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	<description>Réveiller les talents de chacun pour booster notre économie</description>
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		<title>Les 8 secrets de la réussite d&#8217;après Richard St. John</title>
		<link>http://oser-entreprendre.fr/2012/02/15/les-8-secrets-de-la-reussite-dapres-richard-st-john/</link>
		<comments>http://oser-entreprendre.fr/2012/02/15/les-8-secrets-de-la-reussite-dapres-richard-st-john/#comments</comments>
		<pubDate>Wed, 15 Feb 2012 17:26:08 +0000</pubDate>
		<dc:creator>raphael</dc:creator>
				<category><![CDATA[Vidéos et articles sur le sujet]]></category>

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		<description><![CDATA[Pourquoi certaines personnes réussissent elles ? Est-ce parce qu&#8217;elles sont intelligentes ? Ou est ce par chance ? Ni l&#8217;un, ni l&#8217;autre. L&#8217;expert Richard St. John a condensé des années d&#8217;interviews immanquables en une présentation de 3 minutes sur les 8 clés de la réussite.]]></description>
			<content:encoded><![CDATA[<p>Pourquoi certaines personnes réussissent elles ? Est-ce parce qu&#8217;elles sont intelligentes ? Ou est ce par chance ? Ni l&#8217;un, ni l&#8217;autre. L&#8217;expert Richard St. John a condensé des années d&#8217;interviews immanquables en une présentation de 3 minutes sur les 8 clés de la réussite.</p>
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alt="" /></p>
]]></content:encoded>
			<wfw:commentRss>http://oser-entreprendre.fr/2012/02/15/les-8-secrets-de-la-reussite-dapres-richard-st-john/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Dépasser ses limites ! Quelle est la recette de ceux qui y parviennent ?</title>
		<link>http://oser-entreprendre.fr/2011/10/30/depasser-ses-limites-quelle-est-la-recette-de-ceux-qui-y-parviennent/</link>
		<comments>http://oser-entreprendre.fr/2011/10/30/depasser-ses-limites-quelle-est-la-recette-de-ceux-qui-y-parviennent/#comments</comments>
		<pubDate>Sun, 30 Oct 2011 09:12:03 +0000</pubDate>
		<dc:creator>raphael</dc:creator>
				<category><![CDATA[Vidéos et articles sur le sujet]]></category>

		<guid isPermaLink="false">http://oser-entreprendre.fr/?p=418</guid>
		<description><![CDATA[Comment peut-on définir nos limites ? Nous pourrions les définir comme l’ensemble des freins et obstacles qu’un individu va rencontrer sur le chemin de la réalisation de ses objectifs et plus généralement dans sa vie. Vous avez très certainement observé la capacité de certaines personnes à positiver une situation. Face aux obstacles de la vie, certains [...]]]></description>
			<content:encoded><![CDATA[<p>Comment peut-on définir nos limites ? Nous pourrions les définir comme l’ensemble des freins et obstacles qu’un individu va rencontrer sur le chemin de la réalisation de ses objectifs et plus généralement dans sa vie.</p>
<p>Vous avez très certainement observé la capacité de certaines personnes à <strong>positiver une situation</strong>. Face aux obstacles de la vie, certains sont face à un mur infranchissable, alors que d’autres s’auto-challengent et se gonflent de motivation. Est-ce notre patrimoine génétique ? Est-ce le destin ou encore le hasard ? Je ne le crois pas.</p>
<p>Je pense que <strong>nous sommes acteurs</strong> de notre vie. Je crois que nous bâtissons ce que nous projetons au fond de nous. Je racontais à un garçon d’une dizaine d’année cet été que j’avais réalisé tous les rêves qui étaient les miens. Ses yeux se sont ouverts et j’ai senti qu’il réalisait qu’en prenant le temps de construire dans sa tête ses projets, il se donnerait le moyen d’y parvenir. C’est un peu ça ! Pourquoi ne pas <strong>prendre le temps de projeter mentalement nos objectifs</strong>, nos états, nos émotions ?</p>
