<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	
	>
<channel>
	<title>
	Commentaires sur : Eolienne ECO 122 : Alstom installe ses nouveaux mâts de 119 mètres	</title>
	<atom:link href="https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07/feed" rel="self" type="application/rss+xml" />
	<link>https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07</link>
	<description>L&#039;énergie au quotidien</description>
	<lastBuildDate>Tue, 26 Aug 2014 18:45:39 +0000</lastBuildDate>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	<generator>https://wordpress.org/?v=7.0.2</generator>
	<item>
		<title>
		Par : Bachoubouzouc		</title>
		<link>https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71531</link>

		<dc:creator><![CDATA[Bachoubouzouc]]></dc:creator>
		<pubDate>Tue, 26 Aug 2014 18:45:39 +0000</pubDate>
		<guid isPermaLink="false">https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71531</guid>

					<description><![CDATA[&quot;RTE a raison de dire que les ENR vont bénéficier de cette interconnexion, simplement, il est faux de dire qu&#039;elle a été décidée pour les ENR, c&#039;est tant mieux pour les ENR aujourd&#039;hui, mais sans elles cette interconnexion se serait quand même construite :)&quot; On va le faire dans le bon sens : Pourriez vous, pour un fois, prouver ce que vous avancez ? Par ailleurs, je remarque que vous n&#039;êtes au final pas loin de mon propos au début de ce débat : &quot;Ils ne payent pas pour les travaux qui profiteront à tout le monde, par exemple les interconnexions. Pourtant les ENR sont la principale raison pour laquelle on construit ces interconnexions.&quot; Et encore une fois, ça n&#039;est pas moi qui l&#039;invente, c&#039;est l&#039;ENTSO-E qui le dit.]]></description>
			<content:encoded><![CDATA[<p>« RTE a raison de dire que les ENR vont bénéficier de cette interconnexion, simplement, il est faux de dire qu&rsquo;elle a été décidée pour les ENR, c&rsquo;est tant mieux pour les ENR aujourd&rsquo;hui, mais sans elles cette interconnexion se serait quand même construite 🙂 » On va le faire dans le bon sens : Pourriez vous, pour un fois, prouver ce que vous avancez ? Par ailleurs, je remarque que vous n&rsquo;êtes au final pas loin de mon propos au début de ce débat : « Ils ne payent pas pour les travaux qui profiteront à tout le monde, par exemple les interconnexions. Pourtant les ENR sont la principale raison pour laquelle on construit ces interconnexions. » Et encore une fois, ça n&rsquo;est pas moi qui l&rsquo;invente, c&rsquo;est l&rsquo;ENTSO-E qui le dit.</p>
]]></content:encoded>
		
			</item>
		<item>
		<title>
		Par : plouc73		</title>
		<link>https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71530</link>

		<dc:creator><![CDATA[plouc73]]></dc:creator>
		<pubDate>Tue, 26 Aug 2014 16:32:18 +0000</pubDate>
		<guid isPermaLink="false">https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71530</guid>

					<description><![CDATA[Simplement pourappuyer mes propos sur laforte variabilitéde laproduction éolienne au niveau d&#039;un pays &quot;moyen comme la France (comparé à l&#039;Espagne et à l&#039;Allemagne) data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA7gAAAINCAIAAACbK0R+AAAgAElEQVR4nOydLXSrWhSEIyORWCQSiUUikVgkEolFIpFYJBKJRR6JxCKRSJ6YZPcUSEp72zR5nW/dxeK2h9+k7TCZs/epbds0TdM0zbIsvcJ1rnOd61znOte5znWu//H1U5ZlJ0IIIYQQQsiKNE1/+xQIIYQQQgh5PugoE0IIIYQQsgMdZUIIIYQQQnago0wIIYQQQsgOdJQJIYQQQgjZgY4yIYQQQgghO9BRJoQQQgghZAc6yoQQQgghhOxAR5kQQgghhJAd6CgTQgghhBCyAx1lQgghhBBCdqCjTAghhBBCyA50lAkhhBBCCNmBjjIhhBBCCCE70FEmhBBCCCFkBzrKhBBCCCGE7EBHmRBCCCGEkB3oKBNCCCGEELIDHWVCCCGEEEJ2oKNMCCGEEELIDnSUCSGEEEII2YGOMiGEEEIIITvQUSaEEEIIIWQHOsqEEEIIIYTsQEeZEEIIIYSQHegoE0IIIYQQsgMdZUIIIYQQQnago0wIIYQQQsgOaZomSZIkSRzHISGEEEIIISQMwzA8ZVmWZVlZluo9fd9znetc5zrXuc51rnOd6392/ZSmaRRFeZ7P87wQQgghhBBClmVZllOWZUEQ5Hk+TdNvnwwhhBBCCCHPwilN0zAMsyyjUCaEEEIIIUSgo0wIIYQQQsgOX3eUh2FomqZpmrquV0ullJ54HsexbduqqoqiqKqqaZrtsbZjxnFcjZmmScaUZbk7ZsU8z33fV1VVlmVRFHVdd123Hdb3fV3XGFNVVdu2n7oVhBBCCCHk/8fXHeU8zz3Ps23buSLrSZL0fY9hfd8nSeK6ruu6nuc5juO6rj5gWZZhGNI09TzvwzGu6zqOI2PiOFZK3TrDeZ6bpgmCAIOxle/7ZVmKjp/nuW3b1RjP8/QxhBBCCCHkD/J1R7lpGlRfFsIwNAzjdDpFUTQMw7Is4zimaWrbtuu6KEKXpqllWaZpyhHHccyybDXGtm3TNNM0xZhpmjDGcZzVmCRJbp1513W+71uWFYYh3OIwDM/ns+d54hkrpXzfN00zCIKyLMuyDMPwdDo5jkNfmRBCCCHkL/N1R3me5/HKMAzjOJZladv26XSSvdV17bqubdtFUSAm0fd9FEWGYYRhCDO4aRo40/qYJEkMwwiCAGPatsWYPM8xBgazaZq+7++mKaZpgijHgHmeYTC7rmuaJs5wnucsy0zT9DxPxrRt6ziOYRhZltFUJoQQQgj5s3xb1YthGKCAITrxxTzPRYbiK/M8F0Vh27ZlWVVV4b8YIw7uPM9lWTqOY1kWIhBlWZqm6bpu0zQypqoqjCmKYns+fd/D4Y7jWKLM4zjiJH3fh7iHxxzHsVw+xpzPZ9d14YsTQgghhJA/yPdUvYBstSzLMIyiKGDEzvMspq+kjed5ruvacZzz+YyDwtP1fV/SxmL9wtadpmlXcMuYJEm2pySZijRN5YuIgpzPZ8dxlFLjOPq+v9oDrOjz+WxZ1p0A9Ory5ZJlXb61+jrXuc51rnOd61znOtd/aF2+8i18j6Pc9z0Up653x3FEgkL/4rIscIKR0ECCAmP0BAUyG+fzOU3TYRiyLFt51fqYJEm2d6TrOs/zDMNYCWWckm3bSqlhGLZjRCgbhnFEKA/D0HVd13Vt2+pLsP06l1xyySWXXHLJJZc/sSzLMo7jJEnKsvykmN3nGxzleZ7zPMcUvbIsZT/zPCdJsnKUl2WBo2wYxkFHGbP97jjKuswV7jjKhmHcd5SzLDvuKE/ThJQ2wHrXdWVZDhrbMVznOte5znWuc53rXP+u9b7vsyyzLMuyrDiOv8VX/gZHuW1bz/PO53MYhrognucZqnTlBCN/bNt2XdcQ2duMMlxn27arqpqmqSgKwzBc19XHwFFGjnl7VhDKEMF6/jiOY9S4wD3FGD2jPE1THMcwuceP6jTfAsWbv9H5J4QQQgghd5imCbPavlMo/6OjLAFiCN/VdzFvz3EcaOLl6umapilVL1Arw3EcUZYyJggCKOyqqmzbtm1byhuPV5tZz2yM49i2bd/38zwPwxBFEXYi8l0p5Xkeql7M8zxNk8zt0ws/I4+BMV+4J8uyDMNQVdXXtiWEEEIIIZ9lnueiKJ7LUW7bFvmHKIq2/qtSKggCyFk0vUM5ZMuyRJpjDOq45XlelmWWZShnIWeFEhYwnjEmz3PYyTIGHrPv+1EUKaWmaYK8xs1CPz/Yyb7vw5mGda2PQbRl5V5/ATrKhBBCCCGP5Okc5fla18KyrKZpticE8RoEAcQoWoSgschwrbw2X/vnyRjLslzXxTQ+fUwYhvoYx3HSNBUnWBIajuOgitwwDFmWQU/DkLYsKwgCsbeXZRnHUTQ3xkBJ/6PMpaNMCCGEEPJIdEd5t9LDF/gnR3maprqu0zSVXiG7Y7quK4oCbfySJKmqajV4miallIxJ0/TImLIs9THjOCZJgj58op6HYWiaJk1T9A7Msqxt29WNG8fxwzGfhY4yIYQQQsgjEUfZtu2ncJSX9xXs7jNd+aEx6PCHWMXqfOZ5HscRrfjuXAjG/GPjFUBHmRBCCCHkkTxjRvlJQILi3yMT3wUdZUIIIYSQR/J0GeXnYZ5npVTXdU9yFXSUCSGEEEIeydNllMkt6CgTQgghhDySZ8wok13oKBNCCCGEPBJmlF8GOsqEEEIIIY+EGeWXgY4yIYQQQsgjYUb5ZaCjTAghhBDySJhRfhnoKBNCCCGEPBJmlF8GOsqEEEIIIY+EGeWXgY4yIYQQQsgjYUb5ZaCjTAghhBDySJhRfhnoKBNCCPktxnFUSqFh7Z3lMAy39jBNU9/32Mk4jscFxzzP0zTJ0fu+/5S6GMdRzvBTx9VPYHvtd65UtsL16lv1fS9nJfscx/HOfoZh2N3DLrhRB8/wFxmGAef5qZP8Fa+QGeWXgY4yIYSQ36IoiiAIvI8oimL1px8qs67rLMuiKPI8z/f9OI7Lsmzb9r5GHMexaZqyLNM0laOHYZjneVmWXdfdlxlKqaqq0jT1fR/bJklSVZVS6lN/TLuu2157HMdKqTtb1XWN69VJkgRKt67rMAxv3TT9DmRZpu8hTdNbWnme57quMSwIgrIsn1OGDcOQJIm8mm3bHnk5lFJN09x/w/wEzCi/DHSUCSGE/ArjOEZRdD6fTx8Rx7EuZaZpqqoqCALLskzTlD0YhmGapud5WZbteoqwY9M0dV3XNE3DME6nEzY/n8/4HNzzvLIsd5XTPM9N04RhaFkWtpXjWpYVBEFd18cVT9M0+k7A+Xwuy/LWTqZp2r1jnudBXjdN4zgOvhhF0S3tq5QKgkDfg+u6bdveOmiapjiobdtFURy8wEcyDEOappZlOY7jOI5pmr7v33/kmKapaZooioIguD/yJ2BG+WWgo0wIIeRXUEr5vi+y73ybJElEuU7TVBSF67rbDUX2waXbykSlVBRFpmlC3TqOEwRBGIZhGPq+b9s29mZZVpqmK60sxqoualfHdV33jsxd0TQNzmRFkiS3dE7f957nbYWyiMK+733fF/W866riQkRPA9u2b525UioMQwxzHKfruiNX90jGcczz3LIsz/Oqqmqaxvd9CNBbGYy+7+Gpn89nx3FuPST8HMwovwx0lAkhhPwKRVGINrVtO4qiOI6TJNkudae2aRqoVXjAnudFUYSRURTBKoZWTtNUFwzTNGVZJio5CAJ85o6w8jAMZVm6ritSu65r/WzFhT2fz4Zh+L4vxw2CQIxtz/MOSsm2bcVR1jX3HYNTBO5KK3ueh6eCeZ7TNMU1mqa5K5ngEGOMHNQwjDiOt7ISqhovk2EYURQ9YUYZQll/n7Rtm6Zpnue37mRZlvKo4DjO7zrKzCg/NXSUCSGEPJ55nuM4hkozTXMVltD/KunrCNeKyJMoKsaM49i2bRiGGOC6ri5227YVHWzb9koH40B5notwDIJATmmapjzPJaoRhiESyUApFcexfPfgJ+krR9lxHOzBNM1dc3ccRzkKBJbIZT1moF/mrq7VFT+yCtiP67pbib/KXZRl+eF17TLP8ziO0zQdkXAYiaVs/uG2MkbeD3eG5XkuN99xnLquv2v/B2FG+WWgo0wIIeTxDMMQhiFkH0IC0Ebglm6AyBOxuJuXFaUI/S2aoaoqcXB3ReGyLHVdi/rUjcZxHPX4QdM02xPDQc/ns+d5RyaH6Y6yYRhJkkieJI7jrdTp+x4DzuczkrUi9cRRlhuL/ezmdOX+wEVGtBfXtdUDfd/HcYzrcl33s84rqnC0bVsURZqmaZpmWVbX9Z3qGUgbC3hXYNZmnudN02yndeIoGCPDblVBaZomz3Pf9+Xmm6YZRRHObXuB+LShbduqqrD/oijatlVK/YscZUb5ZaCjTAgh5PE0TSPGJ6K9KEOBrEVRFLtFvtq2lZQwnNftnruuw5hVnEC3Wm9lbauqkrl9uqPcdR2yv9DBWx0yz/Nng7y6o2wYRlEUWZYh5LCbvpAIBKYbRlEkUk8XxPM8Z1kG7btNHsNM1ZUxbilyLFmW6RIfkxflASCKouPVIeDuJ0kSBIGY5XJ/EJipqmp7J7uu01MlVVUlSWLbNp4QVvkQmZCHiLl8GmDbNrIxdV2vzjlJku0cSoCZlPpgmIkoJCLpGkm3p2mKB7yD90SHGeWXgY4yIYSQByNRWoleOI4jQgduMWqWrYTIMAxxHEsGd+ud6TPVIHZFs47jmKYpRBKqN6zUCbxMCDLLssRFgl6Uffq+vytr4Lzi5I/8YV05ymVZYioeEtsrD0sPFqdpirDHrqO8XB8VdpVl3/fwmyVwLLcFl6ZLfKS65Y4dz12M44gJl9gtAh6u60pJClHMeZ6vhOxKKAdBYNs2tvV9X7+x4zgiVo7LsW1bPwoO7ThOURT6IfI89zxPD67ghkO+64EcTPjD23K1f9u2DcNAVB2xjYN3RmBG+WWgo0wIIeTBjOOo17u4hWEYqAesl7woy1KmALqum+d527bSOwP+n8SFdXk3zzNKF0OgY9uu67Bt0zQIIUDY6foSsl726fv+7kWJUEaI+cOboDvK5/MZegspZAhcXd4h2gHFVlXVOI66M7qKWNxJX4itfj6fZbJjURQ4E6R19f3IRR3PXaAsCUxrSElkIdq2bdu2rus8z+WhCDMOdRGyEsqWZWVZhs31ExBrHPckDMOiKOQoVVXFcSyvpi7HkaNIkkRuvm3beBfpT2VKKYzBuyiOY7jvbds2TYP633ilXNfdtcY/vEvMKL8GdJQJIYQ8GLE8oVTgKKNVhO/7MO2gQqDe9PwASryJbMWH19jEdd1VhWPoMDkuJt7JR/k47q4Hufp8XxfBQRDsXpSMgTz98CasHGXknsUOX6UvJHchXxeDeeso69/VZzTO8yzVHvRHCPjl0JR6mxJ92t/x3EXXddgbHiq2ldfmea6qyrZtvHCrSnwrobwqXaLfPXGFoyjainh8PiAlUFaxcnncOu0F1jGtE1ofSn2bAuq6Dk8juMzPpreZUX4Z6CgTQgh5MKhNgU/hLcuKoqhpmr7vh2EYhqHve3SYEx2JKhP65iiHvPWk0ftDJNRKKC/LMo5jVVUi0/W6bBJIWJUfXgnlDx1lKNcPb8Iqo9w0Dealwaq0LEt64Il/fD6fRQWJyb21jZdrmBtXJEoUM/OQGQjDUJ//h/3j69gVVDXU5G5SZRfoP70+3e4w+KlVVW2T6LpQhtG+exTJhMBil3PTT1KeLvT7BsqyhA4+7WXKtzNN9UPLipTOWD3LHYEZ5ZeBjjIhhJAHgzIFTdOghsBuAQSZP3e6TjvTxQTyo77vQ22jJ5/rulEUFUWRJInYgXplDGRnMTHLMAzXdYMgiKIoDENkYbGfIAh0XThNU5IkHzrKMuZfHOVlWVD/TjdxlVLwaG3bhp5ePnKU9VpyQRDgu2LkG4axFY7QlJK+gDo/XecvHnRMh2GQ3oGmaX5BYKyE8u60yL7vgyCQx5ssy6qqqutaX6IIhl5JUL9FEg7ZFcp1XUsFEgSpt/tHukMq+m071NyHGeWXgY4yIYSQJ0Rv14zqadtWecMwoNpXHMdIsk7TJL4pchRiSaLxtT7PD6JTajDLd+GhinLV/cs7jnIURaJ64zj+8AK3jjK+Lmaw+MRVVUHVSV1kPTa96ygvyyLhAc/zcKVygduZecguS/oCvb4ldxGG4UEV2Pe9CNBvEcq7Al1/xtA/Flhx0rAsSzeGdUd5G72Ql/v+IfTvfjZ9wYzyy0BHmRBCyK8gDTtufTdJEpEjq+oNd7btuk6vEyw+ohR8OG1mrck+i6IQaa6nY9u2/bDqBYSy+L4fXv4tRxlPCCizgOpmcEZN09R97vuO8qL5x9C+8OBhpa/s1UVLX5imic7P0gERk+E+vByglJLs77cI5e11LdeAsgzDzbEs6/5Sf8XvRy/Eij5dc/Af7j8Igk/1wWZG+WWgo0wIIeTBoPIAzOBb1bV0RxkTqtAUbRiGruvqukat5e2G4ptC88nOJbG6q41kjHyg77quqDR9WpvrutusyDRNGHA6XCBiN6OMb0FCQejXdQ29qxufRxxlSV/AEi7LEpVGbpXVkzQC6jTDVf2sVzoMg4QibhW6liPees750FHu+15PmcdxnOd5nudFUdxarhI+94UyplTKMxUKe9/fP0qRHLxLCzPKLwQdZUIIIQ+maRrJBGOy1EoooHSx9BaRCVWQF0EQwIrblkTouk7U4SpgUNe1KEvHcXarMeid+XS9O46jJCt2Kwqvijcf0T23HOXlqssRHUE9O31OHvjQUV609AX2IzPzdvWrpC9M00SLDZGhxyUgpgDixJCE3r0ViMGgRd+dOsq3HGVMpJPJfJ+ycsH9jLKetPY870j7mM/CjPLLQEeZEELIg1FKiSOIUrtVVSml+r7v+14pBftTYsEIAyybOsqosiwb1nWNahjY7apqmKjP03WS30pOIH4gZ6X3kUbVXr0DdlVV/RWYviJ5dxtrb1k5yqvSClLmQvp1r/5Y6znaW6avxJ2xH6lldmuGnDxjoALG6Vrv4sjl6AfVu3lvn4LkRbQsy3XdVfr8iKOMuydvgyiK+r7fKpnpynbzlaO8ktp6d0MpD3dr/19TUMwovwx0lAkhhDwYKT0mn55L8zZUNUZ9t/O1l4SuY6R+7WpDvbcfJNoqhazXO4NZi4YjkOZoQgFthO+uxFPf93rX6NVxRe+GYbhbxGOL7iibprkSr1Byeg5kJRn1HO0tRxld92TY6VqybVdH6fdHLudrFYLRUuR0bRlTlqXc567riqKQV2GbAzniKC/XVoV4vWCB60fp+75tWzRFL8uyaZrViyKPEGKxw9sWwYqXW284Ute17B81W9B1vCzLLzSyZkb5ZaCjTAgh5PFgjhrafJz2kAzA1u2r6xp+83lTRxlbwaLe/mmDcISeBlAqtm1LVWbDMNBzZCs2pNfJ7nGhko9/TL9ylFd6VCklzwPb3MVyzFFetPQFuN+JWjp1y0V9KnchoPe1tB2R4tZwkeWDAoRn7tdRviPTUcBOno5WR9GftTzPW70fsK0Uj0PrmdXJdF0XRZG+H33/eMNgW9Te/uwtYkb5NaCjTAgh5FdAT+kkSTzPg1TFJ/7SqC/P81uGIrLI4j3LVmiYfEddocFyEARwgnFEyB3LsjzPC8NQn1e3YhiGLMtc14U+w7aIEKRpeutsd0HpBjn69pzx6T/s7W0ZDfkufN9bh26axnVdCVTcT9xCnRtX0Nv5+BXpIGUexzHuldxnyE3XdfEws1V0XdfJyDuOMkDWOQzD1VHwaqLzXxAEuwfSg/J4/+g1UsAwDHme492CF0vfPz5SiOP4zhvmzv1hRvk1oKNMCCHkF0HJXjQfieM4juOiKNq23U2F6kzT1HVdnufoGJKmKT5hP/IXDR1P6rqGtIiiCJsrpT7cHJU30G8C25ZluZuRvY9SSvawKn4H8DCAc9vaupChuPY8z2/lPSAlMRL5gTsiCuo2SRKc1Z3dHmSaJtznLMuwzyRJcJ9vnQa64uG6pG70h0dBUjxN0yiKcJSqqvAuunUgeR2TJEGfmlsJCrxbyrKUO5OmKZIYelrjUzCj/DLQUSaEEEIIeSTMKL8MdJQJIYQQQh4JM8ovAx1lQgghhJBHwozyy0BHmRBCCCHkkTCj/DLQUSaEEEIIeSTMKL8MdJQJIYQQQh7J82aU5/fcH3NkP/845pF73oWOMiGEEELII3nSjLJSqqqqPM+zLEPXwW1laRmQ53lVVdsCfsMw1HWtj9lWwz4yZgXqQaIdYpZlRVFs61ejHiHGpGm6O+az0FEmhBBCCHkkT5dRlo6Xpmm6rut5Hpq46BoRDWmk2wpaBAVBoDfLuTVG73Mj/cHRJQitXHzfv9MLB/XAsUPbttEnxrIs/algnmeMQbMcrBiG8Y9ZFDrKhBBCCCGP5OkyynVdQ4YmSYJOKn3ft20rRi86waBBPLqtlGWJNuXS6HwcxziOTdNE03CMcV33fD5HUXR/DFrA7zZMRyMc13Vxs7qua9s2SZLT6WRZVl3XGNO2LS4hjmOMSdP0dDqZpokxX4OOMiGEEELII3mujPI4jrB4kyS5tW1ZlrBp67rG6U7TlCQJpDPMYBi6qzFZlmFM27bLVZHrXvU0TXmeo4M8xmxPD9o6DENJeiilPM8zTTNN02mapmnCmCAIZEzf95DgGPOpeyLQUSaEEEIIeSTPlVGuqsqyLNd1m6aZpmm8op+W6F09ICFRh7Is53nO8xxWsa53JTJRFMU0TUVRGIaxGlPXteu6pmlmWbY9vb7vgyAwDEPX8eM4JkliGIbrun3fD8MQBAHsbTltSPnz+Wzb9ocZ6FvQUSaEEEIIeSTPlVGGCLZtO4oi3/cRUHZdN01TuLPzPIt5rCtO2MOn0wnqXMS0pJYlNXE+n2HripgWwS1jDMOI43h7ekophKfTNJUvjuOYpilEMLIivu9DTMsYnNL5fDZNUw9S3wcvhixFKK++ziWXXHLJJZdccsnlTyxhrT5LRjnLMsMwIDqjKEqSBHFk6M5hGMS+XQlluMWn0ynP82EY0jTFGF0owy2GUB6GAcdaCeW6rj3PO5/Pu/eibVvP85CgkC/ilHDOSqm+77djxFE2DOOIUFZK1RpVVdV1XZZlURRY17/Oda5znetc5zrXuc71H1qP49iyrKfIKMMJXmWLYf3ato0vpmm6cpQhcBG9wEHvOMpSfeK+o6zLXOGOo2wYhuM4SqlbjjJcZ8uyDkYv5g1wlKdp2n6LEEIIIYR8O+M4YgLbU2SU4fK6rqvnj+u6tm37fD4jfwwRrAvcRZvhh3LFuxllFMcQFV4UBSrQNU2DAfO1rBtE+fb0bmWUZYbfOI56RlnGYIYf6tPt1tM4AjPKhBBCCCGP5LkyytCpKEsMQakrY6heaGJUq8D+IVUNw4iiCH6t6N2yLDFmGAZkNsIwXI3B3D6MgTesl2Qex7FpGqUUniqgiXWvuus6zP8rimKeZ9HEuuetlILhjTFfu62sekEIIYQQ8kjmp6qjPF/n6pmmmed527ZQyShDAemMOsqIOqRpmue5ZEdgOWNMFEW7Y0Sqiry2bTtJEoyBBM/zfL6GuFEcAyb3PM9N06B0Bp4E8EhwPp9FOs/XOsrQymjOhzGe5x2fybeFjjIhhBBCyCN5rjrKy7IopeDaokbE+Xx2XbcoCj2x0HVdFEWWZZ2voGmIfvZKqdUY13W3YyCOZYzjOGJCL8uCqY6ITSOhgc58yDFjE9M0oyjSFTAiHJgUCOB2/4tKXugoE0IIIYQ8lvmp6ijLObVtW5ZlnudVVe3OfpumCWNQCGJ3zDzP6LeHMbs6FWOqqtodg4oWeIaQ7iHLsgzDUF/LUDRNsxs7HsexruuiKO6M+RR0lAkhhBBCHslzZZSfDeSYJdb8u9BRJoQQQgj5AtO0jNMyjDOWapjbfur6qe2ntp8aNVbdWLZD2Q51N+pi+Lkyyk8F5vatWgD+InSUCSGEEPIXgNaZ52Velmlexmnuh6kfL8uunxo11t2IZd2NRTMUzZDXfd4Med2nVR8XXVwoLKOii4ouzC9L+RdkbZB3QdYFWeenrZ+1XtomperHN631dBnlpwIl9H77LC7QUSaEEELIEwJFK8tpXqZpmebLPzi4XT+pYer6qeunuhurbqzaAcuiGbKqz+oey6RUUaF0RXvVtZdlAI2bXZY+lmnr68u09VbLrPOuavg6sl1vlbVx8U4oP2NGmexCR5kQQggh/85W147TLMthnOVfP879OLdqbNXYXJd1NxZNXzQDlnndp5VKyrd/kLP+WsW279Y3S2+1vqN0L+vb8TeWWzX8wbqXtnGp1PAmX5lRfhnoKBNCCCEEaQT5N07zMM3DeF2OsxomNUzdMMHHbdVUdZeIQt2NZTvkzZDVfV4Ped3ndZ+UKi5UXKi4VHGhwrzz1j7rdnlLcX60zC7rwd31712uzmGlvFf/wrzThTIzyi8DHWVCCCHkFdH/ck/TPE7LOM3jtAzTPEzQtZdld51bJv+qbijboWyGsh2QxM2qPq36tFRYwsGVDG6Q6fqv8ba+7N5y49F+2ov94fX1OXur9aT10tZNGn3pJpd1/5JFbpFLjoouLrq4VFgmpcqqPq1UVvdppYpm6PccZWaUnx06yoQQQsivoKcU3pIJ09yPsxqmth8hcLt+arqx1tK3COBihhlSClnVJ6VKsCxVXKzzuP7G4/xC1vYnfNkjru2t9U95ulC98g/RZPyLChUVl4BHWvVYZvVbDqRo+qod3xx0NTZqRDAaCWk1TP0w6R78NL+9vsv7p5qFGeUXgo4yIYQQ8lkuEYVrBrcfZ9VPCCeoYW7VWK/rJ1wU7UXX1n1aqbS6LJNSxaWKig5L0bjiVvpZd9F5yY7m21O9v+XpHlpuz/PD5epfkLVRoaKLxu3iQiUlvNvL7L2iGcp2qNrLsuqGVk2tGtt+aq8aV+pdqGEaxnzyvY0AACAASURBVHmc5unqyo/TfEvjfs/7hxnlV4GOMiGEkL/GNC+DllWQsglSAReuLRxcpG9TrX5CWqmk7PV5ZlC3F922qhGWXxzQe4r2vY+7k+Xd+qnZzvq/+7UfZog/yBkfzgTHRYfHAyyzutefJYpm0Cu1wb6Fou2Hi66FtEUNY8wXhIkrVu4zw4zyy0BHmRBCyPMj3t68LPhoux+nYZz7YVLDNX171VVlO+j1E7JK6ZoMujYu3pY7dXDfq7rdDOvO8lD9hB/xbg96tN77s323n9VV67XS3rztyy2KS5XqKYWq1xPPZTs0V+8WS7Fs9WSCXhNjmuf5fd2M/zfMKL8MdJQJIYR8L2+K50YthdU8M8knoA4u0rdZ3SOikFU9iidouhbzzN5mm4V5F6xq4l41X7CuhvuRJ7rnj36vp/uhX/ux0n1/Prp7LVpWV/9R8eZ5S0pB7jCkbd2NVTfgVWgv6dvLa9SP8zi9ex2n95XgZu2lJ0dgRvlloKNMCCF/nJXimaZ3bt/4vkZYP0yd5hS2akIMFG5i2QxFM1zSt1fHMX4/q0z3JgPNudzRtVp9XD2lsPVrf9i7PVozQVs22hyydzUTZCaZ7uPqE8ugcXXPOy7elRNOqz5fzTPrLvkEeOptP/bDW8+5YZolcas/wyzvl+SRMKP8MtBRJoSQl2bWcpmXjmXXCrjjtAzj3A+6gztJc4dtn95rl4d39ROuidtr37KrX/uuT+/XPNT7NQ1+rpbCvo97c94Y/rnX+XPYRE8mRO997jdde00m6PnmrO5LLf1cXR3c9pqQ7oYJDu5wrfU2zTu6lur2pWFG+WWgo0wIIb8FYgnj26yyS9MylJoSXXvpXnatg6vP5S8vpcGU3qf34kReZ5gF2VF/9IFe7Df5uDfq4IqPe9W4upvbQN2Knx3ll3sVFwozzNLqWgG36tNK5c27xDMCuKt5ZlLv4q1+wvWVnZCu3lQKo979yzCj/DLQUSaEkE8xa1mFbTIBrcu6fuqGqe2nVk3X6O2AOrjaPDOty8O1UlhS9pcsKT55z7sgXzug9+oVfLT+cW3af6mf8KXatx9mc/U6uDiEnlK42LcX/7tPSoW2cOKRl82l9nB9XaI6WHv5NyKDi394EXfrJ1DXkm+EGeWXgY4yIeRPIbVvp3kZp6W/VpuCj9vtdS8rmr686lqZXoZlKv0dbnR5QD+z+5naG/naI8uH177dpBTu+7tbvRvI3LJLSqFLq3cObl73euL5LX17ddbf7Nu9Lg/jtEzTPF8F7kQHlzwlzCi/DHSUCSEvxDS/69PbjzO8W4gn2LfXmftD1Y1F0+f1kNeX5bbLQ3LtN3upq5B3oVYrQCrg3vBBv1Iz4Xg295a/+4XatzfW98/tjnMcZF1cvD0VyMQyucNFM1y822sVi/fdyy7PJPBu+3HGPDM8tIzztcvDsiw/2euBkF+HGeWXgY4yIeTn0HOZ0sBsuOokNUzI3bbq4uPq9ROKps+bflU/QfRZ/NbloYukUphWS0Gq4f6Aj/svnu5O7duDuVv57rv9XGenrapGbGvfYj0uumvt20uNMD19WzS92LfX+glv3cv6dZeHt5SC7tMv9G4J+QhmlF8GOsqEEEFP385aFYVLLQWZZ3ZN4jbv6ydU7ZBrvbUuE8veJxN2quFeP4tf1Q7bd3OPeKhfy+Z+1EvskF97X+mu3Nx3ivZdBdx17dvrMikv4YSs3q+f0Fx784rLLn3LpH7C/Wq4VLeEPABmlF8GOsqEvC7vat9euznoSz272Y9z12MO04g6uJC2VXuponAJ4F4rWGVVH7+fVYb+BZflrZq42buauL+au71bM+FGHdz1v+StZsI7N/d6pVoW+XJbdF0bv/e/0808M6QU6nWXh7d/41syYT3D7DLP7L3SJYS8BMwovwx0lAn5LaBuRfFcPL9r/dRB82735plN1/oJl+WqfgLEWaR5k3r3Ml3biZe5XxP3tl97PF/72QzuMU9Xq5OgrXsr