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	<title>EGAMO</title>
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		<title>EGAMO MULTI ACTION : un fonds de fonds sur les actions qui crée de la valeur depuis 5 ans et qui s’ouvre à de nouveaux talents.</title>
		<link>http://www.egamo.fr/?p=1455</link>
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		<pubDate>Mon, 25 Feb 2013 14:56:15 +0000</pubDate>
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		<description><![CDATA[Un succ&#232;s qui se lit dans les chiffres de rendement et de volatilit&#233; d&#8217;EMA compar&#233;s &#224; ceux de l&#8217;EuroStoxx&#160;:

Avec une performance cumul&#233;e sup&#233;rieure de plus de 13.2% &#224; celle du DJ Euro Stoxx DR depuis 5 ans et avec une volatilit&#233; annualis&#233;e inf&#233;rieure de 7.6% par rapport &#224; celle de l&#8217;indice, pour un encours de [...]]]></description>
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color:#FF6600">Un succ&egrave;s qui se lit dans les chiffres de rendement et de volatilit&eacute; d&rsquo;EMA compar&eacute;s &agrave; ceux de l&rsquo;EuroStoxx&nbsp;:</span></u></b><u><span style="font-size:10.0pt;font-family:Arial"><span style="text-decoration:none"><br />
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font-family:Arial">Avec une performance cumul&eacute;e sup&eacute;rieure de plus de 13.2% &agrave; celle du DJ Euro Stoxx DR depuis 5 ans et avec une volatilit&eacute; annualis&eacute;e inf&eacute;rieure de 7.6% par rapport &agrave; celle de l&rsquo;indice, pour un encours de plus de 400 millions d&rsquo;euros, EMA est une bonne illustration de la qualit&eacute; de la Multigestion chez EGAMO. EMA b&eacute;n&eacute;ficie de 4 &eacute;toiles chez Morningstar.</span></p>
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" 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<p class="MsoNormal" style="text-align:justify"><i><span style="font-size:8.0pt">(Il est rappel&eacute; que les chiffres des performances cit&eacute;s ont trait aux ann&eacute;es &eacute;coul&eacute;es et que les performances pass&eacute;es ne sont pas un indicateur fiable des performances futures)</span></i></p>
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<p class="MsoNormal"><b><u><span style="font-size:10.0pt;font-family:Arial;<br />
color:#FF6600">Un succ&egrave;s qui est le fruit de l&rsquo;application d&rsquo;une m&eacute;thode de gestion active&nbsp;:</span></u></b></p>
<p class="MsoNormal"><span style="font-size:10.0pt;font-family:Arial">Ce succ&egrave;s repose sur la constance d&rsquo;une triple attention port&eacute;e tant &agrave; la s&eacute;lection des g&eacute;rants qu&rsquo;&agrave; la construction du portefeuille, ainsi qu&rsquo;&agrave; l&rsquo;allocation, dans le cadre du process de gestion fondamental top down d&rsquo;EGAMO. </span></p>
<p class="MsoNormal"><span style="font-size:10.0pt;font-family:Arial">Ainsi, les pond&eacute;rations sectorielles, de tailles de capitalisation, de pays, de styles ou de th&eacute;matiques, sont ajust&eacute;es en fonction de l&rsquo;&eacute;volution des conditions de march&eacute;, tout en donnant aux g&eacute;rants s&eacute;lectionn&eacute;s le temps indispensable au d&eacute;ploiement fructueux de leurs strat&eacute;gies. 24 g&eacute;rants sur 30 pr&eacute;sents dans le portefeuille ont battu leur indice en 2012.</span></p>
<p class="MsoNormal">&nbsp;</p>
<p class="MsoNormal" style="text-align:justify"><span style="font-size:10.0pt;<br />
font-family:Arial">Le portefeuille qui r&eacute;sulte de l&rsquo;application de cette m&eacute;thode pr&eacute;sente une grande diversification&nbsp;et une moindre concentration par rapport &agrave; celle de l&rsquo;indice : les 20 premi&egrave;res lignes d&rsquo;EMA repr&eacute;sentent 24,70% du fonds alors que les 20 premi&egrave;res lignes de l&rsquo;Euro Stoxx DR repr&eacute;sentent 39,18%&nbsp;de celui-ci. EMA comprend 760 lignes d&rsquo;actions contre seulement 297 pour l&rsquo;indice, au 31/12/2012.</span></p>
<p>&nbsp;</p>
<p class="MsoNormal"><b><i><span style="font-size:10.0pt;font-family:Arial">Au 31/12/2012&nbsp;: r&eacute;partition par taille de capitalisation&nbsp; compar&eacute;e EMA / EuroStoxx:</span></i></b></p>
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<p class="MsoNormal"><b><i><span style="font-size:10.0pt;font-family:Arial">Au 31/12/2012&nbsp;: exposition sectorielle compar&eacute;e EMA /EuroStoxx&nbsp;:<span style="color:navy"> </span></span></i></b></p>
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<p class="MsoNormal"><b><i><span style="font-size:10.0pt;font-family:Arial">Sur ou sous pond&eacute;ration par pays d&rsquo;EMA/EuroStoxx&nbsp;au 31/12/2012 :</span></i></b></p>
<p class="MsoNormal"><img alt="" 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" /></p>
<p class="MsoNormal"><!--[if gte mso 9]><xml><br />
<w:WordDocument><br />
<w:View>Normal</w:View><br />
<w:Zoom>0</w:Zoom><br />
<w:HyphenationZone>21</w:HyphenationZone><br />
<w:PunctuationKerning /><br />
<w:ValidateAgainstSchemas /><br />
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid><br />
<w:IgnoreMixedContent>false</w:IgnoreMixedContent><br />
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText><br />
<w:Compatibility><br />
<w:BreakWrappedTables /><br />
<w:SnapToGridInCell /><br />
<w:WrapTextWithPunct /><br />
<w:UseAsianBreakRules /><br />
<w:DontGrowAutofit /><br />
</w:Compatibility><br />
<w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel><br />
</w:WordDocument><br />
</xml><![endif]--></p>
<p class="MsoNormal"><!--[if gte mso 9]><xml><br />
<w:LatentStyles DefLockedState="false" LatentStyleCount="156"><br />
</w:LatentStyles><br />
</xml><![endif]--><!--[if gte mso 10]></p>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tableau Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
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<p class="MsoNormal">&nbsp;</p>
<p class="MsoNormal"><b><u><span style="font-size:10.0pt;font-family:Arial;<br />
color:#FF6600">Les succ&egrave;s de demain se pr&eacute;parent aujourd&rsquo;hui&nbsp;:</span></u></b></p>
<p class="MsoNormal"><span style="font-size:10.0pt;<br />
font-family:Arial">En s&eacute;lectionnant de nouvelles p&eacute;pites et en leur r&eacute;servant une place dans son portefeuille, tout en pr&eacute;servant une m&eacute;thode qui a fait ses preuves, EMA renforce et p&eacute;rennise sa capacit&eacute; de g&eacute;n&eacute;ration d&rsquo;alpha et de r&eacute;duction de risque par rapport au march&eacute;.</span></p>
<p style="text-align:justify" class="MsoNormal"><span style="font-size:10.0pt;<br />
font-family:Arial">La surperformance de demain se construit d&egrave;s aujourd&rsquo;hui.</span></p>
<p>&nbsp;</p>
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			<wfw:commentRss>http://www.egamo.fr/?feed=rss2&amp;p=1455</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>L&#8217;UMR confie à EGAMO la gestion d&#8217;un mandat obligataire de 4 milliards d&#8217;euros</title>
		<link>http://www.egamo.fr/?p=1427</link>
		<comments>http://www.egamo.fr/?p=1427#comments</comments>
		<pubDate>Tue, 08 Jan 2013 17:24:43 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Notre actualité]]></category>