<p>Certains ont découvert comment tourner les choses dans leur tête pour que cela devienne possible et motivant. C’est encore une fois une affaire de croyances ! <strong>Suis-je capable ou non ?</strong></p>
<p>Il existe une <strong>croyance clé</strong> (essentiel) : <strong><em>« Il n’y a pas de personne sans ressource, il n’y a que des états sans ressource »</em></strong>. Entendez qu’à certains moments d’une journée ou périodes de la vie , nous pouvons nous sentir dépourvus de solutions, voir abattus. Mais cet état n’est pas forcément ancré en nous de façon définitive et durable. Pour ceux qui seraient entrés dans cette croyance, peut-être est-il urgent de changer vos modes de fonctionnement.</p>
<p>Un adage dit : « <em>plus de la même chose = plus du même résultat </em>». Bref<strong><em> pour que les choses changent, VOUS devez changer !</em></strong></p>
<p>Avoir une vision claire de ce que l’on veut accomplir est primordial. Pour autant le doute nous habite, voir il peut être amené à prendre le dessus. Le doute est-il bon ou mauvais ? Je crois qu’il est bon, il pourrait être assimilé à une forme de sagesse. C’est aussi le doute qui nous pousse à faire mieux, à faire plus, à être remarquable. Je ne suis pas convaincu que trop de certitudes soient totalement positif. Quelles sont les valeurs qui sont derrière mon discours ?</p>
<p>Je crois en l’<em>humilité</em> et la <em>sagesse</em>. Ces deux valeurs n’excluent pas la <em>détermination</em>. Je pense que nous pouvons être <em>focus</em> sur un objectif sans pour autant être un kamikaze. N’est-ce pas le doute qui nous raisonne de façon positive sur la manière d’entreprendre, d’oser.</p>
<p>Notre capacité à identifier rapidement les croyances qui nous limite, fait souvent la différence. Certains d’entre nous y arrivent seuls, d’autres se font aider.</p>
<p>Peu importe !</p>
<p>L’important est de combattre nos croyances paralysantes. Le plus souvent, il suffit de les regarder sous un autre angle. Prenons l’exemple de la prise de parole en public. Première croyance : <em>je crois qu’on va me juger</em>. Si l’on regarde cette difficulté telle quelle, j’ai toutes les chances d’être bloqué. Par contre, si je me place dans les chaussures de celui qui vient écouter, je découvre :</p>
<ul>
<li>qu’il est intéressé par le sujet (sinon il ne serait pas là),</li>
<li>qu’il se place en position d’apprentissage,</li>
<li>Qu’il souhaite éventuellement échanger sur le sujet.</li>
</ul>
<p>Lorsque l’on découvre l’exercice sous cet angle, n’est-ce pas plus motivant ?</p>
<p>Donc pour dépasser ses limites, il faut se construire une perception positive de l’objectif à accomplir. Dans un prochain article, j’aborderai le problème des émotions négatives et comment les contourner.</p>
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		<title>Steve Jobs, Merci pour l&#8217;exemple que tu nous as donné !</title>
		<link>http://oser-entreprendre.fr/2011/10/06/steve-jobs-merci-pour-lexemple-que-tu-nous-as-donne/</link>
		<comments>http://oser-entreprendre.fr/2011/10/06/steve-jobs-merci-pour-lexemple-que-tu-nous-as-donne/#comments</comments>
		<pubDate>Thu, 06 Oct 2011 07:53:48 +0000</pubDate>
		<dc:creator>raphael</dc:creator>
				<category><![CDATA[Vidéos et articles sur le sujet]]></category>
		<category><![CDATA[Steve Jobs]]></category>

		<guid isPermaLink="false">http://oser-entreprendre.fr/?p=429</guid>
		<description><![CDATA[Voici trois belles histoires que nous raconte le fondateur d&#8217;Apple, un bel exemple à suivre&#8230;]]></description>