1Zu8E756MkG/M2+6VvO/Yd+iAm5aqfzawEyqs9XXcMKl+0avp28nSd++ebcbB3dhSoGQPwkzyi8DHWVCjqP/nEzzMk3vKuBKjlOSCZcqVNcKuLVWo6pqh+sUqB7derP39RNg3O77tbve7Y1+Zg/3a7/ez2yla6+1b9/WfS15HGTtpntZ91ZnrVQQuPBu8+ZSS6Ha69N7cdk39ROm6S13O83LNM+7Di6VLiHkszCj/DLQUSZ/B13ZIHF7dXDRmHeWufndXvcyWInl1cfNmyHTum1hahQKAiCJC/v2dj+zL3ion8vdPqz27drfvWjfznsfY9DNbEQ4Vl15s6rP6yHT6ieUb8mQsWqHRl16JsPH7fp3jnuvd3mQ+gnXXAp1LSHkeWBG+WWgo0xeBf3z66u0fXNw0T5APgdH/QS9e5neoTdv3irgwn1MqvezpvIuzPc7327Tt++927tZ2J+sn3Bkea/+w/2auFkbZG2Uv9WXkNJg1w69SCZo3cuai2tbq7HuBhTBlYR0d62A249zP14SC+O0TPP7PO5CB5cQ8j+EGeWXgY4yeQBvfXqvSdx+mNUwd9eOr10/NVo/2GuXh0FU16rLg6QUJKtwnW2mJHUa7Crd29r3c3UVrsvjnu5Bj/bA+r6vfH8JBzcWz/vNwe2zy/SyHq4t6ids07eYW3btrjxfUgparnqa3jK4k1Y/gbqWEEJWMKP8MtBRJlveVfvXHdxrBdx+mNv+oqI6LX1bXdO3RdOv6idI3VaZZxZr6dJIq6IQXt1cqS3wL97qT/u4H/cquy5X297o5tDqOQ3JKId5F79LKai0UrjJeIoom6Fqh0a91U8Q11ZpGvdtntml0cNbxnrr4C7UuIQQ8jMwo/wy0FH+HyC6dlUpTP6t5plJSuGtT+/7+gl5M6Tv6yckVb9bDTfSquHqzcz23dzbdRJu1b79XH3cW7UUDni363ztpn7Ctj5DeKP27VsFXK1SWFwqPc2c1wNKg5XtULZj2Q61eufgdv26e5leDXdVKexN417fCYQQQp4ZZpRfBjrKv8K8p2sv6md6N8NsnOZ+fJthBpuw6d7VTyjf1U9A+vZavbW42eXhoue0arjiZWp69L7/esSj/a56C5+pfavVTJAqCvo+MalO92uv3d3e6uC+VcAturRSWd3nzdt9li4P1zq41y4Pkr4dp1GrnyDq9lZNXDq4hBDyd2BG+WWgo/wF5vldFnOcF/1T7FX3sn6cEfFsr34h6ifIXP5t/QRI27dEqXiT7zO4KwdXr6uw48je92Jv+bLfX/v2slzVvr2vev11V953tYGlY1l8DSsnUiOsuiRxEXcW1xwpBekq1/ZT975iMR5Rtg7unX5mhBBCyEGYUX4Z/o6jLF7d/N7VG66pzcvs+2F+q6uKFTVJ7vOSUrjOMMPyXf2ESiXlW+IWpXBX/95q4moO7ntl+ZiaCV/0dG9WwN3patbc6fIg9SXiUqufUCrYt5hhdp1nNlRan95388zU1KpxVT9hlVIY36rh3qulQAghhDwGZpRfhpdwlOVT6WvxhEXm2g/TrLV7nbu37mWT+IUXB/farbdoBlRpza+1FJJSJZXCMi7Uyq/V1e37lEJ3qxrux9USjvm79z3az67fWd7xd/2s1fv0QuPqXXnRvUwccUkmlFcHt2rfqhHjRZF8gnTrHS6vqWhctPN4n0/gPDNCCCH/C5hRfhl+2lGWAO48L9P8lkyQuWVqkPpT7+onSBWFUqsRVjR93gxphb6y6q2T2SWl0MXSp/dGP7O72YDWXynFH/F0v7X27e11+QpuArxtdDKTyglvXR60GsOwb9+qWFwr4OrzzC5VFIZLVmFvntl8J6VAjUsIIeQvw4zyy/ChozxNiz4D6V36dtDrJ0x6/QS4iZcSCm+zoIas7qW7LFRaXK7nmUklgSDvtt16d3v27vmme3Vnj3m6H9e+/Uyd3f3jHs77orNDrFXATbX6CdC4l7t9vef1JX17eUWQTNAcXK2WwlXj4lWmriWEEEIeADPKL4PuKDdqLN87i4iKIjP6VimsfPvkPb7MpnrzLO/3dLjTw2ztoX6zp3vXo90kblfZg9U+g6zVr26l4zU/uw3zLtb69MZIKUiFivddHio9fduP3bVKsf5kgnlmWi2F+f08s/mtfoKWTyCEEELI88CM8ssgjvI8L2nV7yZuj9Y0+Jls7of7v5+v9Vd1G9Ze9d0KuHl3be5wrZ9Qb+ondIOeh77GEmZZ9lodXHQy26kRxlllhBBCyJ+BGeWXQRzleVniQu15qP+Ux933brX1+/98lIC47vO9Xyu69q0OrpZSuNRSuHSGe9end5DqbO/79I5tP6I371uKWvNudQdXah7vphQIIYQQQm7BjPLLsHKUV3mJ3X5m3nr9pupdO8Ra7dtLV97ikru9LLXsMpZ53Wsz+S71E+Tftn5CP0wX73ac+1WNsNtdHgA1LiGEEEIeADPKL4PuKKeV8qWf2dXN1dO3KA98TSa8S99KFWF9nlnxfp6Z3uWhUWOr3uonKK1+wnC7n9k0zXqnDzq4hBBCCHk5mFF+GfSqF20/wbiFj1s2l+pg9XWJuWXttR/Hbv0E8W6xPm9qKSycZ0YIIYSQPwwzyi+DXvUCcnY7z0yyCgsrhRFCCCGE/BvMKL8ML9GZjxBCCCHkf8PTZZTneR6vDMOAld39jOPY971Squ/7cRx393ZwzDAM98dsT3IYBux5GIZbl3lkzHF+ujMfIYQQQgjRea6M8jzPdV2HYRi8J89zXcJO01RVVRzH+K7v+1EU1XWtHw67kjFBEERRVFXVh2PKsrx/2sMw4AKFJEmUUqsxeZ7fH/NZ6CgTQgghhDyS58ooz/OcJIlpmlDuQpqmwzDImLIsXde1bTsMQ8hc0zQdxxHDdZ7nqqo8z9PHWJblOE5ZlqsxlmUFQaCPKYri1o0YhiFJEtu2HceJ4ziKItd1DcMIw1B08DiOSZJgV3Ecx3Hsuu75fA6CoO/7L99WOsqEEEIIIY/kuTLK0zRBYqZpWtd127ZN07Rtq+vLruugaJMk6bpuHMe2bX3fP5/PcRxDT3ddF4bhakwQBIZhRFGEvSmlMCaOYxkThiFU766ihUaHSi7LchiGYRjkOeNSu+06xrZtGYNbbBiGyPQvQEeZEEIIIeSRPFdGeZ7nOI5t275jneJ0Xddtmka2yrIMDi6+WJYlxtR1jTHTNOV5Do1b1zXsZGwi6nOapqIoMGZXkg7DEEUR1LY43H3fw9KOogiJaowJw1DGDMMAmR4EwcEY9BY6yoQQQgghj+S5MsriKEdRVBRFVVVVVfV9r59WmqamaXqeJ1EHRI0dxzEMA6mJPM8xpuu67Zgsy/B8YJqm67r6mKZpXNc1TTNN0+3p9X3v+75pmvojxTiOaZoahuG6rlJqHEff9w3DSJJEv640Tc/ns23bX04q01EmhBBCCHkkSAo8V0YZZjASxo7jBEFQliWMWChpwzB839cVZ1VVjuOcTidM+8uyDGNEBC/LUtc1ssJIPOd5bhiGLqYxxvO88/m86653XQcRnKapLpRxShDBwzDcEcqGYRwRyuM4ogqHvmyapizL7de55JJLLrnkkksuufyJZdd1WZY9i6O8LEvbtnme13VdlmWWZXBwEcaYpglC2TRN3/d7LUYMt/h8PkMow3XWxTQcZUy8y7IMYnrrOsNRXslcoes6z/NWfjMOJ27xMAye590SyqZpqgNCWerK6TRNUxSFIoQQQgghD6HrujRNnyWjvCwL5sNhfZqmpmls2z6fz4gFz/OMnMOuo2yaJoq7wS3edZRN0yyKQsZ4nte27XZMnufbc1NK3XGUPc/r+153lPULSZLkfD47jiPB5SP3QUcphaeF7bcIIYQQQsi3M44jwrrP4iiv6Pvedd3T6STz5/I8RzZDBO48z/ii7/v44nbCHybqWZYlyhiJE8ztkzEoWKFviK/jvmBOnszbw3eHYQjDEMHlaZrGccS8vTAMZcw4jqingTFfuxXMKBNCCCGEPJL5qeooD8PQdV3f97BmlVI4ufP5LHtDOkJKv/V9j/JwkKrQpm3bYgxKv2EMNK6UkGvbFjmK7Ri9qAUs9zzP0SYQgQ3XdVH6Tc4Q4ZDlWl4DdZ0xpu97qcD3L0q3Z9ULQgghhJAH8lx1lOu6Rh87ac7nOA6ahiitnQcKvdm27ft+GIaY9hcEgQQtMAbbrsaIDw2PGWM8z9PH6IXncHfEwJYKza7r6meYpqn4x0opeMyu6+JCtmO+AB1lQgghhJBHMj9VHeW+7+M49n0fVS88z0OduP59hTh4tJC2GAl3WR+DNh9RFH1qTBzHbdvKaU/ThArNMudvnue2bdM0xUlCLhdFsVLAmCOpj1l14f4CX3OUMWGzbVsswXb91rkhnaOUattWKYWY+MFDz/MM0x1H6fteQixHttXP/Gu3Dh9QrK73w13J9er3Ry+bfeSs5nnGDADZz51sOm4U9vnli30McmcORu0JIYSQl+a56igvyzKOI+SCqKvdc4K26K7saot/HwNvGCEK/VpES3Vdp5TaPcNpmj4c8ym+4ChjEqGnIU8gq3UJagtoVVgURZqmQRB4nuf7fpIkRVF8KDeHYajruigK/ehRFGVZVlWVPsNy95y7riuKIo5j2TZNU1TU/tTlo0X56nrvx8TxOYPv+6v7gzez/l3f95umufWyKqXk2rGfOz8OiOvIXdLz8U8FmmLiiuI4Vgfqt+DB8s6NIoQQQp6Z58ooPxWSzUA5ud8+na84ypgKeT6fTx+BRi36hlmWIedtGAb2cD6fz+czYid5nt+SrW3bor0itpVDoDoewi0o37HdFi3BPc9DMF02RJnqMAzbtj1+B1CSb3WlpmneUep936PO4GorRNvlpwVndecdjnqF+h5u9UVfrs9jGKbPUn0q9EARGvfEcXz/0QWf2OCDGjrQhBBCXpHnyig/FfM8wxb9rJH5Q3zBUV7JtfMN0NFQtur7Hm1fRB/r22Ldsqw0Tbd3BhMiRR9vt8V/MRty9W6T9Pn2uNgQJf+O68g8z3cfEu48bzRNAx28FcoyTxS3FCULd98bktjR7/yqEKEwX6t3i55+Qk2J5u2maeJZpaoq13Vt274TKJLnpfP5HATBE14UIYQQ8iHPlVF+NlBC77fP4sJnHeV5nlHgGQoMxl6apkmSrJZpmiqtM4uYptCmiCuAIAhs28a3bNteJVKGYUC5aEhDx3HCMJSjIAuO84Fw1J3d+dpjHDu3LCsMQxwUGQzZ8LiUzLJMF8pyYqJ6V0h17a1QloIqfd9HUYRd2bZd1/X2FVFKBUGw0uimae7+RKAZDQ5qWRb6qx+5ukfS932e5/r7pKqqLMukZeYWuainVf+EEELIhzxdRpnc4rOO8jiOaMd9Op0cx5FmJcuybJf6VmIno1Je13V4HadpgtkMAYRa0bqligyrHBFzHOUo0zTVde37/ukaw1j1bYmiSPQi2ozju0gti1FtWVZZlkfugO4oG4YhKRTbtnfN3b7v9TtmmqZsrmtrFNvGPvM83/7MNE0jrjPiK9iPXnZQPyhyF9uHh08xXfnwZxivhaDv4c62eGjUD3FrMMbIq3k6nYIgUEp9eG7Y/1M9nRJCCPnjMKP8MnzWUZaQwOkakEU/FBSEvrWfcRyrqkqSJAxDqOTVADxXYber3oeoOY35XruiEJMLxd/1fV/eISh9ja8HQbCKNMBvlnBwHMdH3lq6owyzVpzybfBjWRY5BGpySxxCd5RxmXKq2/QtfqKgpG3bzrJMHOitDsZcN8/zJMvxKedVaoPA343jOEmSLMuapum67laJkq7rMDKOYzzNohw4tl1VhlmuFTzati3LMk1TbFXXNaqgbE+pLMskSfTMD/Ll2P/WgcYJ1HWd5zk+QyiKomkapdQzzA0ghBDyl2FG+WX4lKMsD0CQaGEYlmWZ53kcx1EUxXGM6hO7LxAcQbR9WQ0YxzFNUwhl+L66lJGtUOtj+2ZCeFcsXsn6QAeLTZskyfaspEfj8cyr7iijBaPY4brwlTuGTjGGYURRVNe1uMsrR3kcxziOMcdxO/cOJQ4NwzAMA7W9y7KEakT5FP22IOyBC7csa7dx+i304ob6BETDMBzH8X0fBTS2L3Ge5/KsYllW0zS+7+MJwbKs1bTOcRxRihHWuG7PowrKanrlPM/6fVth2/Yqb4Npo6g1jvcVPm1AUcUsy47U1iCEEEJ+CGaUX4ZPOcrjOPq+L3oFnQL1OXbo+J2m6S25LEgFvaZp0jSF5hMV+KlLQL5CNJPofgho6KRbQnmaJrF4Vz3Gb7FylFFzEGrPdd3Vyfd9j9yIYRh4itAF30pYV1V1K30hM/NM08RcN9nz1oFG4vkLuQtkYOQc0Hcd6IoTkyb11xfPA6JcMT9SNtc7+yzX0DmOgniWHMW2bTwqeJ6nH2Ke5ziOXdeVjx3k7Yf9y2cFcNNRSQNvSIwBEv4Jw5DV5QghhPwWzCi/DJ9ylLuuW5Un28U0TXQivPNKSUlgUWDY6lOV2pZlmecZ1RJEZ4tkHIYhDEOoUsMwsizbbj5Nk0QUTNPUy3TcQneUbdvu+15y2+fzeWXuwtKGuERuQX/SWM3/U0qJal9paEkwS8dyxL6xK9/3dSXadZ2Etm9NMdwyDEMcx+LrR1FUVZX0RsHzDM4BUypXDxW6UIbSxYPBqo2IfhTbtpMkqetajlJVFVpUbmuYIA2iFz/BIdCzRoZJgRScAxIj2H/TNKhXLcb8c5bMI4QQ8r+HGeWX4bijDEmqlyczTRM9MoIg8H0fJqJegOKW6sWuVpobed9PfSY+TRPaf0CkomKGHHEYBtGdhmGkabq7BxlzPp93XecVuqNs27YUQob404UpLG3IMnQkGcdRr1yxUsO6steD2sMwIJqyqgeX57k42fIi6k8OqIlx8MWVmLhpmihmvJ2RmWWZbdvIYOi3GndAf2PcmhkpBUBwblsRL045pPDq/aBXXNlWvdDnbm5tb7widV3fyYITQgghD4AZ5ZfhuKMMBSa5T/RMgV8IlFJVVcGxO13TDrc6FzZNg2RzGIYoD4d9xnF88DPxcRyLokDRCanBvNKdcIuPOMqna7OPD4+7yihDaSmloPv1eHHf97gbyOyi/IIulLd2r+4cixKFQwzPWxeXUjAOtT7wdQl836myvEWvwYezvXXPy7LcnRKnZ5Tx/LC7ufRAuTVmeS+mV5XyENS+JZRlCuPpRjGQ5ZoFvzUPkhBCCHkAzCi/DJ9ylPVUcV3X2xdCnz8HW/SWUMPcvnEcMVevLEuRvGg/cf9MkNyQJAAKQayE0Uoof+go3xqzYuso45TCMISGk3hxWZZwfH3fR4j2vqO8XGvJrb4r6llPYC/XYsmr9IVS6gu5C9TckBp2n5WPq4yybdu7x22aRt4bCFuXe8idxCuiv81E426FMs5BPvFAf+/tztGjUSr67RYqIYQQQn4UZpRfhi905ruPLvXwEfxBFY7qEKdrBuOWwpumqWkazNY6XXuX7LaowAfxH2aU5YN4if/eZ+UoyzQy5FKkzNw8z8hdQBFK8eY7GWUMENNUqu/hzuzOzBMNLTMR9Wl/RwxyOXn9or5QFGLlKH946/CiYJrjaqmP8TxPV8N3HGU8q3xq/3c+9CCEEEJ+DmaUX4YvdOab5/mOttB9XIQZ9CQr4ge7G0oAGrWQd01NfPQv3uf9WYN6O8BbVS/GcZSo9GpK3C12HeVFe0JAshaBY9SOkKz2h44y7oOkOFBXGPtBvmLlmksqAyXYhmGQ+n0Hi3gs11DNvwjlVUbZcZzdd1RRFHIUJEasK7fWXdc9KJSnadKFMu7Yh/tnTJkQQsjjYUb5ZfiUo6yUapoGfShupSOUUlJHAmWGoY+l7EBRFKvGH0CfKeh53lbkDcOA8sAydS9JkjuSDklo6Wa3209E6ngg8nHkrbWbUQZJkqBkclEU8HrP75tjf+goL9dkM+zPNE3zPJd6yXVdrwYjkYz5gmEY1nWN2Wyf9Ur1dO+qLPGKWz/MK0d5d5i8HHjIwZsBcYhby1XC535GeRu9+HD/n62yQgghhPw7zCi/DMcdZTz9eJ4H/bfbYA8T