		<guid isPermaLink="false">http://www.egamo.fr/?p=1427</guid>
		<description><![CDATA[&#160;A l&#8217;issue d&#8217;une consultation lanc&#233;e en septembre 2012, l&#8217;UMR, acteur majeur de l&#8217;&#233;conomie sociale avec plus de 397 000 soci&#233;taires a fait le choix de confier &#224; EGAMO un mandat obligataire de 4 milliards d&#8217;euros.
Ce mandat de gestion sur son actif coeur de portefeuille est une premi&#232;re pour l&#8217;UMR ; en choisissant EGAMO comme partenaire [...]]]></description>
			<content:encoded><![CDATA[<p>&nbsp;<span style="font-size: 11.5pt;">A l&rsquo;issue d&rsquo;une consultation lanc&eacute;e en septembre 2012, l&rsquo;UMR, acteur majeur de l&rsquo;&eacute;conomie sociale avec plus de 397 000 soci&eacute;taires a fait le choix de confier &agrave; EGAMO un mandat obligataire de 4 milliards d&rsquo;euros.</span></p>
<p class="Default"><span style="font-size:11.5pt">Ce mandat de gestion sur son actif coeur de portefeuille est une premi&egrave;re pour l&rsquo;UMR ; en choisissant EGAMO comme partenaire pour sa gestion obligataire, l&rsquo;UMR vise pour l&rsquo;ann&eacute;e 2013 &agrave; renforcer la s&eacute;curisation et l&rsquo;expertise de sa gestion. <o:p></o:p></span></p>
<p class="Default"><span style="font-size:11.5pt">La double culture d&rsquo;EGAMO &ndash; son &eacute;quipe est compos&eacute;e de collaborateurs issus &agrave; la fois du monde mutualiste et de la gestion d&rsquo;actifs &ndash; lui permet de bien conna&icirc;tre et d&rsquo;anticiper les attentes des acteurs de l&rsquo;&eacute;conomie sociale et de d&eacute;velopper des solutions de gestion de portefeuille compl&egrave;tes et sur-mesure, adapt&eacute;es aux contraintes et r&eacute;glementations sp&eacute;cifiques de l&rsquo;UMR. <o:p></o:p></span></p>
<p class="Default"><span style="font-size:11.5pt">EGAMO b&eacute;n&eacute;ficie par ailleurs de syst&egrave;mes d&rsquo;information et de m&eacute;canismes de contr&ocirc;le efficients et actualis&eacute;s. Les services supports (contr&ocirc;le, juridique &hellip;) sont d&eacute;di&eacute;s &agrave; son seul m&eacute;tier de gestion d&rsquo;actifs ce qui vient garantir la maitrise de ce risque tr&egrave;s sp&eacute;cifique. <o:p></o:p></span></p>
<p class="Default"><span style="font-size:11.5pt">Cette externalisation est ainsi en compl&egrave;te ad&eacute;quation avec les exigences du pilier II de solvabilit&eacute; II : la politique des placements est formalis&eacute;e de mani&egrave;re tr&egrave;s fine et contractualis&eacute;e dans le mandat, elle offre &eacute;galement une surveillance des r&egrave;gles inscrites au mandat. <o:p></o:p></span></p>
<p class="Default"><span style="font-size:11.5pt">Ainsi l&rsquo;UMR b&eacute;n&eacute;ficie, dans la continuit&eacute;, d&rsquo;un support professionnel tant technique qu&rsquo;humain reposant sur un fonctionnement contr&ocirc;l&eacute; et organis&eacute;. <o:p></o:p></span></p>
<p class="Default" style="page-break-before:always"><b><i><span style="font-size:<br />
11.5pt">A propos d&rsquo;EGAMO </span></i></b><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><i><span style="font-size:11.5pt">EGAMO est n&eacute;e de la volont&eacute; de la MGEN de cr&eacute;er sa propre soci&eacute;t&eacute; de gestion d&rsquo;actifs. Son &eacute;quipe est compos&eacute;e de collaborateurs issus &agrave; la fois du monde mutualiste et de la gestion d&rsquo;actifs. Forte de cette double culture, EGAMO propose des solutions de gestion de portefeuille compl&egrave;tes et sur-mesure int&eacute;grant des services adapt&eacute;s aux contraintes et r&eacute;glementations sp&eacute;cifiques des acteurs de l&rsquo;&eacute;conomie sociale (mutuelles, associations, institutions de pr&eacute;voyance&hellip;). </span></i><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><i><span style="font-size:11.5pt">Cr&eacute;&eacute;e en 2008, la soci&eacute;t&eacute; g&egrave;re aujourd&rsquo;hui environ 2,8 milliards d&rsquo;euros d&rsquo;encours au travers de mandats et d&rsquo;OPCVM. </span></i><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><i><span style="font-size:11.5pt">www.egamo.fr </span></i><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><b><i><span style="font-size:11.5pt">A propos de l&rsquo;Union Mutualiste Retraite </span></i></b><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><i><span style="font-size:11.5pt">L&rsquo;Union Mutualiste Retraite, (UMR) est l&rsquo;union de composantes de <st1:personname productid="la Mutualit￩ Fran￧aise." w:st="on">la Mutualit&eacute; Fran&ccedil;aise.</st1:personname> </span></i><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><i><span style="font-size:11.5pt">Cr&eacute;&eacute;e en 2002 elle g&egrave;re en particulier Corem et Corem co, seule compl&eacute;mentaire retraite mutualiste par points, individuelle ou collective. </span></i><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><i><span style="font-size:11.5pt">A ce jour, l&rsquo;UMR compte 391 000 adh&eacute;rents, dont 319 773 soci&eacute;taires pour Corem avec un r&eacute;seau de partenaires comprenant 124 partenaires, mutuelles et groupements de mutuelles et, plus de 615 points de vente. </span></i><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><i><span style="font-size:11.5pt">Elle g&egrave;re 7,6 milliards d&rsquo;&euro; d&rsquo;actifs dont 5,5 milliards pour le Corem. </span></i><span style="font-size:<br />
11.5pt"><o:p></o:p></span></p>
<p class="Default"><i><span style="font-size:11.5pt">Corem offre un rendement moyen de 4,87% sur les 9 derni&egrave;res ann&eacute;es. </span></i><span style="font-size:<br />
11.5pt"><o:p></o:p></span></p>
<p class="Default"><b><span style="font-size:11.5pt;font-family:Arial">Contacts presse : </span></b><span style="font-size:11.5pt;font-family:Arial"><o:p></o:p></span></p>
<p class="Default"><b><span style="font-size:11.5pt">EGAMO </span></b><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><b><span style="font-size:11.5pt">Agence Shan </span></b><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><st1:personname productid="Caroline Babouillard" w:st="on"><span style="font-size:11.5pt">Caroline Babouillard</span></st1:personname><span style="font-size:11.5pt"> <o:p></o:p></span></p>
<p class="Default"><span style="font-size:11.5pt">01 44 50 58 72 <o:p></o:p></span></p>
<p class="Default"><span style="font-size:11.5pt">caroline.babouillard@shan.fr <o:p></o:p></span></p>
<p class="Default"><b><span style="font-size:11.5pt">UMR </span></b><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><b><span style="font-size:11.5pt">Agence Alcane </span></b><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><span style="font-size:11.5pt">Mich&egrave;le Gallard <o:p></o:p></span></p>
<p class="Default"><span style="font-size:11.5pt">06 88 69 38 34 <o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size:11.5pt">m.gallard@alcane.info</span></p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>L’UMR confie à EGAMO la gestion d’un mandat obligataire  de 4 milliards d’euros</title>
		<link>http://www.egamo.fr/?p=1424</link>
		<comments>http://www.egamo.fr/?p=1424#comments</comments>
		<pubDate>Tue, 08 Jan 2013 17:17:31 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Non classé]]></category>