			<content:encoded><![CDATA[<p>Voici trois belles histoires que nous raconte le fondateur d&#8217;Apple, un bel exemple à suivre&#8230;</p>
<p><iframe src="http://www.youtube.com/embed/D1R-jKKp3NA" frameborder="0" width="420" height="315"></iframe></p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
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		<item>
		<title>Quelles sont les idées qui marchent ?</title>
		<link>http://oser-entreprendre.fr/2011/08/25/quelles-sont-les-idees-qui-marchent/</link>
		<comments>http://oser-entreprendre.fr/2011/08/25/quelles-sont-les-idees-qui-marchent/#comments</comments>
		<pubDate>Thu, 25 Aug 2011 13:57:46 +0000</pubDate>
		<dc:creator>raphael</dc:creator>
				<category><![CDATA[Vidéos et articles sur le sujet]]></category>
		<category><![CDATA[idées]]></category>
		<category><![CDATA[remarquable]]></category>
		<category><![CDATA[Seth Godin]]></category>

		<guid isPermaLink="false">http://oser-entreprendre.fr/?p=325</guid>
		<description><![CDATA[&#160; Encore une vidéo très intéressante, Seth Godin nous démontre qu&#8217;il ne suffit plus d&#8217;avoir des bonnes idées, mais il faut des idées remarquables. C&#8217;est parce qu&#8217;elles sont remarquables qu&#8217;elles retiennent notre attention et que nous en parlons autour de nous. Il faut oser se démarquer et prendre des risques&#8230; A vous lire &#160;]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<p>Encore une vidéo très intéressante, Seth Godin nous démontre qu&#8217;il ne suffit plus d&#8217;avoir des bonnes idées, mais il faut des idées remarquables. C&#8217;est parce qu&#8217;elles sont remarquables qu&#8217;elles retiennent notre attention et que nous en parlons autour de nous. Il faut oser se démarquer et prendre des risques&#8230; A vous lire</p>
<p><object width="526" height="374" classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"><param name="allowFullScreen" value="true" /><param name="allowScriptAccess" value="always" /><param name="wmode" value="transparent" /><param name="bgColor" value="#ffffff" /><param name="flashvars" value="vu=http://video.ted.com/talk/stream/2003/Blank/SethGodin_2003-320k.mp4&amp;su=http://images.ted.com/images/ted/tedindex/embed-posters/SethGodin-2003.embed_thumbnail.jpg&amp;vw=512&amp;vh=288&amp;ap=0&amp;ti=28&amp;lang=fre_fr&amp;introDuration=15330&amp;adDuration=4000&amp;postAdDuration=830&amp;adKeys=talk=seth_godin_on_sliced_bread;year=2003;theme=presentation_innovation;theme=speaking_at_ted2009;theme=tales_of_invention;theme=the_creative_spark;theme=not_business_as_usual;event=TED2003;tag=Business;tag=Culture;tag=choice;tag=marketing;tag=shopping;tag=storytelling;&amp;preAdTag=tconf.ted/embed;tile=1;sz=512x288;" /><param name="src" value="http://video.ted.com/assets/player/swf/EmbedPlayer.swf" /><param name="pluginspace" value="http://www.macromedia.com/go/getflashplayer" /><param name="allowfullscreen" value="true" /><param name="allowscriptaccess" value="always" /><embed width="526" height="374" type="application/x-shockwave-flash" src="http://video.ted.com/assets/player/swf/EmbedPlayer.swf" allowFullScreen="true" allowScriptAccess="always" wmode="transparent" bgColor="#ffffff" flashvars="vu=http://video.ted.com/talk/stream/2003/Blank/SethGodin_2003-320k.mp4&amp;su=http://images.ted.com/images/ted/tedindex/embed-posters/SethGodin-2003.embed_thumbnail.jpg&amp;vw=512&amp;vh=288&amp;ap=0&amp;ti=28&amp;lang=fre_fr&amp;introDuration=15330&amp;adDuration=4000&amp;postAdDuration=830&amp;adKeys=talk=seth_godin_on_sliced_bread;year=2003;theme=presentation_innovation;theme=speaking_at_ted2009;theme=tales_of_invention;theme=the_creative_spark;theme=not_business_as_usual;event=TED2003;tag=Business;tag=Culture;tag=choice;tag=marketing;tag=shopping;tag=storytelling;&amp;preAdTag=tconf.ted/embed;tile=1;sz=512x288;" pluginspace="http://www.macromedia.com/go/getflashplayer" allowfullscreen="true" allowscriptaccess="always" /></object></p>