7ESsRFEETdz3fZqmKGSLFhirFxGTySRNIRvqA6QHHuxSlBO+f86oWyybrKYJjuMo88YOzuRbbjvKyzWDi4yEGL16+OSIo6wnRlzX9TxPip3t6le54Y7jhGEIJfrZPiN6sbk73byRJq/rGqXu5OurjPItRxmT+SQf/AUr905Gebm+3Ofbnb0JIYSQZ4AZ5ZfhU47yyhFEq7mu67quQzviPM9d14X01PuxoVCapCAgc1EBFwV0UaMXVrHjOCvtDkUr+hv1y1AcF3vQl7o80uuFoQsG+jDjbNEUWmawHQwqrBxlXemKDoanC3Wue97zPN+vegGk657sB+2vd5Uf0hcyDPfweL0LOTHJWONBZSvKUaUOLTw8zyuKQv9JPJJRXpZF6ughNb57RZjluftbQ56mdoWydDfES1NV1fb2IvyDEPmHt4UQQgj5CZhRfhk+lVGepklXKpBE6HzmOA669IkruRJ2qGUmn5ujJbLej+10nVGXpqluJ6OShl50Gcd1b6C/4dCnTSrWYf+rVnOn6/TBg+8r3VHeWqfSTUPiHLpWW004u5WO0GsJy4FuvUySvpDByF181k9dmfroT962LR5I0KlbLg3no1/XkYzyovXihqyP41g/Stu2dV2naZqmaVEUTdOsrkICLadrpWTEwWUAWmfLExcammDPCP9UVZWmaZZlZVl2XceZfIQQQh4PM8ovw2erXqCzmq6JdUSgbKedITEcBAFsy+22kM5Zlm1DF/oH7h/ied5Km6Jbm979eKW5PyUr7wvltm1lruGqmhs44iij9sWq+MOd3LAedzldvfyDl6MjLaxFyOJByLZtedWkzMjqwo9klIFSKooi2aFlWbaG1ctSXAAAIABJREFUZVk4um3bW2MbjxDy2IPnpVVjkbqu8XLv7h8hcrzZtu9SQggh5AEwo/wyfLbqxbIs4zjWdR3HMfLKojygWuBE3ipDoZTCAw8MXQgv0zRd10XP5K1wFI/wVrWv1dL3/dXRpe6y53miwyCVgiAoiuJTtiKKvskeVrdumiaZTuf7/vZpASUssIc78+2KonAcR+4PWuXdOqWmaSTKDCF7MEayZRxH9JGG0796jTzPQ+hltRV+4OVVuOMoA2SdgyCQzxPkKNL5L4qitm23b6SiKPC4JXp39fCMmaNZlvm+j1i8vn98juH7fpqmeu9rQggh5GEwo/wyfLmO8jRNSqm6rvM8j+M4y7KqqrYN224dtG3bLMviOI7juCiKrutuvazQ1kmSxFfur0swegXkclmWMnj7yf4R2raVY0mBZB2kFOI43n0CKctSznnVdk4H0yIxMsuy+x1A8OiCwQgb/GOiYBxHxC3kNcrzHPnvWy9T27ZyAgenRY7jiLdQmqZyP2Wm4K07I69jkiRpmlZVte22vWj9cTASIM5x8F1KCCGE/BDMKL8MX3CUCSGEEELIl2FG+WX49s58hBBCCCHkDswovwx0lAkhhBBCHgkzyi8DHWVCCCGEkEfCjPLLQEeZEEIIIeSRMKP8MtBRJoQQQgh5JMwovwx0lAkhhBBCHgkzyi8DHWVCCCGEkEfCjPLLQEeZEEIIIeSRMKP8MtBRJoQQQgh5JMwovwx0lAkhhBBCHgkzyi8DHWVCCCGEkEfCjPLLQEeZEEIIIeSRMKP8MtBRJoQQQgh5JMwovwx0lAkhhBBCHgkzyi8DHWVCCCGEkEfCjPLLQEeZEEIIIeSRMKP8MtBRJoQQQgh5JMwovwx0lAkhhBBCHgkzyi8DHWVCCCGEkEfy1Bnl4crufoZhUEp1XaeUGoZh99SPjBnH8cMxK+Z57vseW/V9v3t6GNN13Z0xn4KOMiGEEELII3nejHJd157n2bbtOE6apuM46ied57l817Zt13WLotAPN01TURSrMatT2h3zob5XSkVRhPFYBkHQtq0+pu/7OI71Mb7vr8Z8FjrKhBBCCCGP5EkzykqpIAgMwzidTqfTKYqivu/ljLMsEw88y7IwDE3TNE1TdPA8z3meY0wURfoYOStcuW3bMiaKIoxJ0/TWmcuJQVKnaep53ul0chyn6zqMGYYhDEPDMBzH0cfYti1jvgAdZUIIIYSQR/KMGeVxHJMkcRwnSRLLss7ncxRFwzDgu03TuK5rWZZYyBCm5/M5DEPo6bZtPc+zLCvPc1jRwzBEUYQxSqllWbqu833fsqwsy2RMHMeGYQRBgDErpmmCRvc8T+zhpmksyzJNsyiKeZ5Fo7uuK2PatrUsyzAMjPnCPVnoKBNCCCGEPJZnzCjneW6aZhzHbds6jrNylLMsM01Tl6rLssAbtm27rmtc0mrMPM9lWSIFAV8Wzweu6zZNI2OqqsKYsiy3J9b3PezkOI7l0sZxjKII8noYhnEcodp3x3ieJ4r/s9BRJoQQQgh5JE+XUW7b1nVd3/f7vh+GwXGclaOcpqlpmr7v66ZvXdcYiYPC0/U8T8bM8wwr+nw+I1kBOe55nsQhZIxhGEmSbM+t73vf903T1L87jmOapufzGcmKcRx931/tAVb0+Xw2TXPXqz4CHWVCCCGEkEcCa/VZMsrjOAZBYFkWrFMIZTjKEMpIZRiGASUtG8IJPp1OeZ4Pw5CmKcboQrmuawjlLMuGYciyDBavLpQxg/B8Pu/eCyQ6DMNI01S+i1OCUFZK9X0vY2TDaZowxjCMI0J5GIb2Std1WKnruizLpmlWX+c617nOda5znetc5/pPrDdNgyTwU2SU8zy3bVvm0m0dZShOOMr69D7dUYbFu3KdV47yOI4S4diOueUod13neR5m+8kXxVF2HAcF5jBm5ShjzEFHGRXrVrRtW5bl9uuEEEIIIeQn6LouTdOnyChP04T5drZte57neR406+l0Qpi4rmtkGCCCO62CBBxlWNF6rKLVcsxwlC3LKssSheEwRjLK+piiKLZnqK4lL5Ik0fPH0O7IHw/DEAQBMspyNyGUUSvjyxnlYRiQwP7a5oQQQggh5FPIrLbfzyhP0xTHMcpcCKcrcIv1mhJN0+B0RT1LtQrMT1yNwYaisJE4cRxH1CfUM8boCltuitR9i6JI6jpjhp8UnpumCWPCMJQxUM/IY3y5ZB4zyoQQQgghj+S56igjcoCmdzBQbds+nU5BEMBOXq75B6jVruswzHEcXYZ2XYdZd2EYYoyeqYB+VUph1h3ahWAM9hzHsWjcqqo8z0PZDVHSUniu73vM0rNtG860PjtSxuR5fjqdLMvS3evPwqoXhBBCCCGP5BnrKAvjOG6rXsADt21b95tRTm41BtuuxujJZgQ2VmNWzU2Q0HAcBxpXai2Lz410clmWuvGMGYcyBt1GduMcx6GjTAghL8d85bdPhBDyFZ6xjrIABzcMw7Is9RbW8zx3XZckie/7qCW36l8tY9I0xZggCIqi0HeCMUopGeP7vjQokROQuLO6TsIbx7GqqjAMXdd1XTeKonbTm3ocx7quZUwYhtsxn4WOMiFfYxzHcRz5s0MezziOeZ6HYbj9A0QIeQmero7yU4EIh96U5Beho0zIF+i6Lo7jMAzruv7tcyF/jrZtHcdZVWoihLwQz5VRfipQzgIVMJ7Bi6KjTMhnkUKQ+AX326dD/hZ930dRZNv2tkkWIeRVeOqM8u+C8Ebbtk9yFXSUCfkU0kIIheL18ueEPABMNMfbj44yIS/KU2eUiQ4dZUI+BZoB4bebbdtIX1RVRWOPPAA8p9m2jXegVC8lhLwWzCi/DHSUCfkUkruwbdu2bcdxXNd1HEevg07Iz/G9jnLbtnme//u8cELIp2BG+WWgo0zIp1g5ytaVIAj4ITj5aVaO8j9mlPu+930f+/lye1dCyBdgRvlloKNMyKdYOcqQLLZtB0FAqUEewDc6yn3f4w3sOM5ffveyIjV5PMwovwx0lAn5FFtHGUsKZfIAvjejrJRC9QzXdf/muxfT6+M4TpKk67rfPh3yh2BG+WWgo0zIp4CjDH2sQ6FMHsM3OsoQypZl/VmhPE0Tnnv/vc0tIZ+CGeWXgY4yIZ9C/rJuHWVmlMlP870ZZTrK6GxgGIZt23me//bpkD8EM8ovAx1lQj7FMAzoGbTNKLPqBXkAtxzlaZo+W6RfMsqu6/7Ndy+EMsQKhTJ5JMwovwx0lAk5zjzPTdOgUMDKUWaPNPIAbmWUp2mqqsrzPN/3j3sfdJR1RzlJkr/5tEB+BWaUXwY6yoQcZ5qmLMscx7E3uK7L307kAew6ykgE4Y9ulmUHd6VnlP+mRhRHGc+6dV3/9hmRvwIzyi8DHWVCjoPcBT6oXTnK7CdMHsCtjDKKscAZPd5WXRxlx3HKsvyDfwj06IVt28efMQj5R5hRfhnoKBNyHPxZ3Za8YPqCPIxdR7nrujAM8cXjaq/rOtHcnuf9wcc8+YnGrTv+jEHIP8KM8stAR5mQ49xxlP+s1CCPZDejDDtZ3o0HhfI8z1VVya5s2/6D7149ekFHmTwSZpRfBjrKhBxnHMc4jukok19k6yh/LT+AiuDy7nUcp23bnz75Z4NCmfwWzCi/DHSUCTkOHWXyu2wdZQjlOI4/q/aGYYiiSN7DCEr+tdoX+jMG9AoFBnkMzCi/DHSUCTkOM8rk1/kuR1kp5Xne6s3819o4r36iPc/jH0TyGJhRfhnoKBNyHDrK5He5lVH+gqPctq11RXb419IXK0cZzx5lWfIHmfw0zCi/DHSUCTkOM8rk1/kuR7ltWz13gfW/6SjLrQOu66ZpSqVBfhRmlF8GOsqEHIeOMvldvjGjvHWUbdumoyw3lkqD/CjMKL8MdJQJOc6q6upqSUeZPAA6yt/I7qwDy7LCMPybrQrJw2BG+WWgo0zIcXRH2XEc6BUs6SiTB8CM8vdCR5n8Fswovwx0lAk5jigSfFhWFEWWZWmaQivTUSYPgI7yN7KbUYajTKVBfhRmlF8GOsqEHAeOsmEYjuPkeT7P8ziObds6jmOaJh1l8tMcySjHcXzkryQzyssNR9m2bTrKu4zjiE8wfvtE/g8wo/wy0FEm5Dj6n9WiKPDFrutc1zVNk44yeQAfOspxHB95YKOjvDCjfIB5nodh6Lqu6zr4lUmSdF1Hf+0fYUb5ZaCjTMhxVo4yvth1HR1l8hhWjrLv+13XreaYhmF4RO8yo7wwo3yAruuiKAqCIAgC13UxKyOKIv6u+0eYUX4Z6CgTchz5jNtxHDrKT4VSqqqqv2CIrhxlCOUsy0TnBUHQNM2H+6GjvDCj/BHzPJdlKe83uT++7/+1Z6pvhxnll4GOMiHHoaO85Rl+e+ABxnXdMAyHYfjt0/lBdh3laZrSNBXVe7APMzPKCzPKHwHXc/vJg+u6f+2t8u0wo/wy0FEm5Di7GeW2bf+mozzPc9u2RVHUdf27v5aHYZBSff9voby8d5Q9z2vbduUou64rT3F3oKO8vM8o61qQGWUAR3n7PsEb77fP7rVhRvlloKNMyHHoKOsopeI4hv125LP+n6Pve7wEjuP8v1+ClaPseV7TNNM0ZVmmS70jFeKYUV7eP/q6ruv7PjPKOhDK2/cJhfK/w4zyy0BHmZDjMKOs03Wd7/u4G3me/6IDpzvK/2+hvNx2lMXts207SZIP90NHeXkvlLMsE/eUGWVAR/nnYEb5ZaCjTMhxPnSU/5RQbtsWQtm27SiKfvHa/7KjjNyLnlHG390Pd8WM8nIVyvIT3TQNHWUduJ76Mxgzyt8FM8ovAx1lQo6zm1FWSuETW3wO/rtn+EjgKMussl+89j+bUXZdt67rVUaZjvJxVj/RTdMwo6xDR/nnYEb5ZaCjTMhxdh1l/K3Fn5Asy/7O39eu64IgQMYOiu23zkQp9Wcd5aqqJHohDvHXHOU/m1HGTzSEMh1lHWaUfw5mlF8GOsqEHGc3ozzPc9M0KMUfBMHfSV/ojjIyAL94Jh9mlPu+r+v6fyCjV44yhHKe58wof4G+78MwlEcO3VGm0ljoKP8kzCi/DHSUCTnOrqO8LEvXdZ7nIab8d/5+SEb5dx1l6Ylwx1EexzGKIs/zoih66b8gK0fZdd2iKIZhEEeZGeXj4BEXD3thGLZtS0d5BTPKPwczyi8DHWVCjrObUV6Wpe97CGXXdf+OJ/ckjrIePLiVUZZshuu6r56NWTnKEMp5njOj/FmmaSqKwnEc3LFhGOQhhBllQEf552BG+WWgo0zIcW45ykqpP+goP0lGeRiGMAxFKO86ykopy7JgOb+0ANo6ynme647y/YzyNE1y+cwo691G4MHVdU1HWYcZ5Z+DGeWXgY4yIcfZzSgvmqPsed7f8eSexFFWSiEgbtv2LaHcdZ1t2/8DR3kYBr0SHB7Y+r4/klFWSmVZluc5YvS6owxX1bKsXwyaP55hGFY/zrqjTKWx0FH+SZ43ozzP85HNp2n68KSPjJnn+bMXf2STL+z2FnSUCTkOHWWdJ8koK6XE6LollEUUvrqjXNe1PBXgctI07fv+w4zyPM/SlKQsy0VzlG3bDsMQcY40Tf+OQByGIYoiJKnKsoRbT0dZhxnln+PpMsrjONZ1ned5mqZ4pEbbz9UwpVRVVVmWYVhZltvfuVCW+pjtJHcZA3bHrJjnuW3boijkDFFG/s6YLMu2Yz4LHWVCjjOOY5qm+IPBjPKTOMpwi8UZ3c0oo5oBXqDXLbQ8TZNkkYHjOFmWQSjfzyhP0xTHsWEYlmXhGU9KhSC/gTfwnyrbAkcZz714eGBGeQUd5Z/juTLK+OXi+77v+0EQ4HEcH7XoPwld10VRZNu253m+77uua9t2FEX6n72u6+I4tq9N4TEGs2U/NWZ7hmVZep5n27bv+57nOY6z6gqL9+tqjP3PdVvpKBNyHOnsQEd5eZqMMvLH9x1lOIWvHr3o+x4Vu3VHOUmSruswx/RORhlCGWPw1sUERxE90mTx77yB6Sh/CDPKP8dzZZSHYSjLEi5y27ZVVXmeZxiG/hsBT5b48SjLsm3bPM8dxzEMQ5QoPnW1LMv3/aIoMMZ1XcMw0jSVMTCcZExRFBiTJMmtX9BN03ieh99uTdM0TSOPudLsqm1b/CWO4xhjkiQ5n8+WZf1LQyw6yoToTNPUdV3Xdbs/rXCUYavcyShjJ23b/r//1j6no7wrlKuq+h9klNu2xbRF3VHGXwSI4PuOMlJDuqMM28j3fZQTxt/svxNTvu8o/79/eA9CR/nneK6M8jzP4zjKSUzTlKapYRjn81k0In6N4qcFI2XWju/7MJVRlAdjcA5SK0pm8DRNA6O3KAoZA+l8K9MD/a1/5jXPM36FmaaJxJh0D/J9Xz4XwxQWSPAv/0jTUSZEmOe5qqogCMIw3H3+1HsF7zrKruumaZrneRAEQRD8vzXHq2SUdVfsdTPKeHPKrDtxlKMoqqoqiiLd8zviKEv0wvO8YRjw4YBpmv/vN60OHeUPYUb553i6jLIADQoXRA9jZVkGvStfwW8lmBB41kQ4TJ/VLr+5LMsqigLPB/hjKe8h/OxhjP6XVej7Hr+h9EcKUcae5/V9P45jEASGYeh3E2PO57Prul9uN0VHmRBBT1bohrEwTZMI5a2jbF1L20LNrMb8/1BKBUHw646yCOU7GeWiKF7dUcbfl5W3h3xgURTwg484yvKMJ0LZ932U2IOM/pePKF8LOsofQkf559Af4H8/o7xcJ/NhGhwskCAI2rbFmYnHrPu1y7JABJ9OJ2SFIabFYAaYg3w+n5HQyPMc6lZ/D8mYXXcdwh35ja1Qtm1bKTUMA8bov/5w2ufz2TCMI9Mv4Kyv6LquqqphGLbfIuSvoZRCBAvp/+3PhVJKCq/iRx4gPaUrFSwRyvq/0jSNCGXXdcuy/K3T0B3ltm1XA2SuGwYopX7lPP+R7Yw9LH3fT5JEMjD4ehzH283hnlqWhfe2uKf4wycfDqAn9l+g6zp5wEA5ahEuQRDAovrjoPLgNqOMT5B+++xeG9zbZ8koL8vS9z10tu/7tm0bhhEEQVVV2JV8JoWolmyFh8vz+QyhnKYpxuiuM9zi8/mMv4jiTOuuc9M0kpHYnps0v03TVL6Iw53PZ9u2u64bhgG56l2hbJrmEaE8DINSqntP0zRFUXSEkK6r6xofYeOzsO2Apmkw5RemXdd1+Jkqy1KKdulgzP+VqqrwGxV/OLMs+5XTWDleVVWtBsirJn/gf+U8/5G2bfWZfILneUEQyAca1rXc22rzpmlEFOJtKdXikBGSyXwotPwbl/ho6rrGx7mostdd7wkeHpqm+e0T/H3attXrdoujjJaQf+R98kPg3j5LRnlZlmmalFKYzFcUBR6+JW1831E+n8+oj5FlGcZ0G0fZMAyI6V1HGW4TPOPtuXV3HWVE7nRHeRW2xny+I9GLeZ7hkOnLruuqqsKj8/a7XHL5p5a7jrK+7LpOZk3BUcbX7zvKv35dP7SE9hKntizLXzmTXUdZHyMvqzjKz3D3PrvUfXH9Pea6rlRz0h3l1R5WjrI4hf+xd67QyutAFL7ySCQ2MhKJRSKRWCQSiUUikVgkEolFViKxyEpkr9ire82ZPJo+eJ2/I1j3nj+UNs1j8mVnBmtCEmVIDe/3+9uf9wWflzBRhjPw9jt8++f1eoXgx9Uokyh/wn1+4ycSAH2iRrkQ4uP//vtvsVjAxfSSYICK8XgMzRY1ylJ/DGd6NBodj8e4Rnk0GnnVwNfrFSPUcrnko91K7dRisUBb9GqUUaZNxMdbr1HurbfS7uXGkYr+Jgvg6C1FjTCpUZbmvcifsSzLmDv6kzXKkOf+VY3yaDSaTCYyC0mlRhnSeVwNkZjv93uvUS56jbLPDoeD2i7rNcqdWJZlPIP7fo0yokbwJniyFY4yRlWe62S0ilt5HnY+n8OZhntty6TwhUiACT1TUUbGkGU4s8qzg7fb7Xg8InrUrcz1RVaNxCI8/wdtMc/2sczlckEAO5RpVq191IveeqOho5kyqIXbL9jlIcnl3xn1QhHlzWbz2id4qcmB/pPjKN/K6J+4zy91lPM8RzAp1cbw1PRguJPrfp1RLzDNyYjgeZ4z6sU/5Sj3US/i5o210jvK7Q3dGW7eRxBlCEGQ7m673W42G4qx6CNyW2oymSC6E5KGAAOzDEbbyWSyWq1QRgWMu5WxlsfjsSwDFxzXIWOGjKwo9RtwypFyD2OW9K0hdEYZPAUYs9JV17WeKPf24Xa/3y+XS5ZlL1jOkSiHYDBmVheg/uNEGSPnx8ZRvt/v0Cj/SaKsLJEo438xVeG4DnPH/FPh4dQGUU+UXeuJ8jMMifDIVt6vUT6fz4vFYjQaYbk8GAxwJg9KLBZDzHY4+CgzmUxUmfP5LMuguaSU2e123BB8PB6oIMjpiqK43+9UTuMmrbWLxYJxOYoy5J4sg84syzSwnij/DXs8Htfr9XQ6vcahfJlh2T2bzSCjfPbPcf8nRJTBUDGASH8iRJT/vKP8IUTZCo2y6ygjmwYLfKmjTKKsNMrez0qizCUfXpwkyv+Ooyx3kHqi7LUQUe7jKLc0bul8ClGGD3E4HABit9stTmu6twVXg8Uul4v7W7fbTZbxJt+KlyF1Xq1W0nu+XC77/R5fwbEY90FUmTYsmTfTE+VX2v1+R2LFbmfr2+2G0Ier1ap9q/gcQ5RxDCUvGJcrNcpgqJhH5f3840T5vRplRZTdkROtiETZLfAV1i1Rvt1u6FnMJfkPEuV7mQ7MJcqz2exL20kDi7toIaL877STZ5gkyl06ym2iXtS1lDtuVgbrs/F4TN3F8349xXqi/GJDRK3pdIqD511dFjnSIMX5Swt9dBaMJi+QTlLMGiLK5/MZ7gU2c/j3XqP8yRplhHT4wxplRftSiDLDXCDN1uPxYNSLf0ejrIhyURTn8xkr3n9EWnC/34/H4+FwCO3XhYgyUjK9DLojOtlrfus19nFE+aMMg91isfiQwagnyi82RkKV+dLb26WMxq3CF361IQAijzu8YN6issJLlBETHZGD1UL3HyfKH65Rxtuxf0ijPJlM5vM5u0YDopxlGTDhdDrFYfeeKBfiJNJ4PG5zSv5bDJGk8bChfkGijBNZnL/W6/VroDtC1CmN67cbiLLUSn0fUX6eIZjx5whJe6L8Sns8HgAYEJojyG4nVyZRnkwmH7IGa2/YHebc/+znQrQZKj3caRISRrDJxWIhGcy/qVG+XC4yM9/HapQvlwvDDP8BjbK1drFY0H1pplE+n89YOUCMK4nyP+UoK6KMSkYdIjbru+/xiYalF5oQI4C5ZUiUsRFKtZUaA59nm80GPvqfmdqKnih/l/VE+cVGomyMWa/XXTVmpK0hCv0b6jqEGOdQ8myijCmB2YhcHzfP88PhADa5XC6lQ/ZvEmUsz/CCPocou40fkTRtmVEspXcwPdNzbrmJSbdmvV6j8qlxrEuUz+czLjWbzXDxnigX5a6RLZPzfVQD6NwQV8CWGWpCUkAuyVAGyZVeqU5BhO/hcPiXfJW/oFH+d6wnyi82SZQR57+Ty3LWxPj+N9R1t9sNI/JriDKCz/DYikuUEXkGBdShyX9TowwhClrdJ2uUQU9Jvis7Hbyl5XLZ7UGCliaJ8mq1oprWNNIon04njEJwlIui6DXK+CMcZcjY/gZxCJkU8zD5mlsGRNmUSTFwNHYwGLysyzMeyx9zlHui/DXWE+UXmyTKHa76uMrHQv9vTHUkylhzP9v7B17ClBAiyggRb8vc1PJW/zWijBlUtroPIcpeRxn/mqhRfjweiLv8guVZupEow1HGKsVtcu2JMh75er1mWfa3Z1uXKBdiWfXniXJRZmeM6ygkUc7zHI4yutILeocMXPiXfJVeo/xN1hPlV5rSKHdFlCXpBDP7nNm9jfEM1muIMuM2hojy/X6HWg6oWL67f1CjjGWDbHUfq1EGPWWByk7HiBAfpUNIJMqJGmVJlB+Ph4p6gQxc0+n0L7kmrt3vd9SJIsrIuvBPEeXZbOY9Ba6Icp7nWZa9kijfbjemj/hLrbEnyt9kPVF+sT1Do3y73eDA0WVhGsivthdrlGWiYy9RhqMMbLnZbGQN/4NE+Xa7bbdban8/hyi7zg2JsknQKEO4yd50Op0+pCtJjTIc5ZYaZTjNLlE+n8/H4xFO83K5fMezvsiYwhrpCfHHf4coS42yincp7b1EmavWv+co9xrlr7GeKL/YnkGUEdJI8qRIlO4vshdrlOEow1cIEWUqGtVS5F/TKOd5fjweef797URZAuOQ9IL3Ge90IFh8g19HlOlJu19n895ut0hBR6JcCI3y+Xze7/eDwWAwGPxtR5k+n5Sr/Zsa5el06l0Tvp0os53/PUe5J8pfYz1RfrE9Q6Msg5oRm33OBN/YXqxRriTK0GYgtMhut1O3+k8RZURQBk7+NKLcUqOMkOT0Oz+QKDfTKENNgbXccrmEPjJElA+Hw2Aw+PNEGfENh8Oh5Kn/DlEuhEZ5Op0ej0dvU1eOMobllxHl4/H4Jx1l7AMboZXqifLnWk+UX2lP0iifTicVUVXuJH6vvV6jHCfK3KiVR39g/5pG+Xg8MmPiJxDlrjTKj8djv99Td/GNRNmrUWZGWJSfTqdYWns1yiDKw+HwbxNlxDZBHc7ncx5l+zc1ypPJ5HA4uM4VegTlAa8nymy3f8lRljH7e6L8BdYT5RfbMzTKHO7/KlE2n6FRBpMbDAauo/yvEWWuzT6QKLfRKON0FzPefSZRNvU1ynKJjmJcDJAoI1qtMeZ4PO52uz+vUYYL6EZ7/HeIstQoTyYTb6ZYOtPWWkxYL9Yo88TwX3KUIVBmb+3SUe6J8jOsJ8qvNMgEn02U1dmU77VP0yg3IMp/VaP8aURZAuM2GmWp9vlSokxPWn73fr9TdyHLS40y1vBElLouAAAgAElEQVTD4XC320Fi9LeJ8v1+52lUGe3x39Qo4wi461wxihlyVj8ej1cS5cfjwXPqf8lRRlxC2R97ovzR1hPlVxogEOezrlZ9f54o47k+hyiPx+OeKH8sUW6jUb5er+PxWNLZw+FwvV5vt9vb5x3J9upqlPM8BzB2CzPhiAxuAK/6bxNlOCuoB+kj/jtEuRAa5fF47HWucOYMPQvs4MUa5dVq9VcdZTl+9hrlj7aeKL/MHo+HjE3Ra5Qrrdcof6x9GlHmbbTUKMsFD0kPHMe3azAQLp2Oci2Ncogow1HGc10uFzhA0+kU48nfJsrs76o7/5saZYS8dLvG7XaDSwdP+vVEWe7B/oFJDdYT5S+znii/zJDuSy4ie41y3HqN8sfaJxPlNhplEmU+GgNFv53RyIOGXo2y9IBTiDKaOokyU6CxwN8myrfbDXUyGo1k0/13iLIMGQ5lhdvCEerHWksR84s1yjIG5Z/xVfI8x/KD40yvUf5o64nyy4x5cZ9NlHuNcuOf6zXKifZpRFkC4zYaZbkAkJ/ore+devI8R6AuTKuKKEufPp0oS40yz/PxX/82Ub5er/P5HGRUjpb/pkbZWrter93nvV6vOAaKsBhFUbyYKHM12BPlFOuJ8lOsJ8ovM+4icTLrNcpx6zXKH2ufTJTdVDuJGmU0AOuzT3CUSZSto1FGi51MJnwpDTTKRVGoMn+eKIOM/rNEuRAaZfhq7vMymxUCLRflsPwaovx4PDiu/iVHmUSZ3bDXKH+09UT5ZfYyomx6jXIj6zXK6fZpRJm3Ya1Vr6ZI1ihfLhcZQdklyu91m0CUMbO6GmVr7Xw+Z2TWBhplrOT/QaI8Go0UUf4HNcrGmOVy6T7v5XKBYnA2m6GD90S5vfVE+cusJ8ovM0mUba9RTrBeo/yx9rFE2QvGEjXKl8tFPpTErh3u/zS2iEYZLRbnDtOJMp6LjnIhYtb+I0S51yhTo2yMWSwW7vNeLheohGezGUbgV2qUSZRhf8ZX6TXKX2Y9UX6Z9RrluvZFGmVMHi6J7DXKLzCpUbbWjsdjJVNO1ChXEuWP1ShzacfZt4FGuRDpu/8potxrlCNE+XQ6YWRjlu+eKLe3nih/mfVE+WXWa5TrmtIoN4jPdb/f0yPgttEoI0XwYrGAH9MT5VeaJMr4VDLlRI1yiCh/iKMc1yijTcqMJPK7iRplQlY+9Xw+/4QY0s+wXqNcVGmUkeUbsf+Z5bvXKLe3XqP8ZdYT5ZdZr1Gua0qj7M2wGrHb7bbdbufz+W63S6nnNkSZN8wIgD1RfplJjTIMMzqtlkZZ+dyd99bGFtEos/5RAHRQTpQpGmUYivFfR6PRfD73tvZvt16jXEmUsf5HM1ssFtiokUT5BY5yhCg/Ho/7/Z5l2e12+y4fpifKX2Y9UX6Z9XGU65oiytvttpanAk8Cm8tuyDDXFFHebDZq5IpolGHgBNi+74nyyyydKJu/q1FGlz8ej7hn5SgnapSLolgul4PBQJaBy/iOJ36u9RrlSo0yHGVEFl8sFug4n6NRzrJstVrNZrPVavVdb6rXKH+Z9UT5ZYa56gVE+a9qlFerVS3AA+o5GAxms5kbMsz7c5Ior9dr9XYqiXKe57vdTupc1+v1n+xcn0aUOZXifryOMu8z4ih/r0bZJcqy9SZqlIuikF3AlErl6XT6Oc34er2ez+csy1reUq9RTiHKXJvxX0GUMQyu1+ssy1L6RcrLQtq/0+nEphshyhiN8ffRaKQ2kT7ceqL8ZdYT5ZcZAAZnoA4ZlUuUR6PRbrf79p6iiPJisag1GtKZm81mKV+URBkjl+LQEY0yTO5Ucov8u1BHon01UQ5tL5AoIyaxlJt/gqNcqVEGUUYBRQcTNcpF6SjLMh9FlK/X63q9Ho/Hq9UqZZsoYr1GuajSKKus6Wj/clgejUaMhhGyPM9Pp5N0f0OGJOrIlY2/RDTK7K0mkGbok63XKH+Z9UT5ZYYdqxcQZXxOp9MX5Bd9qimN8nQ6TQHDMMASEuV0R5k4bbFYqJ+rJMqPxwMb4nwX3K/8Y/ZpRJm3AYtrlEPzOokyQq3JXNafr1GGt8ehQDW8dI2yS5ThKH/IHIGnHgwGk8mkZbzIkEb5fD5To/xd7lddqyTKeZ5vt1v8K4WCJMpsIbvdLvQTuMJ4PE7Z5NztdoPBYDAYzOdzfj1ElLk8RuPviTKsJ8pPsZ4ov8zO5zMjiNlnapQJlb/9CI5EF2CW6a7/+XyG0KUxUXZJSaVGuSiKLMskuqtLwb/FvpcoK69IXQcPBaaFZW3n+z+NjW6NtXa9Xns1yufzWSlKYY01ymSr73hibY/H43g84qmn02lLRzmkUUbyIDTpP9l5aZUaZTrKVqjIZChMWGSiwb4Hll7r9Tp+P3CUh8PhYrHAXyQ2Nr81ylIo9b1EmdXYa5Q/2nqi/BpDnB3JR59KlP+Go6w0ytba4/GY2Fah5jTG1HWU6XkwZassECfKRVHc73fMvvS20yn4F9mnEWVOpbZKo4x53TuJZFlGR/l4PLr7P2/XKMNrgTbUq1GWRFm6Duka5dVqJWvyc4jy/X4/Ho+UpWJh1uauQhplrHXfu/Z7jdUlyqhtRZQh8/NeX7qDWGpGboacgo7y4/FQfdB1lG2vUf5tPVF+ivVE+WUm1avdMiovUQ7paF9miN3T5gEVUbbWprdVHNYmM2tAlCeTiVpDVmqUi6K43+9S5Tmbzb5dAOO1rybKbjwTWJZlpJU4UM8O9QmOMiZXa+14PN7tdhT5eIky4h/zu+kaZUJr+eyfQJSVJnsymdSNF6kspFG+3W549VgPN4jdfr/f376uSLRKjTKJMkW07rAccZSlkifuKEMMDUcZ0os8z1WeyL9HlNkNe43yR1tPlF9jlMz+O0T5eDzO53M3dkS6SY0y7JVEGTlH5M8lEmUZifavQilJlKWj9pabSdco425DJyzhKJvywB92+fHF4XDYpiV3YtfrFbgXPqLMomdKjTK95/l8LlcL6RplrjA/jSjjnKJ83s1m0+YAQEijfL/ft9stHOW6/gbWV4vFoqUs5DWmiLKrE0shyliVeffNJDWoJMqbzQaaHxLlPM9lFJpeo5xiPVF+ivVE+TX2eDw2m42CcM/QKEty9kZHGWF9MIo11h68lygDgXiJctxRlnMDfJrEe/4ik0QZy783RiSsRZStExGCRkd5MpkghQGjYgP5vNdRzrIMwgOc00WIAKVRxh/dNp+uUeYVZLFPIMpYm8nxrW68SGUhjbKKLlLrpW+32+FwiGVV4xt7mUmNMrqwUiWlaJRNII9pUZMobzYbHtqjoyzfuOk1ygnWE+WnWE+UX2NMRfFUoiznv2c4yuntBGMchsjGcEVplE0LolwrjjLfkYqC3IAoRwR8X20kyuPxeDqdjkYjPOlbXMl0jTIZqtfB4ikuxloGxEUMBDdc4IsN51Nx/3CUXY0y3dxEouxqlNnIP5Aoy30za+1sNmsjUw5plHGeBKNHqKmEbL1eI26DSiH+maaIMpqNbOReokxpCr9oA5mVQA0GgwGKxR3l7XZblyj3GmXXeqL8FOuJ8mssz3OZv5oDR4dEmV4LJ/sOHWWEgj+fz4nTBmGA67WkW1dEOfHcD4kyWVqIKCdqlE25QZx4z19kXJtNJpPFYoGow+v1+i2x8OoS5VDOETjKOChGd4HS2Pl8/sbJGN7bdDrFTneWZXSUJVEGFLfOKdJ0jXLhhFL+EI2yJMq0+XzeZh3uJcqFWDLVjRAH/cBwOPwKR7n4rVGOOMpWaJSLMoKTUqm5F29MlL0aZcyYvIe/QZT5aL1G+aOtJ8qvMQRDUCynW6IMOLTf7yupZwO7XC6z2QzOUEpryfMcPkdLR7m9RtmUu+2VI2knRBnJ+STq+4pN2LpGojydTtfrNbZi3xULr5ZGOTKtIoAu3CN60vQJKhMrPNVkLhuwbcbooK8AR1lSZ349XaNclFj0A4myypvIp252wZBGuShHHhNNT+M1YMLBYPAVvb4ZUS7EGiOFKCdqlL1EWZ29kQcheo2y13qi/BTrifJrTOWvtk/QKGN8OZ1O6IEdOsoIX4ph0Z1WvQZH+ROIMmf6Si+nE41yURSPx+NyueDcFbztxHv+IpNrs91uR+fsLbHw0okyC3i9Hy6upIiZriea0Lv8ReRIo3A2z3Pyb+lDwPnD3UpHOV2jXJTeniz2CURZ9mjeWJsjpHGiTLX6HybKSqNsnKiCXo1yIaruSUTZ1SjDBoMBlWx/gyjz6XqN8kdbT5SfbY/H4/F4qPzVTyLK8/n8dDphbOqWKB8OByKHlA4oiXLjcAFuNI9EoszjOCQliKgVv41OiDJvgKjmTzrKJMrz+fxwOKBa3