		<guid isPermaLink="false">http://www.egamo.fr/?p=1424</guid>
		<description><![CDATA[&#160;A l&#8217;issue d&#8217;une consultation lanc&#233;e en septembre 2012, l&#8217;UMR, acteur majeur de l&#8217;&#233;conomie sociale avec plus de 397 000 soci&#233;taires a fait le choix de confier &#224; EGAMO un mandat obligataire de 4 milliards d&#8217;euros.
Ce mandat de gestion sur son actif coeur de portefeuille est une premi&#232;re pour l&#8217;UMR ; en choisissant EGAMO comme partenaire [...]]]></description>
			<content:encoded><![CDATA[<p>&nbsp;<span style="font-size: 11.5pt;">A l&rsquo;issue d&rsquo;une consultation lanc&eacute;e en septembre 2012, l&rsquo;UMR, acteur majeur de l&rsquo;&eacute;conomie sociale avec plus de 397 000 soci&eacute;taires a fait le choix de confier &agrave; EGAMO un mandat obligataire de 4 milliards d&rsquo;euros.</span></p>
<p class="Default"><span style="font-size:11.5pt">Ce mandat de gestion sur son actif coeur de portefeuille est une premi&egrave;re pour l&rsquo;UMR ; en choisissant EGAMO comme partenaire pour sa gestion obligataire, l&rsquo;UMR vise pour l&rsquo;ann&eacute;e 2013 &agrave; renforcer la s&eacute;curisation et l&rsquo;expertise de sa gestion. <o:p></o:p></span></p>
<p class="Default"><span style="font-size:11.5pt">La double culture d&rsquo;EGAMO &ndash; son &eacute;quipe est compos&eacute;e de collaborateurs issus &agrave; la fois du monde mutualiste et de la gestion d&rsquo;actifs &ndash; lui permet de bien conna&icirc;tre et d&rsquo;anticiper les attentes des acteurs de l&rsquo;&eacute;conomie sociale et de d&eacute;velopper des solutions de gestion de portefeuille compl&egrave;tes et sur-mesure, adapt&eacute;es aux contraintes et r&eacute;glementations sp&eacute;cifiques de l&rsquo;UMR. <o:p></o:p></span></p>
<p class="Default"><span style="font-size:11.5pt">EGAMO b&eacute;n&eacute;ficie par ailleurs de syst&egrave;mes d&rsquo;information et de m&eacute;canismes de contr&ocirc;le efficients et actualis&eacute;s. Les services supports (contr&ocirc;le, juridique &hellip;) sont d&eacute;di&eacute;s &agrave; son seul m&eacute;tier de gestion d&rsquo;actifs ce qui vient garantir la maitrise de ce risque tr&egrave;s sp&eacute;cifique. <o:p></o:p></span></p>
<p class="Default"><span style="font-size:11.5pt">Cette externalisation est ainsi en compl&egrave;te ad&eacute;quation avec les exigences du pilier II de solvabilit&eacute; II : la politique des placements est formalis&eacute;e de mani&egrave;re tr&egrave;s fine et contractualis&eacute;e dans le mandat, elle offre &eacute;galement une surveillance des r&egrave;gles inscrites au mandat. <o:p></o:p></span></p>
<p class="Default"><span style="font-size:11.5pt">Ainsi l&rsquo;UMR b&eacute;n&eacute;ficie, dans la continuit&eacute;, d&rsquo;un support professionnel tant technique qu&rsquo;humain reposant sur un fonctionnement contr&ocirc;l&eacute; et organis&eacute;. <o:p></o:p></span></p>
<p class="Default" style="page-break-before:always"><b><i><span style="font-size:<br />
11.5pt">A propos d&rsquo;EGAMO </span></i></b><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><i><span style="font-size:11.5pt">EGAMO est n&eacute;e de la volont&eacute; de la MGEN de cr&eacute;er sa propre soci&eacute;t&eacute; de gestion d&rsquo;actifs. Son &eacute;quipe est compos&eacute;e de collaborateurs issus &agrave; la fois du monde mutualiste et de la gestion d&rsquo;actifs. Forte de cette double culture, EGAMO propose des solutions de gestion de portefeuille compl&egrave;tes et sur-mesure int&eacute;grant des services adapt&eacute;s aux contraintes et r&eacute;glementations sp&eacute;cifiques des acteurs de l&rsquo;&eacute;conomie sociale (mutuelles, associations, institutions de pr&eacute;voyance&hellip;). </span></i><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><i><span style="font-size:11.5pt">Cr&eacute;&eacute;e en 2008, la soci&eacute;t&eacute; g&egrave;re aujourd&rsquo;hui environ 2,8 milliards d&rsquo;euros d&rsquo;encours au travers de mandats et d&rsquo;OPCVM. </span></i><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><i><span style="font-size:11.5pt">www.egamo.fr </span></i><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><b><i><span style="font-size:11.5pt">A propos de l&rsquo;Union Mutualiste Retraite </span></i></b><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><i><span style="font-size:11.5pt">L&rsquo;Union Mutualiste Retraite, (UMR) est l&rsquo;union de composantes de <st1:personname productid="la Mutualit&eacute; Fran&ccedil;aise." w:st="on">la Mutualit&eacute; Fran&ccedil;aise.</st1:personname> </span></i><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><i><span style="font-size:11.5pt">Cr&eacute;&eacute;e en 2002 elle g&egrave;re en particulier Corem et Corem co, seule compl&eacute;mentaire retraite mutualiste par points, individuelle ou collective. </span></i><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><i><span style="font-size:11.5pt">A ce jour, l&rsquo;UMR compte 391 000 adh&eacute;rents, dont 319 773 soci&eacute;taires pour Corem avec un r&eacute;seau de partenaires comprenant 124 partenaires, mutuelles et groupements de mutuelles et, plus de 615 points de vente. </span></i><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><i><span style="font-size:11.5pt">Elle g&egrave;re 7,6 milliards d&rsquo;&euro; d&rsquo;actifs dont 5,5 milliards pour le Corem. </span></i><span style="font-size:<br />
11.5pt"><o:p></o:p></span></p>
<p class="Default"><i><span style="font-size:11.5pt">Corem offre un rendement moyen de 4,87% sur les 9 derni&egrave;res ann&eacute;es. </span></i><span style="font-size:<br />
11.5pt"><o:p></o:p></span></p>
<p class="Default"><b><span style="font-size:11.5pt;font-family:Arial">Contacts presse : </span></b><span style="font-size:11.5pt;font-family:Arial"><o:p></o:p></span></p>
<p class="Default"><b><span style="font-size:11.5pt">EGAMO </span></b><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><b><span style="font-size:11.5pt">Agence Shan </span></b><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><st1:personname productid="Caroline Babouillard" w:st="on"><span style="font-size:11.5pt">Caroline Babouillard</span></st1:personname><span style="font-size:11.5pt"> <o:p></o:p></span></p>
<p class="Default"><span style="font-size:11.5pt">01 44 50 58 72 <o:p></o:p></span></p>
<p class="Default"><span style="font-size:11.5pt">caroline.babouillard@shan.fr <o:p></o:p></span></p>
<p class="Default"><b><span style="font-size:11.5pt">UMR </span></b><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><b><span style="font-size:11.5pt">Agence Alcane </span></b><span style="font-size:11.5pt"><o:p></o:p></span></p>
<p class="Default"><span style="font-size:11.5pt">Mich&egrave;le Gallard <o:p></o:p></span></p>
<p class="Default"><span style="font-size:11.5pt">06 88 69 38 34 <o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size:11.5pt">m.gallard@alcane.info</span></p>
]]></content:encoded>
			<wfw:commentRss>http://www.egamo.fr/?feed=rss2&amp;p=1424</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Egamo lauréat du prix DUFRENOY remis par l&#8217;Observatoire pour l&#8217;innovation responsable de Mines Paris Tech</title>
		<link>http://www.egamo.fr/?p=1333</link>
		<comments>http://www.egamo.fr/?p=1333#comments</comments>
		<pubDate>Wed, 27 Jun 2012 10:01:04 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Notre actualité]]></category>

		<guid isPermaLink="false">http://www.egamo.fr/?p=1333</guid>
		<description><![CDATA[Lors de la premi&#232;re &#233;dition du prix Dufr&#233;noy, lanc&#233;e pour signaler des initiatives remarquables dans le domaine de l&#8217;innovation responsable en finance, EGAMO a &#233;t&#233; r&#233;compens&#233;e par les membres du jury de l&#8217;Observatoire pour sa d&#233;fense d&#8217;une nouvelle forme de gouvernance bas&#233;e sur les concepts de d&#233;mocratie et de responsabilit&#233;.
EGAMO a &#233;t&#233; cr&#233;&#233;e par un [...]]]></description>
			<content:encoded><![CDATA[<p>Lors de la premi&egrave;re &eacute;dition du prix Dufr&eacute;noy, lanc&eacute;e pour signaler des initiatives remarquables dans le domaine de l&rsquo;innovation responsable en finance, EGAMO a &eacute;t&eacute; r&eacute;compens&eacute;e par les membres du jury de l&rsquo;Observatoire pour sa d&eacute;fense d&rsquo;une nouvelle forme de gouvernance bas&eacute;e sur les concepts de d&eacute;mocratie et de responsabilit&eacute;.</p>
<p class="MsoNormal" style="text-align: justify">EGAMO a &eacute;t&eacute; cr&eacute;&eacute;e par un acteur mutualiste de r&eacute;f&eacute;rence (la MGEN&nbsp;: Mutuelle de l&rsquo;Education Nationale Fran&ccedil;aise) &agrave; destination de l&rsquo;ensemble des acteurs de l&rsquo;&eacute;conomie sociale. Le d&eacute;veloppement durable et les crit&egrave;res ESG (Environnement, Social, Gouvernance) se situent naturellement au c&oelig;ur de ses valeurs.</p>
<p class="MsoNormal" style="text-align: justify">EGAMO a ainsi int&eacute;gr&eacute; dans sa gestion les valeurs mutualistes de proximit&eacute;, pragmatisme et transparence ce qui implique des engagements forts&nbsp;: une relation client personnalis&eacute;e et p&eacute;renne, une gestion rigoureuse des risques, une compr&eacute;hension partag&eacute;e, une politique tarifaire transparente.</p>
<p class="MsoNormal" style="text-align: justify">Avec la cr&eacute;ation d&rsquo;EGAMO, la MGEN souhaitait mettre l&rsquo;accent sur des donn&eacute;es autres que les uniques r&eacute;sultats financiers.</p>
<p class="MsoNormal" style="text-align: justify">L&rsquo;engagement mutualiste d&rsquo;EGAMO a conduit en 2010 &agrave; la signature des Principes de l&rsquo;ONU pour l&rsquo;Investissement Responsable (PRI &ndash; Principles for Responsible Investment).</p>
<p class="MsoNormal" style="text-align: justify"><b style="mso-bidi-font-weight: normal">A propos d&rsquo;EGAMO&nbsp;:</b></p>
<p class="MsoNormal" style="text-align: justify">EGAMO est n&eacute;e de la volont&eacute; de la MGEN de cr&eacute;er sa propre soci&eacute;t&eacute; de gestion d&rsquo;actifs. Son &eacute;quipe est compos&eacute;e de collaborateurs issus &agrave; la fois du monde mutualiste et de la gestion d&rsquo;actifs. Forte de cette double culture, EGAMO propose des solutions de gestion de portefeuille compl&egrave;tes et sur-mesure int&eacute;grant des services adapt&eacute;s aux contraintes et r&eacute;glementations sp&eacute;cifiques des acteurs de l&rsquo;&eacute;conomie sociale (mutuelles, associations, institutions de pr&eacute;voyance&hellip;).</p>
<p class="MsoNormal" style="text-align: justify">Cr&eacute;&eacute;e en 2008, la soci&eacute;t&eacute; g&egrave;re aujourd&rsquo;hui environ 2.5 milliards d&rsquo;euros d&rsquo;encours au travers de mandats et d&rsquo;OPCVM.<i><span style="font-family: Corbel"> </span></i></p>
<p class="MsoNormal" style="text-align: justify"><i><span style="font-family: Corbel">L&rsquo;Observatoire pour l&rsquo;innovation responsable est un think tank ind&eacute;pendant et international cr&eacute;&eacute; en 2011 au sein de Mines Paris Tech dans le but de r&eacute;fl&eacute;chir et de d&eacute;battre sur de nouvelles mesures, des concepts et des m&eacute;thodes pour contribuer &agrave; l&rsquo;avancement de l&rsquo;innovation responsable.</span></i></p>
<p class="MsoNormal" style="text-align: justify"><i><span style="font-family: Corbel">Depuis 2011, une des th&eacute;matiques abord&eacute;es par l&rsquo;Observatoire a &eacute;t&eacute; celle de l&rsquo;innovation responsable en finance.</span></i></p>
<p>Vous trouverez ci-dessous la pr&eacute;sentation faite par Egamo le 18 juin 2012 :</p>
<p><a target="_blank" href="http://www.egamo.fr/wp-content/uploads/Dufrenoy prize 18 06 2012(2).ppt">Pr&eacute;sentation EGAMO du 18 juin 2012</a></p>
<p>&nbsp;</p>
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<p><![endif]--><span style="font-family: 'Times New Roman'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: FR; mso-fareast-language: FR; mso-bidi-language: AR-SA">&ndash; </span>1st edition 2012</p>
<p>The 18th of june, the Jury of the Dufr&eacute;noy Prize for Responsible Innovation in France 2012, the Observatory for Responsible Innovation and Mines Paris Tech awarded the Dufr&eacute;noy Prize for Responsible Innovation in Finance to EGAMO for its contribution to the development of a form of financial governance based on democracy, and the necessity of accountability.</p>
<p>The Observatory for Responsible Innovation is an independent international think tank, created with the purpose of thinking and debating new measures, concepts and methods to foster responsibility in innovation.</p>
<p><span style="color: rgb(255,0,0)"><a target="_blank" href="http://www.egamo.fr/wp-content/uploads/EGAMO(2).ppt">EGAMO&#8217;s presentation &#8211; June 18th 2012</a><br />
</span></p>
<p>&nbsp;</p>
<p><span style="color: rgb(0,0,255)"><u><img alt="" width="705" height="480" src="http://www.egamo.fr/wp-content/uploads/IMG_3950(1).jpg" /></u></span></p>
<p>&nbsp;</p>
<p><img alt="" width="705" height="469" src="http://www.egamo.fr/wp-content/uploads/IMG_3957(1).jpg" /></p>
<p>&nbsp;</p>
<p><img alt="" width="705" height="469" src="http://www.egamo.fr/wp-content/uploads/IMG_3964.JPG" />&nbsp;</p>
<p>&nbsp;</p>
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		<item>
		<title>Gérer autrement</title>
		<link>http://www.egamo.fr/?p=1202</link>
		<comments>http://www.egamo.fr/?p=1202#comments</comments>
		<pubDate>Thu, 31 May 2012 15:00:08 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Notre approche]]></category>

