensemble, nous avons encore beaucoup &agrave; faire pour que notre plateforme ait un <strong>impact environnemental, humain et &eacute;conomique positif</strong>. Vous &ecirc;tes pr&ecirc;ts &agrave; nous y aider ?&nbsp;</span></p>

<div>&nbsp;</div></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p><span style="color:rgb(32, 33, 36)">Aujourd&#39;hui, l&#39;impact Carbone de nos gestes du quotidien ainsi que celui de nos applications est de plus en plus exploit&eacute; par l&#39;ensemble de la soci&eacute;t&eacute; sans r&eacute;ellement nous permettre de le quantifier et de le comprendre.</span></p>

<p>&nbsp;</p>

<p><span style="color:rgb(32, 33, 36)">Dans le cadre de ton projet principal, vous trouverez <strong>un moyen ludique pour permettre aux utilisateurs de prendre conscience de l&#39;impact de leurs choix</strong> (pastille de couleur, personnages, etc).</span></p>

<p>&nbsp;</p>

<p>Pour cela, vous devrez afficher graphiquement sur le site ou l&rsquo;application principale l&rsquo;impact environnemental de&nbsp;chaque choix de l&rsquo;utilisateur <span style="color:rgb(32, 33, 36)">(ex: faible-&gt;pastille verte, fort-&gt; pastille rouge).</span></p>

<p>&nbsp;</p>

<p><em>Exemple d&#39;actions et notes possibles&nbsp; :&nbsp;</em></p>

<ul>
	<li>
	<p>Afficher une fiche produit : 1 , Acheter un mat&eacute;riel neuf : 50, acheter un mat&eacute;riel reconditionn&eacute; : 25,&nbsp;</p>
	</li>
	<li>
	<p>Choisir une livraison : rapide: 100, standard: 75, relai : 50, retrait magasin 25</p>
	</li>
</ul></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">EPI_Codify (EPI Sup)</li>
                          <li class="rang2">Crab&#039;Gang# (3iL INGENIEURS - LIMOGES &amp; RODEZ)</li>
                          <li class="rang3">Vlog Life Style (Bordeaux)</li>
                      </ul>
    </div>
  </div>
    <div class="defi" id="defi288">
    <div class="resume">
      <h3>Two beers or not two beers ?!</h3>
      <p><strong>Partenaire :</strong> Etineo</p>
      <p><strong>Thème :     </strong> Developpement, Bière, Lolilol</p>
      <p><strong>Lot :       </strong> <p>Pour les 1ers : on vous paye un bon resto sur Lyon (si vous &ecirc;tes d&#39;ailleurs, on envoie un ou plusieurs packs de bi&egrave;res exceptionnelles et on organise une visio ap&eacute;ro).</p>

<p>Pour les 2emes : un ou plusieurs packs d&#39;une bonne bi&egrave;re de notre r&eacute;gion.</p>

<p>Pour les 3 premi&egrave;res &eacute;quipes : on fera la promotion de l&#39;&eacute;quipe sur nos r&eacute;seaux sociaux (pour ceux qui le souhaite).</p>

<p>Pour tous les autres, rejoignez la communaut&eacute; Etineo sur Discord :&nbsp;https://discord.gg/9uUMfwx</p></p>
      <p><strong>14 équipes</strong> ont relevé ce défi.</p>
    </div>
    <div class="partenaire">
      <h3>Description du partenaire: </h3>
      <p><p><span style="color:#000000">Etineo a pour objectif de renforcer l&#39;&eacute;cosyst&egrave;me informatique europ&eacute;en et faire &eacute;merger des innovations logicielles en France sur les 10 prochaines ann&eacute;es.</span></p>

<p><span style="color:#000000">Nos premi&egrave;res actions en tant qu&#39;entreprise de services logiciels :</span></p>

<ul>
	<li><span style="color:#000000">cr&eacute;er une communaut&eacute; d&#39;experts informatiques,</span></li>
	<li><span style="color:#000000">faciliter et accompagner l&#39;&eacute;mergence de solutions open source,</span></li>
	<li><span style="color:#000000">recruter une &eacute;quipe de passionn&eacute;s sur les th&egrave;mes du d&eacute;veloppement, des infrastructures et de la cybers&eacute;curit&eacute; !</span></li>
</ul>

<p><span style="color:#000000">Pour en savoir plus : <a href="https://etineo.com">https://etineo.com</a></span></p></p>
    </div>
    <div class="defi">
      <h3>Description du défi : </h3>
      <p><p>Que serait le monde de l&#39;informatique sans les joies d&#39;une bonne bi&egrave;re le vendredi apr&egrave;s-midi avec les coll&egrave;gues ?</p>

<p>Si toi aussi tu penses que tes pairs doivent quitter Heineken au profit d&#39;alternatives exceptionnelles m&eacute;connues, propose une fonctionnalit&eacute; &agrave; ton application de la Nuit,&nbsp;essentiel &agrave; toute &eacute;quipe : <strong>le binouze store !</strong></p></p>
    </div>
    <div class="podium">
      <h3>Résultats : </h3>
      <ul id='podium'>
                  <li class="rang1">MAITE !! (Universite Savoie Mont Blanc)</li>
                          <li class="rang2">La Gang (GROUPE ESIEA Ivry)</li>
                          <li class="rang3">Coffee Team (Campus Laval (Mayenne))</li>
                      </ul>
    </div>
  </div>
  </div>
</HTML>