hXio65G2TutqnQebORYHcFneuNQ6eZIc4ny6XSSbr18F+ka5SJAlN8eGk+mxuiWKLvnULlEb0aUv+gwnyLKSqXWCVFuo1FW4/9wOFSOsi01ypfLBVNtlxX0NOuJ8pdZT5SfamCxm80G2/GK5XSrUUbmz+PxuFqtoFfuliiH+FPoKzJWfINYwjz+aGoS5dvttt/v5a+TisV5ZycaZd689LrSn/pbjGszbGKg3iJJ755qdYmy11FGe7Pl+Ut2TEz2tgzr8V5HGTMrHI72RNkGNMouUX5j7D8YszWpm29JlL1xlIumRBnjAxzlryDKxW+NMkxq8UMaZT7pk4iyV6OMf+LAq4jybrfbbDbb7fYtxyTqWq9R/jLribLXwIDbVwsmMzmyfylRhqOMn0gkypiwjTGDwaDBZMa5SgKPFKIsWbKs7coM2N0SZYRi/dtEeTAYLBaL4/HIJhd3lFsmoAlZJxplLpOwCuJ7v9/vUNEoB/rFluc5PAmSOVJPSZTZhsG/+fVaGuXdbqfKwGV848yLTq3uv6Wj3LlGebPZ4N6+VKNsy4iWrNJP0ygroizvnBGlWuZrfI31RPnLrCfKrmFOms/n7QN7MVW9dcw8QaMsiXLnGmUS5RTnXhJlDF51fxQ7y2qNkdJW6aGq2p5MJnGZclca5aIkyvS205/6Wyy0Ngu9aARtWC6Xq9Wq82M3nWiUyWLH47FaUIE0G2PeOPtIoowWdbvdcGOSrcI1MaVQRH49XaMsV4wkeW90lKXuQt3/8zTKbvyTSmOlfQtRVhplGFRqeNefplH2EmXVnr/Cn/lojfLj8cjzPM/ziJYF//SaMq+8csh6ouwaptW6o6TX6CgrQmO/jShTozwej0MZgKXlec6g9MPhsIH0Qq4x+JlCC+goq9pOdJR7opxiXqIcyTki63a5XHa7PdqJRhnR1tBOlCuvxMEd3nm6kShz/YblK08CSKJsnEw3tTTKRYn3FLt917MzLp4aDczTNMp0wmoR5dVqRSb6Fb3eS5RlnMe3a5TV3qBXo6za81f4Mx9KlCFbXK1W8/l8sVgsl8vD4eD6KJfLZbPZLBYLFNtsNq6o8XK5bLfbeJksy1SZyhP3eZ6DBc7n8/l8vlwu9/u9ukOMjCyzWCzabwX2RNm18/mMIWA8HrcMCBUiyhw4vkujbEuxb6V/L2HAcDh8MVH2wqd0osxv9RrlkLka5bj0AmsMulzdpsLpRKOM2HA4uKaa9263G41GyCLxruR80lFmi5LqCyiLahFlG9AoF0Wx2+3gtZDkvZEoo/69o+iTNMoYt+uyEgy88Oe+gigXPo2ytZZxHr9Co6xm1a/wZ1yN8vuJMoUyPz8/g8Hg5+fnv//+GwwGKtMSGMnPz89oNMLr+fn5QT/kA8Aj+fn5sdaqMryOKmOtxTUj7+9+v0PehDkYXRR3SPTCgVKW+fn5mc/nLfPdf8UK7JVG/tQ+rZo8cOCufZ9NlLfb7eVySc8SEjFKLxId5ev1iluyHRFlWE+UP8RcouzVetKu16ucMr3TamPrRKN8Op1sGeFBNW8KZJfL5XsdZcX2oONHi0VgLyiqsU6WY1ctjXJRFPv9XpYxbyXKLvWUd/UMjXKWZXjj6Y7y4/EgUa6rUb5er4iBXe8BWpuXKBtx7vmLNMoc57/Cn3GJ8mKxeDNRvl6vu91uv9+fTqfT6QR3E74yD20gfTl808vlkuc5/N3//vuP3ir6Fd4iy0yn05+fn8ViwTIYj5BBNM9zxKuPeLSPx+NwOKC+EMHqdrtx54sd+Hg8oh2gzP1+3+12cP3bLKF6ouya3KhteRb1vRrlyWQynU7H4/F2u20zwSuiDPUFwvGEviI1J+aFGmUVK0N+vdcod2h1NcqybkP8qbF1olE+n88hRxlEE5jwjY6y0igXJVHmyg2SPJAq5SjzcK0tjz3RyfA6ykyFTZL3RqLs3SPiWPQMjXIbomxrapSx/LbWtmReDcyrUTZlyPCi1yg/zdBP8bzT6XS1WnV12600ygoLjcfj//7777///ttut/gnzGryGMfj8cCIw/l1v9+rnol2ZsQePaSccoWKRZvxnRHh/WD2pbeNP2IEBMMAD4C3zZH6fr9Pp1N8sfEQ1hNl1yR/ahlA9F0aZf7isMwS0jITBDXKvP94clfmbrCv1SgzK55b2z1RTjFowHa7XbzB1NUoK6Lc/pistE40yqfTKSS9wKt8u6OsNMpFecptPB5zrxwn/PAupO8CxxdPx0xANqxRVnvr5jOIMrz//X6PZzFP0yiDKJuXaJRJr73rt6fas4kyonqzWK9RpkmijIrt6p47i3pxu91GoxGIMudd3PR0OpXbH8iZORgM4E9jQT+ZTDgKg7ShDAav3W7nloEfE9qOAczGKCxjEq3Xa2g2siyjT7xcLvlFLEp+fn6Ms9VYqza+YgX2SrtcLux74/G4zdT4Yo0yBKMEG5IQyIhXdU0SZV4znjWUWcQaO8peolw5KW42G+sz05FGGRqDP6xRxvkwY8xqtYrwrQYa5ecRZUov+KlaJns0m677aJIoq14JRxkD+CcQZeVwyFnWS5SxaYnetFgsIBZnbXg1yuRE7MJv1yhjirzdbnDi7TOJMgafNhrlWo4yfqtucpNOzNUoK6LMnTHJyFM0yoyryOv3RJkmiXK3g2FncZTBxn5+fjjq5XmOtaCCZKBiAM+QEaOMcpShbMbVsCqSjnIhVMvefXys9TEKS0d5tVpB6JxlGQCzcrXpKA8GgxRH+fF43EvL8xz/cblcDofD7XZTf/+X/5v0lO5gg+vgE5gqRJQRKqv9PWMWBBza7/c8NSVHwNVqdb1eI9e5Xq848Lrf71kSnzgLq66JU/be+wHWkkQZZ2drPRfT8nEENMbs9/vb7SbvTf3uarVS9cx7wPGm0HfzPL9cLkrHiYmZZS6XC2dWjAmh+7/dbnDZ4XGqVtHmXT/7v0lPIR4L1dV+v8fifz6fo8mhWnC8OFK3nDI7rBPIi40wtEyWUfsho9HofD7fhaEMHWU8OK+PKGyYvzEavP69XK9XuB1cw7D2YCicZRmVV2h4/C7642q1kjtO8IpUf4fRcUHh8Xj8lmeXXWm5XGZZdr1ewdHxKnHqvW5byktVJJRUqt1y3MZeceJ9yvBw2ApOuR+cInWb5SvrVo6WpgylfL/fr9cro5jhTBdHQtA9NiT4P/L6FNDzym4Z+d/MB4nBB7/uEmUMHfffvV7e/263+3B/Js9z9lPr7Fu2tG6I8vl8hs86n8/pE+elkkY6yqTF//33H96NS51dRxmDiwwwJImyV7fEsETSCb4Lony5XG63m1smLx3l4XCY4ihnWXY8Hg+Hw1HY4XDY7XbHj7TD4bBer6fT6XQ6Xa/X6s6fZ4wbb8rzfM2us9vtVH44xTiR/rf9Da/Xa0wbqCjGZZMGqBy6wuFw2Gw2HK83m428MbwIdU04i6fTyb0aE+NxIFuv196SEYN4TlYXPNfIVw6Hw3w+d6uaN7zZbCJfx21z5LXWjsdjRMhBAbxQeCHL5TJ+J4TTEI5/iy2XS9C72WwWaflcCMkmB+fMWx7b5Vx8QrDRldGRsoJdyfbGHk1zH40XwXaB/CfwS8zfkU70VOMCON6ikE6cxdB0pR6JjjLrCgtIdR0quNj7Ii/32bZYLNDYENv+dDrtdjuKsxvfFasFAdHkP3EwhIIlceziwGuMmc1mKd86nU5UCWNEbfYszQytRc1QpjyFcjqdZKubzWZyJJTZoKy1qkefTqfD4cCTpt52eyoN/8sfMmUIF6aOkveGgReHzdx/rZwjPsQwVeGGuw2X2QFRJtlVyWzhcYIWS48TRHkwGOD8HJxg9d1jqdUDYSJRlpu83Bn3bj1g4eUSZdwS5HQkypJJ50J60XjL5pM1yvcyGIit2rXp1qhoxODVuL2dz2dXZcvP12iU+Vl5YJ/hsbBpq5rEsYx6Qd83Ir3I8xwOK5+0sfRCPcWxSqPM3BBubdfVKMNWqxUbQC2NMvc0v0t6wQgP8siEa8fP1iirltleo2zKmF9tME0by39rlCPFoNCA84c/3u93uizwP/giQhrloigOhwMIH6uOR3pebOhKUiPOg/XP1ijXlV400CgjQFCoWT7VnqdRfjwePA9KcyVDQL/4X6lRBrK83+9SemF+a5Txjtxx/mP9GWmSoHfr27Qlytie/vn58frvoMVKW4wQOZxfqVHmdMuAFcyOC42yOhQIhzukpmI0x+VyKadkzCs8zMdze9KZhmJysVg09rc+WaOci1iD3ep44sYz8qadRhmup5ducuDoZN71xlFW62zZurwmJV+qj6ANu9Qh5CijubL88IVxlDvUKJNPsN7+hTjKcJRVbErX2sRRfoFGuVkcZU7SrqNsrf3AOMqhYqakpDzzJwMGHw4Hjg8moFEuigL+tOwLienrOzc36kiWZViy/oE4yh+iUR6Px9PplGtFN+pFehxlfGsymajRW3qEOPQ1mUw4zrB5w0COuVOKmbTXKFdac6KM12bLdZ53pGOANjri6EUy9NvxeMSLkWWwJGVgF2qbeJ8MajGbzdgNkJGEikmsROVETgSCZkHmLVNgIC8Ggtw1qtKi+AaiXAlROjdFlBtPjWwMNsA4OyTKDA/Xnihba1VyMuBAeTUTJco4L8t7aEaUm8VR7pAo21Jh3Iwof2nUi8ZEuVYc5c6JMtkSrGUcZfXgnxP1wmV7bjHAGrga+CMdZesQZRMID1cUxX6/J1HG44/H41p7xMCKEHw3eGTas4nye+MoQ4mLZ3kjUUaOMyanbEOUGURfjcNYVEOHjeBjKIM3SKLM+QUHTuCjg7wM/1Yc5c8iyjiHhDAXWDYhvux0Ot1ut+j59FZBnmazGaYBsGGuy/Fssozqq/fyzB9am7cMWqf0eiFThiJ5NptB36lQMctYa1lGBYxrYJ9MlO/i2OwfI8p0oTohNDiVMhRxlNU629Yhynhq2Sq4spfXjBBlOsocyORkhvOjlVNCA6L8eDw6Icpy5PUS5T8cR/lwOGCynM1mker6qDjKWZapmIDdxlH+EKLsxlF2DRuhqGfm+goRZRSLOMpqY6ouNYBKFZ2lzUAHFe+wjHpRCEf5u+IoY7Y9Ho+yGt9IlNV6/nQ64XRjZRxl1j8bhnKUMYaoQRj76jgrIsvA92Xz5jXJpI/HIxS9PVGutOZEGbQYCfmUScqLs7Sj0Qglf35+EH1WBVJVZdCkVBlsFTEFoCrDKHI45Yq/nM9nwCrcmBc3qjJYtrb0tD6ZKJNCdb7qihv5U4O5QV3nNUSZQVJxgsRLVVOIMnPpGRF6GVOv4qymKVHGes8kZOxsFkf5GRpl1tu/QJSPZXg4TH4hgohiH6JRpsqTb7zzOMrmwzTKEaJMYEydXjONskuUvWH1QkbM0X6eeqNGuXEcZXd8Q1BhuHSbzYY1yd96F1HmQHc8Hhlsuw1RRuwBRRzk3AG/i4tbNA9JlOUnqgWjx7AqjjLu88V5WxrYJxJlhEW7+cy91P1+z7IMMWhCP5Re5nK5IP6X/CfMx2hb8p+gbcdXQm9alumkU30yUUY0LvbDl3nzX6dRlkT5fD5jnSZ/y9bUKJsyVlHxm1HJayYSZftbo3w6nTDeTafT+AvtNcpvMTrKxhgZGkjZR2mU5aRrnqNRHn1GCusUokzXp5Ioc0nsvZSXKKe7IEhba0si0NJR/iKNsi1lBuqRqV6DcQBhV3qvRhlxPyJEWQUSwHYBG0YKUWZDQrp1mX39fr9TMqQKo9Vx0RUhyrQI+wPHRAi5J1dtzD6RKH+UcU/2jWOutM8kyhC3IVKVeXfUi8Y96i1E+Xw+Q2qmfjFRoyxXCMDA3RJlRM8Y+tI6uA/Va5Rfb3CUbRkNzfuK0STwdtbr9fl8fq9GGURZtpNmUS9sQKMMn8+UiRjeMlqma5QlUcYfu9Io1xoMGUAQR4M+kyhTSVWpUc6ybL1er9fr0KAnNcoYimXJx+PBV2DKeMBF2ZXeS5Q50JEoV2qUYYiXz1FOCjPiRBkrcJZBjAvoUd3yqBYsQio1yqjbEFaDUwFn2o3sFLI8zyFoRDaAVjUu7oTalU8hyh9lcJSR/eHd91IUn0qUCd1pb9QoN856WKlRfgZRvlwu9HXkCFKXKFNA34woKx9XEmU6yp0T5UqNcvxMYa9RLtKIMuJgjkYjkCRMPx+rUVYxW0x9jfK9zDmCWe0tE9DrNcpc07LeaunQeFKiPVF+kkYZYaOMLw82iTJ8uCzLGGE94tZIoqzCyBZFIWO005nD+odxOT+BKA8DUS9cRxmrMsxxUqImabF3KCZRZq+8XC5xoow3Fdcow+BMu00aKxmWSfckmV1FLX4aG8YTNoaeKH+BfSZRVtFn7Ps0ytbaBhEbYJVxlJfLpRLBNzPZky+XCwGY/MW6GuVnE+XZbFaLKNt2GmXcMJJL8SaV+KpbjfKXxlHmwc0IUQbgsdZC3Jll2cdqlHGr5M1sCbU0ykXpT0CT/ZZN29drlHEpJCix9Ykyc2R+LFFmf3eJMp0wsFXmRESthiqBRNmUye34TyGiTCQUapZPNSBhPBcO8yVqlPlQOPtryrx9vCwjKOvmb7cAACAASURBVLvjsHGIsrUWG6F1ibJXoywdZWQfxH8/Hg9mVzEidlmlMfoq1w/tq12lKW1/TdofIcqfZh9LlGUeZvs+jXKlSxQxHFzzrqpho9EICfNaNmkOcPBswD/kotzWJMrwgeRhPvku6Ek30yibpxHlIqxRlt4/EmouFgtV+XGNMjbgMNslapRJYuL3/FGGePNyPnPLIB+1KaUIXNa+XqN8u92yLEO+VTlf0lFWQtuIRxIhyriOLbNYhxacuJknDVOv1yjTrtcr662Wo0xf/DM1yhGijCxg9Hfl+jkSDUYGsHcnDpkwlUQZYJWj0ysdZQyDmKGm0ykCtyFdQ6VGmVegEh3Z3fF3HPWT84XqgIooY2WbQpRTNMp0lLEMmM1maH6Px0PmpETS8pSKwvAydJLNNa52qY20nTvKPVF+hvVE2TWpUbZ1xEzudVytsPocVgWsrTTwPFwQng1mEfVbdTXK8GYwvrhEGTNBiLV/oEYZX8e0CikenQkJjFV2X1NqlBH2kYKWFOkF3BrzbUSZiskIUQZigdOAU8UhrSftGUQZOr/pdLpYLEIaZcy+XkblPpQNaJSL0leLEGWEJJpOp+kTcC17nkZZJrHyGvK51CLKoHe4WxLl2+2GZVXdZ389Uca6zpZ576VqItT3pUbZnbNCRFkG5XwxUaZQDS3qfr+D7KRrlAuh+kPAJfwRpyRZY+44jLwTskwzoswLyvJchOCUJPz+6/WaQpTzPHcDMEii3N5RVr7NZDJpkwfDtZ4oP8U+nChzmfgujfJIJLiqa5VEuRNHGcOBKRf9SHjuam3rEmVTinq9RBkmoytKe55GuXJSJFF275ajEqcH81tZgYBWaqSGowxIz9Et0VHGuP9djjI8Qs5n3vcL6oymi/ZGovwyjTLXb3hN7GgmgSjbmhrlIoEo05OmjrZbe5JGGXqk+E9LopyoUc7znGtOOLjgsuPxuEH9vF6jjB0h7OxPJhOlAQvVvyTKQyeUslejfDwe2SxfTJS59LKlmAdEOV2jXJRunzFmOp2yDhOJMhG7MeZyubhdla2umUaZYqrJZAIBBg8+GWPck/TYjZlOp9g0wLCPhWWHRJmVw1rt1qHtifJTrCfKrqkz8o3jk7yGKENUilkQnZ/BdORv1dUo0zENEWUTxu0hooxYEOaFGmX5HjHmAvvxL4oo88wWv0tHmRA60VFG9B/zVUSZSUxNlCgfDodRmb3ver1K6UWoWp5BlEmLR6ORUiFzPqtFlNtolEk9nxTO6Eka5ZADJK0BUYY3wH40Ho8ZSqVWwDXY64kyXFg5HsrPiKNMJoreIS+oiPJut4OzKEentzjKpjxWTqKcqFEuRB1KMppClHkA1zxBo0yiTEcZju9qteLExNTZ8lnodez3e6RfwTJp9DuzdxuTvg0ULy0vqKwnyk+xDyfKHM1fplGWa2h8zmazZjNfOlFuM7Py9BWEs9AJ0OHjUzQgypiEIkTZBIIThzTKPN1ojGlGlJH4fb/fe2cUeGO4/mw2WywW8/l8Pp/L6yBWA68p+ZasN5aB36OIcopGOUVR+mkG/74BUQaJH41GIZ1S5xpluX4biSRe5k0aZamjfRJR7lyjjJZc+S4aaJQJGlX/NWVq4tPplD6PgyibUiFQPF+jXIgToqrxxB1lSZQVqlcaZbhiKtAQQ9HtdrvtdvtUvzlElNM1ykU5YqAO6cJWEmXE+5cUqVuNMvx+iglxNAWvm5ddLBYKD9/vdzbaw+Gw2+1kAzC+SCYNTO6/NVZ1Rqwnyk+x9kT58Xh0/rLfSJQZ0419eDKZfBRRzrJss9kASGBe5HoXrxKCWjU/1dUoK0fZS1Zg7hwTIsq8TgONMt8FvF53HACu5u8iS2qe594YILz/EFGeTCZ4d4i4B6I8LDNR/VWizHAWJo0ow5Nme8Oehve1vowow3jbVIorX61zjTJIPNyj5znKdNQ60SjDh6h8F5IoJ46EkpV6P6mCrTT2Sp6aKJ5PlIvfWTPU/Xt7tNIopxBlrM3YbuEo46Qs/v5UPOQSZZ5aS9coe9dvlUQZOg0ZqaZDjTJGdYz8zOSy3++ZGZH3AGEhn0UFNZIiNI4MnRBl5INsEycgYj1Rfoq1JMrIcwNC0GGXfqNG2Q25OhqNmgVxSyHKJhpvyDU4HLaMzHUrc6obkXSasTnlCPIkomx9umFXowyAJI/K1SXK0obDIdkSjWEyTUl8cX0ZA9W9f6VRpqO8WCwwXaGeZXz4REf5G4kyWlddogxBJ15WKH9sikY5z/P0sV2u32xAo4zN1hdolAE4bSkP+CKN8mQyqRz/JVFOjCMrk6p6+y/DtFca6xYBKPBEz9YoF08jyvS6XKI8mUwAQXiFp3o7nWiUGQfTCphVSZRx5lXOER1qlE2pgeYGJrZNjscj74otXz5RJVGuTFmVUucMKxQ5+tzGeqL8FGtJlPnWu1XmvYsoy9+11rIfTqfT9XpddyOsc6KMYYuK5N1ul2UZdFeS/zUmykqjXEmUbakbVpdyifL5fMaxFf4lRaMcqj3v48ArcmkBwrrhIFH8OowqihOcrEMcReI8l+gofyNRJs0ydTTKGP3hqspwqtLiRBnvaLFYYB8g8W6l/li1dty2OjfDz841ylysfpdG2ZRxYOI/DaKM2pvP5ynzL4IhhEYMvIJEnwNSUVPu1+OPH0iUi5oa5f1+j7UZRxUE3GQII0gIXkmUG2iUvXEwK4nyZDKRu3+2U42yKTUSJMpQ++CgHktiFFJx9CNE2fh867qGdouX2xPlb7KWRJk7kt1uOL5Lo0ycbHwnhOoqiiJEmc9VS6OssByGWhUbrhBEWf7Wi4myutT5fFbRWyuJMhwXay3OUqjfhSJClpdEWc6pMCyB3Pv3apSxCGGgNAQgk177X9UoAwRyvgllolJEuRDejKv8gymNsvIA6NEyzU2lKaKs2iTuAYl4VLsNOcptiLI8AfldGuWU3WQQZdbtfr+vfEC2h9Dol0iUkdKCLIa/20ajfL/fsbrjcOr1tm+3mwx2yzuPO8p1NcpWzC8gyjJayFuIci2NsiTKrqMcefuLxULS9A41yhxGGA8KZ7jX6zUcZda5oq6VRBk6pTbLYEiSKBjrifLXWEuiLOePDqeHdxFlxajkfq4pszSlXy1ElGW8oVpVJwkZnDmEBMZ1JFEGGZW/+16NMnfW+Je4RpmCY4xxasViykQA8gqSKLtcU4p55HVCRBmOMgvLVYf5u0RZ+jd4R163VWmUC+GShtIxkCjb0j+TzQbzx2AwqOX3yBek2iQ6AmdKVaZzjbIMOPhdGuXpdFqpppBEGV0vtNVA48EAd/RjD0oZSxnrV6mtGhNlsMnpdIrU6xFv+10aZUWUX+Aom3YaZZcoq6x77qcaUW2nGmVc9nA4yMCpKtq6Lc/8yTlRRr3YbreUL8o7cYPK1TLlKPdE+Wvsw4kyl4mv0ShLRgWiLPvzcDisVVchogxVNzthuqPMs+TsZvv93s2jhnjAagR5r0a5LlFmhLvJZLLZbHgaT96bGgokUXaHM3ePwpZE2dUos25DxOKvapS57rJiq9FtNi5R9oZTpTGDl6xMufRFzlu4LOnxkhiD1m2TmOaZRdwt8AyibL9QoxwKhS6NRJkVaIyJv6bD4cDMdtI74RXSiTIXIdJr5PgAyJcOeogDIJPF6g4B492nfrFGGf46J77v0ijjBeGPCP3m4mG3G/K/u9IoU4yx2+3gKOPvCFCIf2UZFcMYRBnlZ7PZdDpV14ckr00oEjrKuFpPlL/GWhJlRrj8G0RZRRhVJ4QGg0Gtlh0iysfj8Xw+Y487co7eNZcoe/OodRVHuUONMsZB+ZfZbBZpdZfLhRPt4XBw9Y5DEVQVJomyO8HIeFXSg/cSZcy+rFv3W3+VKENqLGduL0FRGuVCiIK8NcP4cbImZbV4iTJm7sPhEJqZDodDqE2iI2y32wijUldro1GmM/cCjbKpQ5QrNcopsS8VUcZj4gzA6XTCkWL1FTak2WyGzuv2oJR5RxJl2RTv9ztOa1hrF4vFdrs9nU4po+jxeMRbHo/Hs9kMrrB35+TFGmVUEZwzlvlGjTK6rXcnJ/LZlUYZm5AoxsAa0u2WZbxEWXne6voc8ZpZT5S/1T6cKLPVvkajTI8QGaSYshj3UJcoM9KcMoSAYFi3WhrlWkRZ9vO3a5SRvJp/iRNleu0I5eHKi12PRBJlN40wc9Kq+1caZdRbJVH+qxplPLJ8WC8fdYky1T7e0V+dkYUpokzkSZcFfGs8HrsRTmCVRJmvQBX4Ro0ydQLxFiU1yrzVCFFOOZznJcpYSYLSuYPzbreDo7xarRhHRb2ClKlcpVlmeSQEwe4Htv6Q8KJyjpAQl02d8YKkvVij7NrXaZTZoykrl4/jnQpZq11plJkcRBFlWc8oY8JEOfRGjO9sTC3rNcrfar1GWRr6Kh6Hydh4D3UdZdALd/UMz7IyMqtrEaKMeVESZcVC2miU5RlH+QlLJMq4CP8SV6PiZuC1ZFnGLBjyXai1mSLKqkknapSho4UfTAms+60XEGVGy34GngwZj6LzSb0R4lyNspTFex1lN/pEnCiz1ZnwgTMvUYahIzCLuCrTQKOMjjYYDLwV8myNMgAqZmuvuIUmiTJlFUqjLKXb8/m88tcVUbblQhdeCCiJmpQZMWCz2UDriXFVdqjValUJ50JEufgdgU56e/ELumOytZYjp7QXa5Tdzy/VKKMFqr04hKUPPantTqNMWrxardwYqapMhCiH5ruWEeKk9GK5XLZPX+JaT5SfYh9OlLmYC1Glbo1zDPwn6jU5ctWqK/gT7sIUu5YYTWqtMVyNMk/mAqigayiNMqzy/E2IKPNB5NXk+J6oUVYSNBOlWXSUMdkDnKufVq4/zpPZKFFWdWJ+a5RZBnqP92qUmUSqfYj7dCMcgqH+3WbjJcqYdENEmVGoaZUaZTrKCIPqTtKNibKtr1EGbONMqW7m2RpluQ6Ju4Ny/4cHKxVRlutt6cyFDN2ZVacMS1Z1S5vNBi1ku92ez2fM3SrmQCimCuJRIJtSSKNc+OaIFEdZEmX2ZW9MwxdrlL0V+wkaZekHp2iU3Sj+o9EIYelDT2o6jaMMY9Z07z81I8rD1jlH6CgjPH/j60SsJ8pPsW/RKEML0XlidGXoq6SVSmFcS6PMnHnuqhQVTkalqg6p9W63m/tSFFFeLBZubLgiEEcZetNI31EnS4wgyvRIvOts11G+3+9SozYcDo/HI44iyeuPx+PQ4kcS5ev1im1W+buKKAMn4/7hq6naS9EoI3XTsMxx+EaiDP40GAyGZfbv15gkyrYEh15HWWmUZa6WiKMsazKRKOOai8XCe6bQS4zMEzTKYFqmPPmububZGmVU77A8jx8pKYkyIsMUjkZZyp1TiDK8pdAIMBgMVquVOlaLxmDKY7V5nt/v9+PxKEdUKbOhIYPSdDpFYIrr9Roiytz/4Z00Jspetv16jbL6/ASNMhfAxphQCmtFlOVQMJvNlsvlZrM5nU4MbOptRY2JcmhWinx+AlEetYj/HbeeKD/FPpwocyyDqSVg5yaJshLa2prSC2xayZs3pccPIiWJsjykcjgc4AG7HVJBFHR4W+JVWf9QNMqbN9HwGtwvs2LBzc4sZxf3ibyOsgxxYIzZ7/cK72GDL+Iog0hhHxzZ9eTcpjwSJtmy1uIMu1d64d6/5H+McTafz3Hm6Y0aZYynL3aUVZiIZkTZTYmcTpSl8ySVFd70NNKTVm2SjnJXGuWiHOtczU/xfI2ydJTjGaelRhm7TIVDlIuiIHVOIcpFAK+ykbguFLMgyb0dBEOQr8l1lCl4M2UEFdatGvxlUHm2qGZE2btd+c9qlIdlXEgc1sRtY33oXsTVKGMotmXsoPv9DvTj7Yys1UqNMpapg8FAHeYL1V7E2miUu3KU22SUjFtPlJ9i36JRxmflibSWRo0yNuNcXWy6o8yFtVyPWmu32y0qit4G+CW4C87HoFtSSoGrZVl2Op28mcZcJ5h7tbLMfD4PvSPMOhjdmMROEuXR7/PF0iKOMuttu92qiHUYdCqlF5PJ5Ha7yZyovKYiylxZeXNepGiUkU4MV0C8Bfni5LdeQ5Rf7ygrjfKw1IirYiGNMtutKt9So2x8wRkwQytKzfLn85k5KdQYYhpplOVTz2YzVeDZGmXEY4Gnm06UKVmRGmWeOkgnykVR3O93pTqVPdHdE6MLK2O3qVybXqiGcDe8/+PxGCLKCDks76QZUR4FguM+W6NMouxen2W68nau1+vlclHN0kuU6c2vVqvz+cyTfCHlnkuUZfIgGcHG21v5WUmUMZ1hKsE1syxT8fUTP3ng741E+YmOck+Un2HPIMo4FpBlWWP/2xuoxfxWlD7DIkTZ1NQoMySWvP/R70P9DJyElJ4yf6m1lnMMpsn5fD6fz13IYX1EWdICloksZhiOjeFFJX9SGuXZbDafz0mY4kQZ48t6veasBqskytwHhwpFrfWVjyuTKnmRXqVGmbF+rbVwtd+rUYa78BaiLN/RyzTKmFwBpNHs5elPlygjJY0XQeENIvWXdQwFGhBl9AKc5/MSZftMjTJpZdxRlkQZrLT4fZiPRBmtK5Eoy1MH3u6gghmjr8Ed5N+xGpd9Kk6UIR1J1yinREZyiXJIAV9Xo4y1eiVR5uriZRrly+WyXC4xsKt4moooQ+HAalmtVsQToUWIDIuBHo3dIVyBwCKUR5O1WqlRxhpeylHQVLwXjNvbNcp1MyvVsp4oP8XaEGXMVfY3VEDPmU6ns9kMoLTZXb2FKCuNsmIPtTTKzJks/UVrLU8CSbcYcO58PtOZM+JEGg8S2fBKVznBIJr8UfxHiCjDR0Sx2WwGbk1HmRplU26GXi4XCX4qiTKcWsUUMRFCjX08HiGd5BUkUUYTUvQoQpS3262XD8WJMjAbY1ph4JYvTn7rHyHK5lUaZen0IARBhChD7brf7+XKR32Ofuf9cv+1rka5SCPKw8/QKLPeEEpZapRlZHRThyjDKfHWJ4YvGbuNr0Y6ynDFsGkWkmlyxW6qiHInGmUTONJQ1CfKMuOxSSDKm80Ge1aRWm2vUQaL5Rwtm71LlDF38ykg7WPdeq+PFbIkAgC9QxE6o0ggyofDgdfx9lb2PvYvvKBQ7UU+6fX2GuXeUq0NUYY3oHR7ku151aKJdxXif6/UKCuiUIso42SYXI+iz7ObYfLjhuZsNkNaJvZMQhqZuMRrxiHKJHyyjDeyFYzzB+JEYpXiapRlCgPFqKQpjbItEx2hBqjigBO22WwmkwmAB1+u0igXZRQIXnMY1ih7p71KjTI8DMAGpF/qNcrNiHIDjbJkOTyC5tUoY8ZFvrdIrNZ4Z2mmUZaCk4/VKBe/46bN53MpvZB7RK4zFzEM9aEqxXXkyIy3qYgyDDGzTQk+jsejrG2XKD9boxyKP1BLowy1iWzhIaLMf0X8skhb7YQo4wCljTrKrDoQE+9cE3KU5UCHMiTxyMjN+lFZq5TNZjNvkApTEmU8iPQ0GhNlK95jr1HuLckkUa5bsTwxJony/X7HMM1hvYGj/AkaZT4If72Woww0Yn+vR62I9sXTfqYUg263W27PGUGUMXi5tcHei91DWTMuUbbWIneDu3RRRBkTrZcoc1rN87wWUaZzPJlM+IwIxMH4GHLsUESZqkf5LkJE2btDUqlRJk2x1m42G/QL+eLkt76FKNftLO/SKKuFMd4gMtTASJTzPFccUbYxmXU28vmHNcrF70C2AL3ushYC7tlslp4bTK4b1WeIKIccZY6r1lp4w1LH/EqNsglIpYv6RFntmcSJMl4NQ0CGarW9t8PIS8a366iIclHuXrpPnU6UyTgmkwmHjsfvrFXuZ6Qe0FsZ45lL98ZEmTNIr1HuLdWwVsOJ181mIw+QVRrAkvJa1JyXki3Je1dv1ygjhKfyG9IdZXdpbpyISMyrBy92sVjIns+z2CGiDPxpfXk1XY0ybDQaeaPrE7SQKA8Gg9HvzHzWWjKSPM9rEWUYJg+ecRyNRsjsxZGLPq7SKBclo+I1TVijHHeU1Rthi2JOB/gi9/v92zXKDXr0GzXKfL+jMmGV9GkkUYaj7O0OXHfZsOFfO9Qow2Njjb1XowxDd7YOUWZvxR8RqzjxHnh2ylulKgt0xFHGGpKXMr/lGW/RKHujjtbVKKvckyGizNkEIfAiDbUTokxHeVieUOc/uUS5EPWvbibU6uRAt1gsDocDt/4mk4n8OQigZUjTyLPLCgdRRuAjjEhwVUNEOf3KDTTK2CRv/Dp6jfK32vV6PZ1OnKjkKrDSJBB1ibL5rR+oe1deotxtbA3X5BkXSVLx67U0ypzm5XrUCo2yKjMajXjIwJaOIN6F9LnlJzVk7vrBS5Txv4yRSXOJMiv/eDwCtYJmcYaoS5TZTlarlcrzx2FrKILJuxplAkt61XWJMs9Wytqgtw1fBLWKUy8fQpTTmZ96Xvbo9PxPr9Qou44y6xZvkN6ecYiy93Q85jAvD1OfHWqUcU6D9zmMapQBdxuMh+kaZRgHLhJlqVGu++u8hxBhteV2ExczXo0yDdiSbUyFaEzXKCOQjmxRDYhyxFF+HlG2ZebtSCsddqFRVkQ5rlEuyhCZ7lOHBjFJlAE+OMYqX4Jrs3j06FBv5WKPrqqXKEtddfyzGVFu6eD2GuVvtdvtBkeZrlj6tMqsFsOARtm2JsrKl4qnb21vJMoY4xRUqEWU3Wx25rdGuSjJnCwjDUtnwP44UXYdZVejLOvQfcVKowwnG+4gJ6TxeEx9ZGOijExdagyS1UuirDTKUnlpqzTK3jfCmKCyNjhJy8dEo3X3mvmtl2mUcYeVmX5da9ajX6lRXq1WWZbdbjfErpKZdEiU2Ttcouxt2FL/qv4Vb82GHeXGGmUGCrDO+k1VwmazQdakukNiLY2yVK2ENMoN7PF4oEV5xys0FU7NEY1y4XgkSISpiKap0igjMJkcGFOyt7pEOcQI62qUFdkhbWEZb8uMWFdEmbddqVEuHKJsyt3OUKtTW5fyAaVGWVqt+McodrvdGFSEmnIvUd5sNpU6YyveYwONcpsoYb1G+VsNRFmunhPfH6ObGR9RZmtLIcqPxwN7K3yzIaJsn5zLmhplOMp5nqsMc7UcZbdn2t8ZielMe9ev9NhCGuUnEeUsywjJttvt6XTCrIZ4z7x+M6KMKHje5zXGeIky3Y6IR1JJlItyTFe5teUZah5hxBUkUZZnEM0LibIt1TJ1hXEyhUf6d1+pUR6Px/P5fFGa7GiSKOOPhLgRokxHWfUUTG/b7ZYRpjrUKD8eD3Y03qp3ZcKoCA1GsFoaZRkwJKRRbmB5nnv3tdgfZWQSmXDY7Yx5nss5wohINeka5cfjIddX1qdAc+1lRNmIJV/xu0ereSH0OXyHRtklytZa7m26Jomyuv/Q7jQy6rmzQ+iTvZUrZDQqL1E+nU5cWXmvRrrUmCjXErMp6zXK32ouUZbBB0IGWZ5Ul7bRKGdZhpCNLOzVKMMWIo9d56aIMh1ljlztibIclONEme+iAVEOaZRNgChLjTLOsQG/rVar/X4PFiI9gGZEGXmVOFCqfx1GNcqFUF/g65