		<guid isPermaLink="false">http://www.egamo.fr/?p=1202</guid>
		<description><![CDATA[




&#160;&#160;&#160;





G&#233;rer autrement
&#160;




Notre approche de la&#160;gestion d&#8217;actifs est bas&#233;e sur des valeurs mutualistes&#8230; 

                        - Proximit&#233;&#160;
                  [...]]]></description>
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<p class="bp_p"><span style="color: rgb(51,51,51)"><span style="font-family: 'Times New Roman'"><span style="font-size: xx-large"><i>G&eacute;rer autrement</i></span></span></span></p>
<p class="bp_p">&nbsp;</p>
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<p><span style="font-size: larger">Notre approche de la&nbsp;gestion d&rsquo;actifs est bas&eacute;e sur <strong>des valeurs mutualistes</strong>&hellip; </span></p>
<p><span style="font-size: larger"><br />
                        </span><span style="font-size: larger"><span style="font-family: Verdana"><strong><span style="color: rgb(255,102,0)">-</span></strong><span style="color: rgb(255,102,0)"> </span>Proximit&eacute;&nbsp;<br />
                        <strong><span style="color: rgb(255,102,0)">-</span></strong><span style="color: rgb(255,102,0)"> </span>Pragmatisme<br />
                        <span style="color: rgb(255,102,0)"><strong>-</strong></span>&nbsp;Transparence&nbsp;</span></span><span style="font-size: larger"></p>
<p>                        </span></p>
<p><span style="font-size: larger">.&hellip; qui se traduisent par des<strong> engagements forts</strong> :</span></p>
<p><span style="font-size: larger"><br />
                        <span style="font-family: Verdana"><span style="color: rgb(255,102,0)"><strong>-</strong></span></span><span style="color: rgb(255,102,0)">&nbsp;</span>Une relation client privil&eacute;gi&eacute;e et personnalis&eacute;e.</span><span style="font-size: larger"><br />
                        <span style="font-family: Verdana"><span style="color: rgb(255,102,0)"><strong>-</strong></span></span><span style="color: rgb(255,102,0)">&nbsp;</span>Une gestion rigoureuse des risques dans tous nos actes de gestion : gestion attentive de tous les types de risque (taux, liquidit&eacute;, cr&eacute;dit&hellip;), pr&eacute;sence du Contr&ocirc;le des Risques au Comit&eacute; de Cr&eacute;dit (gestion du risque &eacute;metteur), mise en place d&rsquo;outils de contr&ocirc;le pre-trade et post-trade.&nbsp;</span><span style="font-size: larger"><br />
                        <span style="font-family: Verdana"><span style="color: rgb(255,102,0)"><strong>-</strong></span></span><span style="color: rgb(255,102,0)">&nbsp;</span>Une compr&eacute;hension partag&eacute;e : par souci de transparence, et pour r&eacute;pondre au mieux &agrave; vos attentes, le dialogue et l&rsquo;information sont privil&eacute;gi&eacute;s tout au long du process de gestion.</span><span style="font-size: larger"> <br />
                        <span style="font-family: Verdana"><span style="color: rgb(255,102,0)"><strong>-</strong></span></span><span style="color: rgb(255,102,0)">&nbsp;</span>Une politique tarifaire transparente : nous communiquons tr&egrave;s clairement sur nos tarifs et sur les attentes de notre actionnaire. Les commissions de surperformance sont exclues afin d&#8217;&eacute;viter une prise de risques additionnels.</span></p>
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            &nbsp;</span></p>
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		<title>Le Groupe MGEN et le Groupe OFI concluent un accord croisé dans les activités de gestion sous mandat.</title>
		<link>http://www.egamo.fr/?p=1267</link>
		<comments>http://www.egamo.fr/?p=1267#comments</comments>
		<pubDate>Fri, 27 Apr 2012 12:25:33 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Notre actualité]]></category>

		<guid isPermaLink="false">http://www.egamo.fr/?p=1267</guid>
		<description><![CDATA[Le Groupe MGEN et OFIVALMO Partenaires, actionnaires majoritaires respectivement d&#8217;EGAMO et d&#8217;OFI Mandats, annoncent avoir conclu un accord prenant la forme d&#8217;une participation crois&#233;e.
Le Groupe MGEN et le Groupe OFI ont ainsi souhait&#233; mettre en place un partenariat entre leurs filiales de gestion EGAMO et OFI Mandats, toutes deux d&#233;di&#233;es &#224; la gestion institutionnelle sous [...]]]></description>
			<content:encoded><![CDATA[<p>Le Groupe MGEN et OFIVALMO Partenaires, actionnaires majoritaires respectivement d&#8217;EGAMO et d&#8217;OFI Mandats, annoncent avoir conclu un accord prenant la forme d&#8217;une participation crois&eacute;e.</p>
<p>Le Groupe MGEN et le Groupe OFI ont ainsi souhait&eacute; mettre en place un partenariat entre leurs filiales de gestion EGAMO et OFI Mandats, toutes deux d&eacute;di&eacute;es &agrave; la gestion institutionnelle sous mandat.</p>
<p>Cet accord prend la forme d&#8217;une participation crois&eacute;e :</p>
<ul>
<li>D&#8217;une part, l&#8217;entr&eacute;e de la MGEN &agrave; hauteur de 10 % au capital d&#8217;OFIVALMO Partenaires (actionnaire d&#8217;OFI AM et d&#8217;OFI Mandats),&nbsp;d&eacute;tenu par les Mutuelles du GEMA et par les Mutuelles et Unions de la Mutualit&eacute; Fran&ccedil;aise ;</li>
<li>D&#8217;autre part, une prise de participation par OFIVALMO Partenaires de 20 % du capital d&#8217;EGAMO (accord de l&#8217;AMF en date du 27&nbsp;f&eacute;vrier 2012), le solde du capital &eacute;tant d&eacute;tenu par la MGEN.</li>
</ul>
<p>&nbsp;<em>&quot;Nous nous r&eacute;jouissons de ce rapprochement.OFI Mandats et EGAMO vont ainsi pouvoir mutualiser un certain nombre de d&eacute;veloppements indispensables dans le contexte actuel&quot;</em> affirme G&eacute;rard Bourret, Directeur G&eacute;n&eacute;ral du Groupe OFI.</p>
<p>Les activit&eacute;s de gestion et de services sont aujourd&#8217;hui fortement impact&eacute;es par l&#8217;accroissement des contraintes r&eacute;glementaires et l&#8217;incertitude de l&#8217;environnement financier. Des investissements importants sont n&eacute;cessaires pour r&eacute;pondre aux exigences des clients soumis &agrave; Solvabilit&eacute; II, tels que le reporting financier, comptable et r&eacute;glementaire, le suivi des risques, les outils de simulation actif/passif. Le partenariat portera donc prioritairement sur la mutualisation des co&ucirc;ts informatiques et d&#8217;expertises sp&eacute;cifiques li&eacute;s au d&eacute;veloppement de ces prestations.</p>
<p>Selon Fabrice Henry, Tr&eacute;sorier G&eacute;n&eacute;ral et Jean-Louis Davet, Directeur Groupe MGEN :&nbsp;&nbsp;<em>&quot;EGAMO et OFI Mandats partagent un ancrage mutualiste tr&egrave;s fort. Les synergies possibles sont nombreuses. Elles renforceront&nbsp;les capacit&eacute;s d&#8217;intervention des deux maisons tout en&nbsp;conservant l&#8217;ind&eacute;pendance de chacune des structures&quot;.&nbsp;</em></p>
<p>&nbsp;EGAMO et OFI Mandats totalisent respectivement 2,5 milliards et 11 milliards d&#8217;euros d&#8217;encours pour le compte d&#8217;investisseurs institutionnels au 30 mars 2012.</p>
<hr />
<p>OFI Mandats est la filiale d&eacute;di&eacute;e &agrave; la gestion institutionnelle sous mandat du Groupe OFI. Elle g&egrave;re, au 29/02/12, plus de 11 milliards d&#8217;euros sou forme de mandats diversifi&eacute;s et obligataires pour le compte d&#8217;une client&egrave;le institutionnelle en majorit&eacute; soumise aux codes de la Mutualit&eacute; et des Assurances.</p>
<hr />
<address>&nbsp;</address>
<address>EGAMO est la filiale d&eacute;di&eacute;e &agrave; la gestion institutionnelle sous mandat de la MGEN. Elle g&egrave;re 2,5 milliard d&#8217;euros sous forme de mandats diversifi&eacute;s et obligataires pour le compte d&#8217;une client&egrave;le institutionnelle en majorit&eacute; soumise aux codes de la Mutualit&eacute;.</address>
<address>&nbsp;</address>
<hr />
<address>&nbsp;</address>
<address>OFI Asset Management est une soci&eacute;t&eacute; de gestion d&#8217;actifs d&eacute;tenue par deux grands groupes institutionnels fran&ccedil;ais.</address>
<address>OFI Asset Management g&egrave;re 49,6 milliards d&#8217;euros d&#8217;actifs au 29/02/12 et emploie 260 collaborateurs, dont 100 d&eacute;di&eacute;s aux m&eacute;tiers de gestion.</address>
<address>OFI Asset Management vise &agrave; fournir une gamme compl&egrave;te de produits et de services aux investisseurs institutionnels europ&eacute;ens.</address>
<address><a target="_blank" href="http://www.ofi-am.fr">www.ofi-am.fr</a></address>
<address>&nbsp;</address>
<hr />
<address>&nbsp;</address>
<address>Le Groupe MGEN, &quot;la r&eacute;f&eacute;rence solidaire&quot;</address>
<address>&nbsp;</address>
<address>Mutuelle sant&eacute;/pr&eacute;voyance/d&eacute;pendance/retraite, le Groupe MGEN g&egrave;re le r&eacute;gime obligatoire d&#8217;assurance maladie des professionnels de l&#8217;Education Nationale, de l&#8217;Enseignement sup&eacute;rieur, de la Recherche, de la Culture et de la Communication, de la Jeunesse et des Sports. Il fournit des prestations compl&eacute;mentaires en sant&eacute;, pr&eacute;voyance, d&eacute;pendance et retraite. Via la mutuelle MGEN Filia, il propose &eacute;galement une compl&eacute;mentaire sant&eacute; ouverte &agrave; tous, ind&eacute;pendamment du statut professionnel. Avec 33 &eacute;tablissements sanitaires et m&eacute;dico-sociaux, il offre aux assur&eacute;s sociaux une structure de soins diversifi&eacute;e : m&eacute;decine de ville, soins de suite et de r&eacute;adaptation, h&eacute;bergement de personnes &acirc;g&eacute;es et handicap&eacute;es&#8230; En 2010, le Groupe MGEN a prot&eacute;g&eacute; pr&egrave;s de 3,5 millions de personnes et r&eacute;alis&eacute; un chiffre d&#8217;affaires de plus de 2 milliards d&#8217;euros. Il fait partie du Groupe Istya, premier groupe mutualiste fran&ccedil;aise de protection sociale compl&eacute;mentaire.</address>
<address><a target="_blank" href="http://www.mgen.fr">www.mgen.fr</a></address>
<address>&nbsp;</address>
<address>&nbsp;</address>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>Nouvelle classification des OPCVM monétaires</title>
		<link>http://www.egamo.fr/?p=1214</link>
		<comments>http://www.egamo.fr/?p=1214#comments</comments>
		<pubDate>Mon, 12 Dec 2011 09:15:40 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Notre actualité]]></category>