<p>&nbsp;</p>
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		<title>Comment libérer l’Éducation du modèle productiviste ? Sir Ken Robinson</title>
		<link>http://oser-entreprendre.fr/2011/08/22/comment-liberer-l%e2%80%99education-du-modele-productiviste/</link>
		<comments>http://oser-entreprendre.fr/2011/08/22/comment-liberer-l%e2%80%99education-du-modele-productiviste/#comments</comments>
		<pubDate>Mon, 22 Aug 2011 07:50:45 +0000</pubDate>
		<dc:creator>raphael</dc:creator>
				<category><![CDATA[Vidéos et articles sur le sujet]]></category>
		<category><![CDATA[Education]]></category>
		<category><![CDATA[formation]]></category>
		<category><![CDATA[pensée divergente]]></category>

		<guid isPermaLink="false">http://oser-entreprendre.fr/?p=319</guid>
		<description><![CDATA[Pour créer, inventer , changer notre monde qui est en crise, nous avons besoin que chacun à son niveau dans l&#8217;entreprise pense différemment (Cf concept de la pensée divergente dans la vidéo) hors notre système éducatif l&#8217;étouffe. Notre modèle éducatif est basé notre capacité à apprendre (alors que tout est aujourd&#8217;hui accessible sur Internet) et [...]]]></description>
			<content:encoded><![CDATA[<p>Pour créer, inventer , changer notre monde qui est en crise, nous avons besoin que chacun à son niveau dans l&#8217;entreprise pense différemment (Cf concept de la pensée divergente dans la vidéo) hors notre système éducatif l&#8217;étouffe. Notre modèle éducatif est basé notre capacité à apprendre (alors que tout est aujourd&#8217;hui accessible sur Internet) et sur notre capacité à ne pas faire de vague (<em>&laquo;&nbsp;sois calme et écoute l&#8217;enseignement !&nbsp;&raquo;</em>). De plus nous fabriquons des clones ! Quels différences y a-t-il entre une école de commerce et sa concurrente ? Nous fabriquons des robots et non des machines à penser, à s&#8217;adapter&#8230;</p>
<p>Il est temps de revoir notre système éducatif ! Je vous laisse juge en regardant la vidéo suivante.</p>
<p>Merci de faire suivre ce message pour faire bouger le système.</p>
<p><iframe src="http://www.youtube.com/embed/e1LRrVYb8IE" frameborder="0" width="560" height="345"></iframe></p>
<p>&nbsp;</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Il faut croire pour oser !</title>
		<link>http://oser-entreprendre.fr/2011/07/22/il-faut-croire-pour-oser/</link>
		<comments>http://oser-entreprendre.fr/2011/07/22/il-faut-croire-pour-oser/#comments</comments>
		<pubDate>Fri, 22 Jul 2011 13:34:29 +0000</pubDate>
		<dc:creator>raphael</dc:creator>
				<category><![CDATA[Vidéos et articles sur le sujet]]></category>

		<guid isPermaLink="false">http://oser-entreprendre.fr/?p=308</guid>
		<description><![CDATA[Cette vidéo est une très émouvante illustration de ce que l&#8217;homme peut faire pour dépasser nos freins et limites personnelles. Nous avons toujours en nous la force de nous relever et de vivre heureux.Prenez 5 minutes pour regarder la vidéo de Nick Vujicic &#8211; “Get Back Up” &#160;]]></description>
			<content:encoded><![CDATA[<h5 style="text-align: center;">Cette vidéo est une très émouvante illustration de ce que l&#8217;homme peut faire pour dépasser nos freins et limites personnelles.</h5>
<p>Nous avons toujours en nous la force de nous relever et de vivre heureux.<br />Prenez 5 minutes pour regarder la vidéo de Nick Vujicic &#8211; “Get Back Up”</p>