		<guid isPermaLink="false">http://www.egamo.fr/?p=1214</guid>
		<description><![CDATA[Le contexte financier de ces derni&#232;res ann&#233;es a mis en &#233;vidence de grandes disparit&#233;s en mati&#232;re de gestion des OPCVM mon&#233;taires au sein de l&#8217;Union Europ&#233;enne mais &#233;galement au sein m&#234;me des &#233;tats membres.
&#160;
En France, les OPCVM mon&#233;taires devaient respecter une classification d&#233;finie par l&#8217;Autorit&#233; des march&#233;s financiers et ob&#233;ir &#224; certaines r&#232;gles :
-&#160;&#160;&#160;&#160;&#160;&#160;&#160;&#160; la [...]]]></description>
			<content:encoded><![CDATA[<p>Le contexte financier de ces derni&egrave;res ann&eacute;es a mis en &eacute;vidence de grandes disparit&eacute;s en mati&egrave;re de gestion des OPCVM mon&eacute;taires au sein de l&rsquo;Union Europ&eacute;enne mais &eacute;galement au sein m&ecirc;me des &eacute;tats membres.</p>
<div><span style="color: black">&nbsp;</span></div>
<div><span style="color: black">En France, les OPCVM mon&eacute;taires devaient respecter une classification d&eacute;finie par l&rsquo;Autorit&eacute; des march&eacute;s financiers et ob&eacute;ir &agrave; certaines r&egrave;gles :</span></div>
<div style="text-align: justify; text-indent: -18pt; margin: 0cm 0cm 0pt 36pt"><span style="color: black">-<span style="font: 7pt 'Times New Roman'">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span><span style="color: black">la sensibilit&eacute; devait &ecirc;tre comprise entre 0 et 0,5,</span></div>
<div style="text-align: justify; text-indent: -18pt; margin: 0cm 0cm 0pt 36pt"><span style="color: black">-<span style="font: 7pt 'Times New Roman'">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span><span style="color: black">la strat&eacute;gie d&#8217;investissement devait faire r&eacute;f&eacute;rence &agrave; un ou plusieurs indicateurs du march&eacute; mon&eacute;taire,</span></div>
<div style="text-align: justify; text-indent: -18pt; margin: 0cm 0cm 0pt 36pt"><span style="color: black">-<span style="font: 7pt 'Times New Roman'">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span><span style="color: black">l&rsquo;exposition au risque action &eacute;tait interdite,</span></div>
<div style="text-align: justify; text-indent: -18pt; margin: 0cm 0cm 0pt 36pt"><span style="color: black">-<span style="font: 7pt 'Times New Roman'">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span></span><span style="color: black">et seuls les OPCVM mon&eacute;taires &agrave; vocation internationale &eacute;taient expos&eacute;s au risque de change.</span></div>
<div>&nbsp;</div>
<div><span style="color: black">Le </span>Comit&eacute; europ&eacute;en des superviseurs de march&eacute;s de valeurs mobili&egrave;res (CESR), devenu depuis le 1<sup>er</sup> janvier 2011 l&rsquo;Autorit&eacute; europ&eacute;enne des march&eacute;s financiers (ESMA), a publi&eacute; le 19 mai 2010 ses recommandations en mati&egrave;re d&rsquo;OPCVM mon&eacute;taire, cr&eacute;ant une classification europ&eacute;enne pour ces derniers.</div>
<div>&nbsp;</div>
<div>Cette classification comprend deux cat&eacute;gories&nbsp;: les OPCVM &laquo;&nbsp;mon&eacute;taires&nbsp;&raquo; et les OPCVM &laquo;&nbsp;mon&eacute;taires &agrave; court terme&nbsp;&raquo;.</div>
<div>&nbsp;</div>
<div><b>Les OPCVM &laquo;&nbsp;mon&eacute;taires &agrave; court terme&nbsp;&raquo;</b>, sont destin&eacute;s aux placements &agrave; court, voire tr&egrave;s court terme et r&eacute;pondent &agrave; des exigences strictes. Ces OPCVM doivent investir dans des instruments financiers d&rsquo;une maturit&eacute; r&eacute;siduelle (p&eacute;riode restante jusqu&rsquo;&agrave; la date d&rsquo;&eacute;ch&eacute;ance) inf&eacute;rieure ou &eacute;gale &agrave; 397 jours, s&rsquo;assurer que la maturit&eacute; moyenne pond&eacute;r&eacute;e jusqu&rsquo;&agrave; la date d&rsquo;&eacute;ch&eacute;ance soit inf&eacute;rieure ou &eacute;gale &agrave; 60 jours et que la dur&eacute;e de vie moyenne pond&eacute;r&eacute;e jusqu&rsquo;&agrave; l&rsquo;extinction des instruments financiers soit inf&eacute;rieure ou &eacute;gale &agrave; 120 jours. Les titres doivent b&eacute;n&eacute;ficier des deux meilleures notes d&#8217;une ou de plusieurs agences de notation.</div>
<div>&nbsp;</div>
<div><b>Les OPCVM &laquo;&nbsp;mon&eacute;taires&nbsp;&raquo;</b>, sont destin&eacute;s &agrave; des placements un peu plus longs et r&eacute;pondent &agrave; des exigences plus souples. Ces OPCVM doivent investir dans des instruments financiers d&rsquo;une maturit&eacute; r&eacute;siduelle inf&eacute;rieure ou &eacute;gale &agrave; 2 ans, s&rsquo;assurer que la maturit&eacute; moyenne pond&eacute;r&eacute;e jusqu&rsquo;&agrave; la date d&rsquo;&eacute;ch&eacute;ance soit inf&eacute;rieure ou &eacute;gale &agrave; 6 mois et que la dur&eacute;e de vie moyenne pond&eacute;r&eacute;e jusqu&rsquo;&agrave; l&rsquo;extinction des instruments financiers soit inf&eacute;rieure ou &eacute;gale &agrave; 12 mois. Les titres doivent b&eacute;n&eacute;ficier des deux meilleures notes d&#8217;une ou de plusieurs agences de notation ou, pour les titres souverains europ&eacute;ens, doivent b&eacute;n&eacute;ficier de la note &laquo;&nbsp;investment grade&nbsp;&raquo; d&#8217;une ou de plusieurs agences de notation.</div>
<div>&nbsp;</div>
<div>Les OPCVM mon&eacute;taires cr&eacute;&eacute;s &agrave; compter du 1<sup>er</sup> juillet 2011 doivent se conformer d&egrave;s leur cr&eacute;ation &agrave; cette nouvelle classification et ceux existant avant cette date ont jusqu&rsquo;au 31 d&eacute;cembre 2011 pour s&rsquo;y conformer.</div>
<div>&nbsp;</div>
<div><b><u>&hellip;et ses impacts sur la SICAV &laquo;&nbsp;Egamo Multi Mon&eacute;taire&nbsp;&raquo;</u></b></div>
<div>&nbsp;</div>
<div>EGAMO &agrave; la gestion d&rsquo;un OPCVM mon&eacute;taire, la <u>SICAV</u><u> &laquo;&nbsp;Egamo Multi Mon&eacute;taire&nbsp;&raquo;</u>.</div>
<div>La classification de cette derni&egrave;re &eacute;tait jusqu&rsquo;alors &laquo;&nbsp;mon&eacute;taire euro&nbsp;&raquo;. Suite &agrave; cette nouvelle r&eacute;forme des OPCVM mon&eacute;taires, le Conseil d&rsquo;administration de la SICAV s&rsquo;est r&eacute;uni le 16 mai 2011 et a retenu la classification &laquo;&nbsp;mon&eacute;taire&nbsp;&raquo;. Cette nouvelle classification sera appliqu&eacute;e &agrave; compter du 15 d&eacute;cembre 2011. Ce choix de classification ne modifie ni le profil rendement/risque, ni la strat&eacute;gie mise en &oelig;uvre.</div>
<div>&nbsp;</div>
<div>Le prospectus complet de la SICAV &laquo;&nbsp;Egamo Multi Mon&eacute;taire&nbsp;&raquo; int&eacute;grant la nouvelle classification &laquo;&nbsp;mon&eacute;taire&nbsp;&raquo; sera notamment disponible sur notre site internet dans la rubrique &laquo;&nbsp;L&rsquo;offre/Nos produits et services&nbsp;&raquo; &agrave; compter du 15 d&eacute;cembre 2011.</div>
<div>&nbsp;</div>
<div>Pour de plus amples informations, vous pouvez nous contacter &agrave; l&rsquo;adresse mail suivante&nbsp;: <a href="mailto:contact@egamo.fr">contact@egamo.fr</a>.</div>
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		<title>Une compréhension mutuelle</title>
		<link>http://www.egamo.fr/?p=1196</link>
		<comments>http://www.egamo.fr/?p=1196#comments</comments>
		<pubDate>Fri, 25 Nov 2011 16:16:03 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Notre approche]]></category>

		<guid isPermaLink="false">http://www.egamo.fr/?p=1196</guid>
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&#160;&#160;&#160;





Une compr&#233;hension mutuelle
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Mieux vous comprendre&#8230;
Dans le cadre de notre offre de services personnalis&#233;e, nous &#233;tablissons ensemble un diagnostic de la situation financi&#232;re de nos clients,&#160;v&#233;ritable point de d&#233;part de la relation commerciale.
&#160;&#160; 
&#8230;et mieux se faire comprendre. 
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<td bgcolor="#ffffff" valign="top" rowspan="3" align="left"><img class="alignnone size-full wp-image-1081" title="Tour eiffel corrig&eacute;e" alt="Tour eiffel corrig&eacute;e" width="193" height="318" src="http://www.egamo.fr/wp-content/uploads/2010/07/Tour-eiffel-corrig&eacute;e.JPG" /></td>
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<p class="bp_p"><span style="color: rgb(51,51,51)"><span style="font-family: 'Times New Roman'"><span style="font-size: xx-large"><i>Une compr&eacute;hension mutuelle</i></span></span></span></p>
<p class="bp_p">&nbsp;</p>
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<p style="text-align: left"><strong><span style="font-size: larger">Mieux vous comprendre&hellip;</span></strong></p>
<p style="text-align: left"><span style="font-size: larger">Dans le cadre de notre offre de services personnalis&eacute;e, nous &eacute;tablissons ensemble un <strong>diagnostic </strong>de la situation financi&egrave;re de nos clients,&nbsp;v&eacute;ritable point de d&eacute;part de la relation commerciale.</span></p>
<p style="text-align: left">&nbsp;<span style="font-size: larger">&nbsp; </span></p>
<p style="text-align: left"><strong><span style="font-size: larger">&#8230;et mieux se faire comprendre. </span></strong><span style="font-size: larger"><br />
                        </span></p>
<p style="text-align: left">&nbsp;<span style="font-size: larger">La phase de diagnostic se termine par la mise en place d&#8217; <strong>&quot;une feuille de route&quot; </strong>remise au client. Ce document permet de s&rsquo;assurer que nous avons une bonne compr&eacute;hension de vos attentes afin de mettre en place une strat&eacute;gie d&rsquo;investissement appropri&eacute;e.<br />
                        </span></p>
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<p style="text-align: left; margin: 0px 0px 11px; font: 13px Verdana; color: rgb(70,70,72)">&nbsp;</p>
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		<title>Notre approche développement durable et ESG</title>
		<link>http://www.egamo.fr/?p=1185</link>
		<comments>http://www.egamo.fr/?p=1185#comments</comments>
		<pubDate>Fri, 25 Nov 2011 16:07:24 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Notre approche]]></category>