<p>&nbsp;</p>
<div style="text-align: left;"><iframe src="http://www.youtube.com/embed/4m3xzJeJlh0" frameborder="0" width="425" height="349"></iframe></div>
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		</item>
		<item>
		<title>Voici une illustration de ceux qui ont échoué ! Un bon début ! Non ?</title>
		<link>http://oser-entreprendre.fr/2011/07/22/voici-une-illustration-de-ceux-qui-ont-echoue-un-bon-debut-non/</link>
		<comments>http://oser-entreprendre.fr/2011/07/22/voici-une-illustration-de-ceux-qui-ont-echoue-un-bon-debut-non/#comments</comments>
		<pubDate>Fri, 22 Jul 2011 13:14:47 +0000</pubDate>
		<dc:creator>raphael</dc:creator>
				<category><![CDATA[Vidéos et articles sur le sujet]]></category>

		<guid isPermaLink="false">http://oser-entreprendre.fr/?p=301</guid>
		<description><![CDATA[]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><iframe title="YouTube video player" src="http://www.youtube.com/embed/-sw9wysmU-Y" frameborder="0" width="480" height="390"></iframe></p>
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		</item>
		<item>
		<title>Le paradoxe du choix d&#8217;après Barry Schwartz</title>
		<link>http://oser-entreprendre.fr/2011/07/11/le-paradoxe-du-choix-dapres-barry-schwartz/</link>
		<comments>http://oser-entreprendre.fr/2011/07/11/le-paradoxe-du-choix-dapres-barry-schwartz/#comments</comments>
		<pubDate>Mon, 11 Jul 2011 10:29:40 +0000</pubDate>
		<dc:creator>raphael</dc:creator>
				<category><![CDATA[Vidéos et articles sur le sujet]]></category>
		<category><![CDATA[Barry Schwartz]]></category>
		<category><![CDATA[décider]]></category>
		<category><![CDATA[faire un choix]]></category>
		<category><![CDATA[paradoxe]]></category>
		<category><![CDATA[paralyse]]></category>
		<category><![CDATA[peur]]></category>

		<guid isPermaLink="false">http://oser-entreprendre.fr/?p=138</guid>
		<description><![CDATA[C&#8217;est toujours compliqué de faire un choix à long terme. On a toujours peur de se tromper ! Barry Schwart évoque dans cette vidéo la complexité de faire un choix. Lorsque l&#8217;être humain est face à une grande liberté d&#8217;action, cela a pour effet de le paralyser. Une trop grande liberté de choix, d&#8217;options, de [...]]]></description>
			<content:encoded><![CDATA[<h5 style="text-align: left;">C&#8217;est toujours compliqué de faire un choix à long terme.</h5>
<p style="text-align: left;">On a toujours peur de se tromper ! Barry Schwart évoque dans cette vidéo la complexité de faire un choix. Lorsque l&#8217;être humain est face à une grande liberté d&#8217;action, cela a pour effet de le paralyser. Une trop grande liberté de choix, d&#8217;options, de décisions inhibe souvent notre capacité d&#8217;action. Trop d&#8217;options nous invitent à remettre notre décision à demain&#8230; Nous avons peur de nous tromper. Nous avons souvent le sentiment que nous aurions pu prendre une meilleure décision. Ainsi nos regrets diminuent notre niveau de satisfaction. Moralité , moins on a le choix plus on augmente notre niveau de satisfaction&#8230;</p>
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]]></content:encoded>
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		<item>
		<title>Simon Sinek : Comment les grands leaders inspirent l&#8217;action ?</title>
		<link>http://oser-entreprendre.fr/2011/07/11/simon-sinek-comment-les-grands-leaders-inspirent-laction/</link>
		<comments>http://oser-entreprendre.fr/2011/07/11/simon-sinek-comment-les-grands-leaders-inspirent-laction/#comments</comments>
		<pubDate>Mon, 11 Jul 2011 10:18:23 +0000</pubDate>
		<dc:creator>raphael</dc:creator>
				<category><![CDATA[Vidéos et articles sur le sujet]]></category>