		<guid isPermaLink="false">http://www.egamo.fr/?p=1185</guid>
		<description><![CDATA[&#160;
&#160;&#160;
Le d&#233;veloppement durable et les crit&#232;res ESG&#160;sont inscrits dans les g&#232;nes d&#8217;EGAMO&#8230;
&#160;
Le d&#233;veloppement durable est une nouvelle approche de l&#8217;int&#233;r&#234;t g&#233;n&#233;ral. Selon la d&#233;finition propos&#233;e en 1987 par la Commission Mondiale sur l&#8217;Environnement et le D&#233;veloppement dans le Rapport Brundtland, le d&#233;veloppement durable est &#171;&#160;un d&#233;veloppement qui r&#233;pond aux besoins du pr&#233;sent sans compromettre la [...]]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<p>&nbsp;<span style="font-family: Times New Roman"><b><span style="font-size: 14pt">&nbsp;<img alt="" width="32" height="11" src="http://www.egamo.fr/wp-content/uploads/trait.gif" /></span></b></span></p>
<p><span style="font-size: x-large"><em><span style="font-family: Times New Roman">Le d&eacute;veloppement durable et les crit&egrave;res ESG&nbsp;sont inscrits dans les g&egrave;nes d&rsquo;EGAMO&hellip;</span></em></span></p>
<div><span style="font-size: medium"><span style="font-family: Times New Roman">&nbsp;</span></span></div>
<div><span style="font-size: medium"><span style="font-family: Arial"><span style="mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: FR; mso-fareast-language: FR; mso-bidi-language: AR-SA">Le <b style="mso-bidi-font-weight: normal">d&eacute;veloppement durable</b> est une nouvelle approche de l&rsquo;int&eacute;r&ecirc;t g&eacute;n&eacute;ral. Selon la d&eacute;finition propos&eacute;e en 1987 par </span></span></span><span style="font-size: small"><span style="font-family: Arial; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: FR; mso-fareast-language: FR; mso-bidi-language: AR-SA"><st1:personname w:st="on" productid="la Commission Mondiale"><st1:personname w:st="on" productid="la Commission"></st1:personname></st1:personname></span><span style="font-size: small"><span style="font-family: Arial; mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: FR; mso-fareast-language: FR; mso-bidi-language: AR-SA"><st1:personname w:st="on" productid="la Commission Mondiale"><st1:personname w:st="on" productid="la Commission"><span style="font-size: medium"><span style="font-family: Arial">la Commission</span></span></st1:personname><span style="font-size: medium"><span style="font-family: Arial"> Mondiale</span></span></st1:personname></span></span><span style="font-size: medium"><span style="font-family: Arial; mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: FR; mso-fareast-language: FR; mso-bidi-language: AR-SA"><span style="font-family: Arial"> sur l&rsquo;Environnement et le D&eacute;veloppement dans le Rapport Brundtland, le d&eacute;veloppement durable est &laquo;&nbsp;un d&eacute;veloppement qui r&eacute;pond aux besoins du pr&eacute;sent sans compromettre la capacit&eacute; des g&eacute;n&eacute;rations futures &agrave; r&eacute;pondre &agrave; les leurs&nbsp;&raquo;. Cette d&eacute;finition rejoint la formule d&rsquo;</span></span></span><span style="font-size: small"><span style="font-family: Arial"><span style="mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: FR; mso-fareast-language: FR; mso-bidi-language: AR-SA"><span style="font-size: medium"><span style="color: windowtext; text-decoration: none; text-underline: none"><a target="_blank" href="http://fr.wikipedia.org/wiki/Antoine_de_Saint-Exup%C3%A9ry">Antoine de Saint-Exup&eacute;ry</a></span></span></span></span></span><span style="font-size: medium"><span style="font-family: Arial"><span style="mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: FR; mso-fareast-language: FR; mso-bidi-language: AR-SA"><a target="_blank" href="http://fr.wikipedia.org/wiki/Antoine_de_Saint-Exup%C3%A9ry">:</a> &laquo;&nbsp;Nous n&rsquo;h&eacute;ritons pas de </span></span></span><span style="font-family: Arial; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: FR; mso-fareast-language: FR; mso-bidi-language: AR-SA"><st1:personname w:st="on" productid="la Terre"></st1:personname></span><span style="font-size: small"><span style="font-family: Arial; mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: FR; mso-fareast-language: FR; mso-bidi-language: AR-SA"><st1:personname w:st="on" productid="la Terre"><span style="font-size: medium"><span style="font-family: Arial">la Terre</span></span></st1:personname></span><span style="font-size: medium"><span style="font-family: Arial"><span style="mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: FR; mso-fareast-language: FR; mso-bidi-language: AR-SA"> de nos anc&ecirc;tres, nous l&rsquo;empruntons &agrave; nos enfants&nbsp;&raquo; et t&eacute;moigne de l&rsquo;urgence de prendre en compte les aspects environnementaux et sociaux du d&eacute;veloppement &eacute;conomique mondial. Le concept de d&eacute;veloppement durable se situe donc au croisement d&rsquo;au moins trois dimensions&nbsp;: &eacute;conomique, sociale et environnementale.</span></span></span></span></span></div>
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<div style="text-align: center"><span style="font-family: Times New Roman"><span style="font-family: Times New Roman"><b><span style="font-size: 14pt"><img alt="" style="width: 327px; height: 287px" src="http://www.egamo.fr/wp-content/uploads/image/Image%20DD.bmp" /></span></b></span></span></div>
<div>&nbsp;<font size="3"><font face="Times New Roman"> <v:stroke joinstyle="miter"></v:stroke></font></font><v:formulas><v:f eqn="if lineDrawn pixelLineWidth 0"></v:f><v:f eqn="sum @0 1 0"></v:f><v:f eqn="sum 0 0 @1"></v:f><v:f eqn="prod @2 1 2"></v:f><v:f eqn="prod @3 21600 pixelWidth"></v:f><v:f eqn="prod @3 21600 pixelHeight"></v:f><v:f eqn="sum @0 0 1"></v:f><v:f eqn="prod @6 1 2"></v:f><v:f eqn="prod @7 21600 pixelWidth"></v:f><v:f eqn="sum @8 21600 0"></v:f><v:f eqn="prod @7 21600 pixelHeight"></v:f><v:f eqn="sum @10 21600 0"></v:f></v:formulas><v:path o:connecttype="rect" gradientshapeok="t" o:extrusionok="f"></v:path><o:lock aspectratio="t" v:ext="edit"></o:lock><v:shape id="_x0000_s1026" alt="" type="#_x0000_t75" style="z-index: 1; position: absolute; margin-top: 259.25pt; width: 243pt; height: 217.7pt; margin-left: 171.35pt"><v:imagedata o:href="http://www.adequations.org/IMG/jpg/Page-14-A.jpg" src="file:///C:\DOCUME~1\vkarvela\LOCALS~1\Temp\msohtml1\01\clip_image001.jpg"></v:imagedata></v:shape>&nbsp;<br clear="all" /><br />
<span style="font-size: medium"><span style="font-family: Arial">EGAMO a &eacute;t&eacute; cr&eacute;&eacute;e par un acteur mutualiste de r&eacute;f&eacute;rence (la MGEN) &agrave; destination de l&rsquo;ensemble des acteurs de l&rsquo;&eacute;conomie sociale. <b>Compte tenu des origines et du positionnement d&rsquo;EGAMO, le d&eacute;veloppement durable et les crit&egrave;res ESG (Environnement, Social, Gouvernance) se situent au c&oelig;ur de nos valeurs</b>. </span></span></div>
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<div><span style="font-size: x-large"><em><span style="font-family: Times New Roman">Une double approche: PRI et RSE</span></em></span></div>
<div><b>&nbsp;</b></div>
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<p class="MsoNormal" style="text-align: left; margin: 0cm 0cm 0pt"><span style="font-family: Times New Roman"><font size="3"><a href="http://www.unpri.org"><br />
<input src="http://www.egamo.fr/wp-content/uploads/image/logo%20PRI(1).bmp" width="243" height="162" type="image" /></a></font></span></p>
<p class="MsoNormal" style="text-align: justify; margin: 0cm 0cm 0pt"><span style="font-size: medium"><span style="font-family: Arial">L&rsquo;engagement mutualiste d&rsquo;EGAMO a naturellement conduit &agrave; la signature, en avril 2010,<span style="color: red"> </span>des Principes <strong>de l&rsquo;ONU pour l&rsquo;Investissement Responsable </strong>(</span></span><span style="font-family: Times New Roman"><span style="font-size: small"><span style="font-size: medium"><span style="font-family: Arial"><strong><a target="_blank" href="http://www.unpri.org"><span style="color: #0000ff">PRI </span><span style="color: #0000ff">&ndash; </span><span style="color: #0000ff"><i style="mso-bidi-font-style: normal"><span style="color: #0000ff"><span style="background-color: #ffffff">Principles for Responsible Investment</span></span></i></span></a></strong><i style="mso-bidi-font-style: normal">). </i>Ces Principes ont &eacute;t&eacute; &eacute;tablis par un groupe international d&rsquo;investisseurs institutionnels sous l&rsquo;&eacute;gide de l&rsquo;ONU afin d&rsquo;aider les investisseurs &agrave; incorporer le d&eacute;veloppement durable et les crit&egrave;res ESG dans le processus d&eacute;cisionnel d&rsquo;investissement et d&rsquo;am&eacute;liorer le couple rendement/risque en r&eacute;sultant (am&eacute;lioration de la performance et r&eacute;duction des risques). Les</span></span></span><v:shape id="_x0000_s1026" type="#_x0000_t75" style="z-index: 1; position: absolute; text-align: left; margin-top: 0.55pt; width: 144.3pt; height: 98.75pt; margin-left: -0.3pt; left: 0px; mso-position-horizontal: absolute; mso-position-horizontal-relative: text; mso-position-vertical: absolute; mso-position-vertical-relative: text"><v:imagedata src="file:///C:\DOCUME~1\vkarvela\LOCALS~1\Temp\msohtml1\01\clip_image001.png" o:title=""></v:imagedata><w:wrap type="square"></w:wrap></v:shape></span><span style="font-size: medium"><span style="font-family: Arial"> Principes se fondent sur les axiomes suivants&nbsp;: </span></span><span style="font-family: Arial"><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: -35.25pt; margin: 0cm 0cm 0pt 53.25pt; mso-list: l0 level1 lfo1; tab-stops: list 53.25pt"><span style="font-size: medium"><span style="font-family: Arial"><span style="mso-list: Ignore">-<span style="font: 7pt 'Times New Roman'">&nbsp;&nbsp;</span></span>les questions ESG peuvent affecter la performance financi&egrave;re en mati&egrave;re d&rsquo;investissement,</span></span><span style="font-family: Arial"><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: -35.25pt; margin: 0cm 0cm 0pt 53.25pt; mso-list: l0 level1 lfo1; tab-stops: list 53.25pt"><span style="font-size: medium"><span style="font-family: Arial"><span style="mso-list: Ignore">-<span style="font: 7pt 'Times New Roman'">&nbsp;&nbsp;&nbsp;</span></span>la ma&icirc;trise des risques est meilleure si les questions ESG sont prises en compte de fa&ccedil;on appropri&eacute;e.</span></span><span style="font-family: Arial"><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; margin: 0cm 0cm 0pt 18pt"><span style="font-size: small"><span style="font-family: Arial"><o:p>&nbsp;</o:p></span></span><span style="font-family: Arial"><o:p></o:p></span><span style="font-size: small"><span style="font-family: Times New Roman"><o:p></o:p></span><span style="font-family: Arial">&nbsp;</span></span></p>
<p class="MsoNormal" style="text-align: justify; margin-top: 0cm; margin-bottom: 0pt; margin-right: 0cm"><span style="font-size: medium"><span style="font-family: Arial">Depuis leur mise en place par l&rsquo;ONU en 2006, les Principes ont &eacute;t&eacute; sign&eacute;s par plus de 400 investisseurs repr&eacute;sentant 18 000 milliards d&rsquo;USD<span style="color: red">. </span>Ces Principes sont en totale coh&eacute;rence avec l&rsquo;approche d&rsquo;EGAMO<span style="mso-spacerun: yes">&nbsp; </span>en termes de gestion d&rsquo;actifs. Notre process repose sur l&rsquo;analyse fondamentale et la distinction des notions de portage et de valorisation pour des performances r&eacute;guli&egrave;res et durables.</span></span></p>
<p class="MsoNormal" style="text-align: justify; margin: 0cm 0cm 0pt"><span style="font-size: medium"><span style="font-family: Arial">&nbsp;</span></span></p>
<p class="MsoNormal" style="text-align: justify; margin: 0cm 0cm 0pt"><span style="font-family: Arial"><font size="3"><o:p></o:p></font></span></p>
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<p class="MsoNormal" style="text-align: justify; margin: 0cm 0cm 0pt"><span style="font-size: medium"><span style="font-family: Arial"><b style="mso-bidi-font-weight: normal">Les Principes pour l&rsquo;Investissement Responsable sont un ensemble de principes volontaires dont l&rsquo;application d&eacute;passe la simple gamme des produits</b> <b style="mso-bidi-font-weight: normal">ISR (Investissement Socialement Responsable)</b>. Certes, les Principes englobent un certain nombre d&rsquo;approches que de nombreux gestionnaires de fonds ISR pratiquent &eacute;galement (ex&nbsp;: int&eacute;gration des questions ESG dans l&rsquo;analyse des investissements) mais leur objectif est plus large&nbsp;: il s&rsquo;agit, au-del&agrave; de la simple mise en place d&rsquo;une gamme de produits sp&eacute;cifiques, de <b style="mso-bidi-font-weight: normal">faire transpara&icirc;tre les Principes dans l&rsquo;ensemble des fonctions d&rsquo;investissement de l&rsquo;organisation</b>. De plus, les Principes s&rsquo;inscrivent dans une dynamique de progression: l&rsquo;organisation doit mobiliser l&rsquo;ensemble de ses ressources afin de tendre vers la parfaite application des Principes &agrave; moyen-terme.</span></span><font size="3"><span style="font-family: Arial"><o:p></o:p></span></font></p>
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<div><span style="font-size: medium"><span style="font-family: Arial">&nbsp;</span></span></div>
<div><span style="font-size: medium"><span style="font-family: Arial">Par ailleurs, le Conseil d&rsquo;Administration d&rsquo;EGAMO est particuli&egrave;rement sensible aux aspects <b>RSE (Responsabilit&eacute; Soci&eacute;tale des Entreprises)</b>.&nbsp;La RSE consiste en l&rsquo;application des principes du d&eacute;veloppement durable &agrave; l&rsquo;entreprise. Elle diff&egrave;re ainsi des Principes pour l&rsquo;Investissement Responsable et de la d&eacute;marche ISR qui se limitent aux investissements. La RSE implique l&rsquo;int&eacute;gration volontaire par une entreprise des pr&eacute;occupations ESG &agrave; la totalit&eacute; de ses activit&eacute;s et de son fonctionnement. La Direction G&eacute;n&eacute;rale d&rsquo;EGAMO et l&rsquo;ensemble des collaborateurs soutiennent activement cette d&eacute;marche. </span></span></div>
<p><span style="font-family: Times New Roman">&nbsp;</span></p>
<p><em><span style="font-size: x-large"><span style="font-family: Times New Roman">La prise en compte des crit&egrave;res ESG au sein d&#8217;EGAMO </span></span></em></p>
<p><em><span style="font-size: medium"><span style="font-family: Arial">Conform&eacute;ment &agrave; l&#8217;article L533-22-1 du Code mon&eacute;taire et financier, EGAMO d&eacute;crit son process en mati&egrave;re de prise en compte des crit&egrave;res ESG dans sa gestion.</span></span></em></p>
<p><strong><span style="font-size: medium"><span style="font-family: Arial">Au niveau de la soci&eacute;t&eacute; de gestion EGAMO :</span></span></strong></p>
<p><span style="font-size: medium"><span style="font-family: Arial">EGAMO a &eacute;t&eacute; cr&eacute;&eacute;e par un acteur mutualiste de r&eacute;f&eacute;rence &agrave; destination de l&#8217;ensemble des acteurs de l&#8217;&eacute;conomie sociale. Compte tenu de ces origines et de son positionnement, le d&eacute;veloppement durable et les crit&egrave;res ESG (Environnementaux, Sociaux et de Gouvernance d&#8217;entreprise) se situent au coeur des valeurs d&#8217;EGAMO.</span></span></p>
<p><span style="font-size: medium"><span style="font-family: Arial">Nous appliquons cette d&eacute;marche sur ces trois piliers sans th&eacute;matique sp&eacute;cifique avec une approche globale sur l&#8217;ensemble de la gestion des portefeuilles.&nbsp;De fa&ccedil;on syst&eacute;matique cette analyse est cependant concentr&eacute;e sur les titres vifs g&eacute;r&eacute;s en direct sur les OPCVM et les mandats.</span></span></p>
<p><span style="font-size: medium"><span style="font-family: Arial">EGAMO a sign&eacute; la charte PRI de l&#8217;ONU en juin 2011 et &agrave; ce titre, s&#8217;est engag&eacute;e &agrave; une progression dans ce domaine.</span></span></p>
<p><span style="font-size: medium"><span style="font-family: Arial">Dans le cadre de nos OPCVM sous gestion, les investisseurs seront inform&eacute;s par le biais du rapport de gestion annuel de l&#8217;OPCVM de la prise en compte ou de l&#8217;absence de prise en compte des crit&egrave;res ESG. Ce rapport &eacute;tablira notamment un descriptif succinct des &eacute;ventuels moyens mis en oeuvre pour la prise en compte de ces crit&egrave;res.</span></span></p>
<p><span style="font-size: medium"><span style="font-family: Arial">Une prise en compte des trois crit&egrave;res ESG est faite dans le cadre de la gestion de l&#8217;OPCVM Egamo Strat&eacute;gie Diversifi&eacute;e sur la partie relative aux titres de cr&eacute;ance (titres vifs).</span></span></p>
<p><span style="font-size: medium"><span style="font-family: Arial">Les OPCVM suivants ne prennent pas syst&eacute;matiquement en compte les trois crit&egrave;res ESG :</span></span></p>
<ul>
<li><span style="font-size: medium"><span style="font-family: Arial">Egamo Multi Action</span></span></li>
<li><span style="font-size: medium"><span style="font-family: Arial">Egamo Multi Obligataire</span></span></li>
<li><span style="font-size: medium"><span style="font-family: Arial">Egamo Multi Mon&eacute;taire</span></span></li>
<li><span style="font-size: medium"><span style="font-family: Arial">Egamo Basic Mutuelle Sant&eacute; Pr&eacute;voyance</span></span></li>
<li><span style="font-size: medium"><span style="font-family: Arial">Egamo Souverains Euro 2014</span></span></li>
</ul>
<p><strong><span style="font-size: medium"><span style="font-family: Arial">Au niveau de l&#8217;OPCVM Egamo Strat&eacute;gie Diversifi&eacute;e :</span></span></strong></p>
<p><span style="font-size: medium"><span style="font-family: Arial">&nbsp;Concernant les investissements en direct dans le cadre de cet OPCVM (entre 50% et 100% du portefeuille), les crit&egrave;res ESG sont pris en compte de mani&egrave;re syst&eacute;matique lors de la s&eacute;lection de nouveaux &eacute;metteurs de titres de cr&eacute;ances. Environ 50% des investissements existants dans l&#8217;OPCVM ont &eacute;t&eacute; s&eacute;lectionn&eacute;s en prenant en compte ces crit&egrave;res.</span></span></p>
<p><span style="font-size: medium"><span style="font-family: Arial">La s&eacute;lection des &eacute;metteurs s&#8217;effectue par un comit&eacute; mensuel (le Comit&eacute; des risques &eacute;metteurs) qui &eacute;tudie leur solvabilit&eacute; et accorde une limite d&#8217;autorisation en termes de maximum de d&eacute;tention par portefeuille pour ceux qu&#8217;il a valid&eacute;. Dans cette analyse, en plus des crit&egrave;res financiers, des angles extra-financiers sont analys&eacute;s au travers des notations effectu&eacute;es par une agence externe selon 6 dimensions : respect de l&#8217;environnement, gestion des ressources humaines, respect des droits humains, engagement soci&eacute;tal, gouvernance d&#8217;entreprise, comportement sur son march&eacute;.</span></span></p>
<p><span style="font-size: medium"><span style="font-family: Arial">Ainsi, le comit&eacute; d&eacute;livre des autorisations et peut &eacute;galement retirer des &eacute;metteurs en fonction des crit&egrave;res financiers et/ou extra financiers.</span></span></p>
<p><span style="font-size: medium"><span style="font-family: Arial">Cette analyse est effectu&eacute;e de mani&egrave;re globale, aucune approche de best in class n&#8217;est appliqu&eacute;e.</span></span></p>
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		<title>Notre politique de droit de vote</title>
		<link>http://www.egamo.fr/?p=1179</link>
		<comments>http://www.egamo.fr/?p=1179#comments</comments>
		<pubDate>Fri, 25 Nov 2011 15:32:38 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Notre approche]]></category>

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		<description><![CDATA[&#160;&#34;Conform&#233;ment aux dispositions de l&#8217;article 314-100 du R&#232;glement G&#233;n&#233;ral de l&#8217;Autorit&#233; des march&#233;s financiers, la soci&#233;t&#233; de gestion de portefeuille EGAMO agr&#233;&#233;e par l&#8217;Autorit&#233; des march&#233;s financiers sous le num&#233;ro GP-08000010 &#233;tablit la politique qu&#8217;elle entend appliquer dans l&#8217;exercice des droits de vote attach&#233;s aux OPCVM et Mandats dont elle assure la gestion. &#34;
Vous trouverez [...]]]></description>
			<content:encoded><![CDATA[<p>&nbsp;&quot;<span style="font-size: 10pt">Conform&eacute;ment aux dispositions de l&rsquo;article 314-100 du R&egrave;glement G&eacute;n&eacute;ral de l&rsquo;Autorit&eacute; des march&eacute;s financiers, la soci&eacute;t&eacute; de gestion de portefeuille EGAMO agr&eacute;&eacute;e par l&rsquo;Autorit&eacute; des march&eacute;s financiers sous le num&eacute;ro GP-08000010 &eacute;tablit la politique qu&rsquo;elle entend appliquer dans l&rsquo;exercice des droits de vote attach&eacute;s aux OPCVM et Mandats dont elle assure la gestion. &quot;</span></p>
<p><span style="font-size: 10pt">Vous trouverez dans le fichier ci-dessous la politique de droit de vote d&#8217;EGAMO. Nous sommes &agrave; votre disposition pour tout compl&eacute;ment d&#8217;information.</span></p>
<p><span style="font-size: 10pt"><a target="_blank" href="http://www.egamo.fr/wp-content/uploads/Politique de droit de vote Egamo 2011.pdf">Politique de droit de vote d&#8217;EGAMO</a></span></p>
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