		<category><![CDATA[Apple]]></category>
		<category><![CDATA[Cercle d'or]]></category>
		<category><![CDATA[Communiquer sur le pourquoi]]></category>
		<category><![CDATA[croyances]]></category>
		<category><![CDATA[croyances partagées]]></category>
		<category><![CDATA[leader]]></category>
		<category><![CDATA[Sens]]></category>
		<category><![CDATA[Simon Sinek]]></category>
		<category><![CDATA[stratégie d'Apple]]></category>
		<category><![CDATA[TED Conférence]]></category>
		<category><![CDATA[Why How What]]></category>

		<guid isPermaLink="false">http://oser-entreprendre.fr/?p=128</guid>
		<description><![CDATA[Les grands leaders (Apple, Martin Luther King&#8230;) pensent, agissent et communiquent tous de la même façon et d&#8217;un manière totalement opposée de leurs concurrents. Simon Sinek nous présent comment. Il appelle cela le cercle d&#8217;or. 3 questions sont essentielles : Why, How et What. What &#8211; QUOI : Quels types de produits ou services propose [...]]]></description>
			<content:encoded><![CDATA[<p>Les grands leaders (Apple, Martin Luther King&#8230;) pensent, agissent et communiquent tous de la même façon et d&#8217;un manière totalement opposée de leurs concurrents. Simon Sinek nous présent comment. Il appelle cela le cercle d&#8217;or.</p>
<p>3 questions sont essentielles : Why, How et What.</p>
<p><strong>What &#8211; QUOI</strong> : Quels types de produits ou services propose une entreprise ?</p>
<p><strong>How &#8211; COMMENT</strong> : Comment ces produits ou services sont mis en œuvre ? (Process, brevet&#8230;)</p>
<p><strong>Why &#8211; POURQUOI</strong> : Pourquoi une entreprise fait ce qu&#8217;elle fait ? Quel est le sens de sa mission et sa contribution sur son marché ? L&#8217;argent est le résultat, la conséquence mais pas la raison profonde, le but ultime&#8230;</p>
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<p>Les grands leaders communiquent d&#8217;abord sur le Why, puis sur le How et enfin sur le What alors que les autres communiquent dans l&#8217;autre sens. Dans cette vidéo Simon Sinek nous montre que les clients n&#8217;achètent pas ce qu’Apple fait mais pourquoi Apple le fait. <strong>L&#8217;idée est de faire du business avec des gens qui ont les mêmes croyances que vous</strong>. C&#8217;est la stratégie d&#8217;Apple . Il ne s&#8217;agit pas de vendre des produits avec des gens qui ont besoin de vos produits.</p>
<p>Par ailleurs lorsque l&#8217;on communique sur le QUOI, l&#8217;information arrive dans le cerveau sur une zone appelée néo-cortex. C&#8217;est ici la zone du rationnel, de l’analytique et du langage.</p>
<p>Alors que lorsque l&#8217;on communique au niveau du POURQUOI et du COMMENT, l&#8217;information arrive dans notre système limbique, responsable de nos émotions et de notre ressenti. Cette partie est aussi la partie qui prend les décisions et qui guide nos comportements. Ce que je &laquo;&nbsp;sens&nbsp;&raquo; juste ou pas de faire, ici ce n&#8217;est pas du langage mais du ressenti.</p>
<p>La force des personnes qui inspirent l&#8217;action est de parler de leurs croyances, de leurs convictions profondes, du sens des choses. Ainsi en partageant leurs idées, ils fédèrent et nous sommes prêts à suivre leurs traces et leurs propositions. Nous <strong>croyons</strong> ce qu&#8217;ils disent&#8230; Nous avons confiance en eux&#8230;</p>
<p><em>Ne cherchez pas à recruter une personne qui possède les bonnes compétences pour exécuter sa mission, cherchez plutôt à recruter une personne qui a les mêmes croyances que vous sur votre marché&#8230;</em></p>
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