IoywYTCXfoxuxj1dFRJrGQRBlenUSSLyDKrKKhSNyaaIxmausTZflGnqdRliajVdC9OJ1O7B0UkKijYPyWCRNlbj7IFEIdapTl+s2Uu15uCyTba3DQopZGOUKUvb010aSj7BrGB0wceEc2TJTlrqNy1CJE2fUalfoCmQjj0026RrkWUS6ERhmhUVn/LCA1yin2CRpl9MdIk5Petrp/pVGmhcb/ULuy1qK7oQsYY3A/1+tVEWVjDBKXeGdVU+YXpEi6AVF2z83Xsl6j/K0mibIp1+WVOmBvzMjGGmW07KE4BxMiyiaaNaO9qTj8cJTJCepqlO3vda0pibJXo+w+KeeGFI2ym3WpMVFGk8Av4uwd/ltGl6skyhIQynay3W4xULrPG9IoVxJlbMLyFyOOsqwWmCTKKtaHJMrT6XS9XlMO8UqibIwZDAahU+chIw9rQ5RNHY0yXZa4o4xAge7b5y96NcrY/MWLDmkQQ0QZA0tRFIiMHiHKzTTKUj3PW3WvwJDzzRzldI0yifKwDEbRiUYZjnJIoyyJMmPxmoBGWRFl6REqjfLhcGAYYDd/Hlsd70S5Pq7VIspcdKnPCFHGsyDny2AwmM1m+FdXo1z5OXyCRrkuUTblJB66/guIsi2XtRi6MRg+Hg9vZr7T6YRHCI0tp9Mp1KJSiDJc7cYeSK9R/lZTRNkEiKM0OTfA5JSpYHAKUWYebHotIY2yfSZR5v6mKYkynpS9sROinK5RNsagtYeIMvUA3WqUIYPBdIUkfPgVRAJB+ThRJrpTx+QriTJbi6tRLoqCrphqLYoERFxYNl2Ofe7azEuU5/P54XDgCvBlGmXWW8oRLvmYxCqj0egFGmWwPUwAIY0yOMp2u/W2TNlH3KgXaOTYyPKSaTRsoFN18cFgIB1lU27mqnGpE40yPl1xhcx51tJRfpdGmUTZ++6oUeZJPjxsyFGWcwQHuuI3UUYYkxD/K34vz/BZGWg/XaPs5Yu4MbdHAw9h7jgcDufzGU4zHeXifUSZt62kKWhUJoEoR5pcaOvSdq1RLsRSE9QAMEW9ndPpJGVg6lLj8RixgHCdBkQZJ9rbO8o9Uf4yU0TZlNQz/i0Z4QXfwoT6EHmATR2iPPqdteQtRJkTsxwabrcb/dRhnVhd7TXK5jdRdmuD12+gUUaiGaROVEQZm9Tsz6R68DZ4/QhRJjNWcW2pUVY1w3uD/OZ+v3uJMkmAddQ+chMjTpQJUdTkIYmyq1FeLBbQar+FKHNuSDS59/0ajbJMkxYhyliEMMeytw3wDaroKNhYVzG25GeEKCNQlyTK+/0eycAOhwNaUbpGWTrKSqPMlildBDwLIevf0CibMsAZpcY+dgAAIABJREFUnxpDB5ouK6SNRhnqfM4miUQ5XrfSUcYXQ0SZ/pbb3tweDf8SzjHyjOK/Kb1oTJQ71CgjhJ8MWY1hE70Sf/9Aosz9Hzi4oAZuTCr8B14l5TpqbCFRHpXZsOsSZVuu2Ju9jl6j/K0miTLbRDxS4OPxkGyPDtb5fAZYouLQphFl+otghPS25U/QnkeUEQQNnEz9BGN1vVKjbKqIMntvLY0y3hSII8/nSY3y7Xa7i2QrbBXKUY5MvVhy4GVJqIwxjoHYXAMjPx6PXqJ8Pp+Xy6UM3U2iTEd5sVjEASouMp1OUfNI2V1UEWU6yhxwX6lRrkuUsyyT694XaJQlUQ45yoPBAM4uw3J72zMXKtKfRtvgW/P2gohGWRFlW2YCG41GnLFqaZTlTCmJsvUt5qUy3ttbK+0DNcrY/5EHp+Aowwmmb5GiUUb/QiuVRBlvh2/c9RolE+UYFXEPUDOJGuX8dz5n2dLcHk2WYYzB8KWIMs8McBuw0roiynSUR6MRN9CwmqK+jkNEY6Ls9srONcokyugCrgqLrjn2qN1L4V1Loix7YiJRVsvgWtZrlL/VcHJLzqxYlsW9W5co48Ujb7Nsuw2IMkPeeld1TyLKiIc6GAzgr6t/xUMNBoP0oLYv0Cjz0+UocaJ8Op047+IFKaKMtbXiBIlEGS4ORpbVaiXvHGNT8XvXTH1ioU/BqCTKeZ6zbQwGA0WU6aXFxwccl4bXa62FW5zneVyj3CFRhuNSeZNtiDLUe5wd0yPkN9Yod0iU4SjLlV7iZyJRdtsbAFWlRpmHC+XJd6VRtk6uYAws8kRHg4m2mUbZdBpHWWmUgU5J/QnJqH6BJRJlPFee59QoK3/FdEGU3ZnFhB1ltQ+gxltVkotqSZSlRplSqPl8nphPbtipRhnvaD6fozuDBHOUZqUhZaOasz5No4ymwvs3ZRpg7ktICZkaW87nM3cmQUlYw5VEGT9XyWIi1muUv9XQMZCCjq0hhShbYZw84CjLVpWoUZZEGRdxlYimZA/PJsrSI4SFVE0Rk0SZn88gylBNuawlRJQnkwnWnEOhKHWJskw0ZeoQ5cfjwSFsu91KPjEYDDDHQMQceur5fI59Ce8+OAbB4W9FO5dniU7hXeThw2okQpSNMQjQRqLMMiELEWU4ZKvVimN6yKRGue6UyXUvvp4Sxwb2PI0ycj2mEGXULbcdQiXdLyZqlNUXh8Mh1oqVRBn6BzZR7xlT6yzm8zxX+29qBzzF2miU7/c7IlK3d5RVrEx4hHIljPZQSZSVRtkKvOfNDIf/ba9RPh6PbrbUSK41d+DF47tEmW0Au46KKD8eD9YJAv2mtOquiLK8eW6GyGYpMxrmeb7f7+U7/RyNMroAqgWB820ZPXO5XG63W/5cClGGydVXClG21obiP6ZYr1H+VkOrlV6yKYU+EXOJMvrb+XxuT5R53Ni7qns2UR46qUeLosAulVyRVxp5JLaM6WDJPpaoUcb4HtK3jcqUy/LXQ0SZQxiHKjrKNkyUYYlE+V7m/gB2VWQUc0yWZSGibMUhRUxj6nXDwQ0R5fTRh6wF25HpGmVrLQJXRS4eIsrcmFYtQZkiyvAC06XGkihba9OTKn+CRhn1jwuGWoj3szFRRhfAFlDEUS7KFcJgMJhOp3hwr0ZZEmV4JPIXsTartdpvrFFeLBZkhLiBNo6y5G3wCKWQl62FrMQY4x3/XaJsSkUKNcru+00hyhFZi+rR/I8QUS4cCRM/XaIsgyifz2elUZa5Wo7HY2hkdltmhxpl6xDl0B4Ft4V5kx+iUca7xolwOaQcj0fAHfnUobGFGmWODN4Yo/Fxpm5Ue1qvUf5WU4Ihk0yU+RV+a71e43yAXIRVEmW5b4VWK88TuIqutxBlhGxE+05klnQmoAPe7Xbb7RZbk7JMJVG+3++RYqYMR6UqObLQV2NQ50QZVA/vTiXDY5iz6/XqvTF1h4lEWSqq02UGXKVg6ZWoUR6WMc7iY2WIKMtN8HjXkPVGTyLx0SRRNuEUGK51pVGGviXLMrwg7hEhxnAKUcZEaMXQFG8tpqZGWf4rbpjPzlTMrrnSeSRAwRe5ulNEWZ3Bx0BXa7XfTKNsrYVjREbbBoYVRYHk9qw3BidRrYWdESNAXKPM71YS5RSN8nw+j3RM77mRyJDuNie0NJcoM3AknuJ4PCqiTKxwuVy2263bqt2/dEWU5eLQS5TV9MGdE1uHKLv337lGmUR5t9txiPP+CjY6xuOxUrkoojz8HasxhSjjF1s6yr1G+ftMtlouIutqlG3puDQgyhQbodViHGHfnk6nqq2/RaOMmEf410SZMgEVoq7meY7YSapMnChjOwnCmNAaF0k1VaeIEGV5ffsEjbKM4IuZtS5Rlnf4PKKshLbpGmVrLRJ9Ry4eIsp0lOP+q3tGfjAYpC8RJVE2pTIvZa+/vUYZjjKyoM9mM8QwofAUfkwKUa7U5bufjYky8rRzGySiVIFMWRJlJCjFr2OkqiTKppGj3FijLLlD+9mTWtthGfU8yzJuAELGwP8NBdICnFZ1AhfT1SjzM4UoU0kVqhY59OE/Io6y1FvLO3GJMh1lLB4OhwNcOrRJSZTpKFe252EdpV/IEomyHBwgS5NbUh+iUcZaEUTZm5FK3tXpdAKfGv3OqIrwcI2JcksY3GuUv9UYyYtrJltfo8zpAY4yr2MTiLKMMDqfz7fbLaOFj8djpLeV9/YWolyUiZfQS1OuJren4zu5rCtlxhhEHQ7FiKB/4GYCC2mU1XfhFmAKIVG+3+9tiDKDKI9GI+lw298aZXkPoTt8AVEelrlyXKJMRaMRGmU8y2q1iitwUoiyW3XS3IS3yAWT8miKKKdXSyca5e12y4YNj5A1iZUwHOVQm0T9k4kmmmmhUYaoFO8lvq8qiTIiMXMmXq1WFNbHNcotHeW6GmVGLqt1rDNkl8uFsTLRTeSWIEZsjmmh5o1lpHwXjYmyW7cR9QUdZVk+olF2yTd9ellMOsp4ZBBlfBG7guz1cJRl1x6NRjjhp2j30Ikz2MDYPm0yUc7znAExzBM0yt5XHDITIMryREHEIYTuiJfCogiLPVuyOfZE7mLF7yd9V9m1r9Eo49QOFnnuvz4eD2RbOJ/Pl8vF+5rdMu6lUsp47y3Lssvlcj6fuWsZL9OerUplPT/rapTZq0+nkyLKle+LTRlNUI4X8/l8t9up33qLRrkoHeVhcjJhDMpDkbDKW6aSKIPQuP/KT3V0F1aLKN9F/mGchmmjUUaYZIwF6jokytfrFQ4Hou2E2OHwd9QLWFdEmcp4lyjDA6COyPwmyqOEmPMRoswwUtba0IlAlyhX+nDSFFG21iaeHmupUeZSFj0aXSnLMlQ1RoPr9ZpClCHPiLRe97MxUQbAruytRUmU0SyR2oCjE7RV4M2dE+U2GmUS5VGdiNoh40w//J1Hk26EdMu8qbxhx+NRkmNTpVGWkUZoLlE2vzPbu9Uihz78R5woywDt/PQ6ythvxPgDoowvokXxmIoiymhyx+ORYVXlvclzn1mWYUWHCKqJ76uBRhkLLRmkL7KJ2oAoq3O67ifbD1uUq1GuPHrLZ+EeiCmJMvY5jUOUpVAw9NkVUf5cjTJo/Gq1QrIxd5zCeU9EOEeeVaQ/kD8XKiNfFRZkqow3qam06/WKzUp+C0qGeBmArga1QWtMlGWbpjNBokyrdCngW9vfZkQYDbVgfS9RruUo1yLKqj5tSUc2m00o5IUtIYHbBuIaZX4XtIDnb6DiQPyyNkSZb1Bdhxpl+JGz2Wy9XsuzI+oOU4gy4hVw0u2QKMsoB8pRrhyFOiHKatqIjK2Px0PeTzpRVk/RUqOM38K5Avz3crm8XC7QVmHGvd/vKUSZcccirVf+t2mhUQbAtqUnEXmzjBCHNoDdMFwQ0TxYLZ+mUe7KUWY+kaEIKh+K9hhp3nKNYUvvM0KUvaOc1CjLuq0EE6q9tSTKhdAoS0fZCuldSKM8LMP273Y7N2Yzd/zQv8bjMcZMddYl8rIaEOWiTDuCh8WkEPoJRJv2jt4hjTJXLF4bjUYy9L5pR5SLcjBkfUKEJtWeqEmG+7C+uTixwVTap2uUoZlDjp+fn5/hcKh6nWxSi8VitVoxQhnFA1yduGXY1OQKBlGuSFiVEkgaUrPiHaxWK2RV+Pn5kTEWyGxQBhFqf35+vMinVs3I0QpWNzOfDRNlHLsOXQdjuhtXkswG/VD+61s0ynhk8OZER1lqlEODGuddOSjITx5H8P5rpIZdoiz/m3/BQIzoUaZMr1iUai3FCZoRZdSb/U2Ui6IAPcLejvtbvMNKoowZl2KPTogyLpLnOcYElIGjPBgM4nuRsv69RJmoxtYhyia8BwpGiwUPX4EkysZ36gDCdMgkMKLiZan69w4vTK/gEmX1BjEmQL7MkNURjaYpiTKZqCqDBi/rkJ9tNMqyt6Y4yqaEtawxCCKfRJQ70Sh34igXpVRUOcp8NPmkEaKM5oeZDl+URNl9797ILQywo+r2LUR56GiUTbknEyfKODyKpuXOg1w/yPgbOE9WyZXlbq1N1igXvzPjQtoX+gkMkt4ZKkSUi3Ife/hbWsZvycy++PRqlG0CUS6c0CXoAsxdIvV76/VacSv3syui/IkaZfSQxWKx3W4xZA+HQ3WMhlAKiAuRz2ez2c/PD0c9LrNkGWSc4oTBMlAxogzmV5XPSd4emhoDtt/vd+48wk1nGdQvymA0RBaMxmHJvUQZ8VZCQ7nUKHP2GgY0yvFjyEVRuCtpdpjz+ez2w8qAA43t9Rrl2+222+2w7JGjZLqZQP4CpVFGslkvTYGjbEvewFHjSUTZm6auDVGWwQRrqTAriXIhTltKjTK1GRFLIcomejBUaZRR3pt2BD3IiiV9ClFmujhKn2X8VNa/lygjcWaIKEvjAd9hGTEGPTrUzk25leSNjGFKrM45Xv5TG40yXnS8txYiOAxq5nw+VxJlr462DVFuo1HuZOTExixENfiLJMp8RuNLbi9N5g9ifUpHWZp33pdZJ/i73WqUZYJSPleiRtkKUMICSqOMJvd4PLwofVie53N7dET/DXwAZid7tBEHiONEWYIS5i71miSD6pWFNMqFOMdircXEZMX8Lim+aU2UsXi2gigXpcZMEmVigriZhCD6Eft0jXKWZXBbeRxVOcq73W74O/gXEKOcfTF2qzJ043hS3vwmW2hJKOOtX+Z3VQcwgejl4Sp18h3dD+l/GqsRvBrldWmhU/npRHkymYB1hU4i8/yQuhrGL7wF+VtQiHauvniLRrkoCoSYkCm7Q58YeuTwQf/Vvb4kypPJZLPZcNDkd00JKTl/MDDW/Xckf1iHGmW3br1PPUzQKCNyHx+nQ41yUTrKiiinDJSJGuVQWG6XKNvSwXJLYvEPWQsd5UqNMqZePC/uAT6HbCHDgEa5LlFm/urj8RgnynjS5XLpvRpeMbQcrEN+hogyX4ErvTA1ibLakkY6dBsmyuCmipCZmo4yLkIQ9V6NclHmtpTnfKRGmZ+h2HDKZBJsHslw95e8+7GQXW02G+zcssl1SJTTo16ENMqVRFlmT3RnVZcom9JRdivkdrvt93tk38iyjHULPYMpyQh+LrJHIYlynEzBp/LmL4wQZTjKaJM4yMg+tdlsVN9vo1EuyiAe7Ph4FtIWudT37h7IcUkqyppt43+BRhmGEcR1lNFoGPSnEHnhkTIRjhRmbtYRymBwxCwFh3symfD6GOZQxuslMEbvarVi00c7/vn5GY/HONg3nU6JRmCYjH9+fowxjdUXcGuUjcdjNP1QcDceoYDge1SmC3E1yqPRCHrr0DacbMRyApNEWc1tITbf0l6vUabR23PfBZ8a1aiKmUDWVqlRxt6ZFPLyu+PxGNGd7W9HWdEI0x1R9jJRGf9OWl2ibDvVKBcBopwyxiUSZetLzwGTZBTznHcJxyXWsEzFXKQRZYJGDmh0lNH9UTmNiTJnFDjKQyGmihBl+bzeXjAej8/nM9a08u8mTJRtSWHv9zubGa+PeuNWbFyjjJtn4ItKogxupzB2XUf5LpJ62DpE2T5Bo+w1lyjbhNMpMI7/GHhV5HX5BkM+N9w+nlrrUKMs112ypal5/C5iPnqJMod3LEqVRhlEGSOqevAQUfYSAVQCpHroaxxXoRTFFbADSZLirVsZKG1RlbFZnsuUFtIoF2LJCuzFVcRms8myTOrOTYAoYyc8hSgXRcFtCpcoI1coYjyo3QNlGJQY3SUlk5prn65RptFRlkMGhjNEx5SzAvrVf//9hwgvm80GZWS7gaP88/ODcQFlpKNclHGmfn5+pCtMw1tUbjSQHiYDRLeIOMqDwaCxo0x5mfs5DGQGAsSyZfZXyVFA3dz50gRiakoJslpJkz9x/max9DhZiZbnOd0gE9Ao01GuJDqwRKIMi0QPlU99OBzkvIt/9TrKPOaCL8JR9hLlzWbDV8D9CmwFcrvQlnua8vpKlkeLE2VvF5ChWNVTe4kylq9wXiXPGJUhkFNeUCVRZtQ8lDkej+lEmcDG+IiyfFKv3yNP/2Bc5m2opyPRHJaJLfHuKjXKJMrj8fhyufCAC6dVuoPuNMlUkSlE+Xg8SqKMWkVwm0r9vfs5KiOhonLg03PKJLCR3+JpJLnhyznPGIOz0aYUVMR7q4wQB6KMi+z3ezkSSq2/26ohHU5sqFzC4Qrepaa0iEa5fXg4ryFmnHpTiT0RjYFO4fF49EYeiAMybtua8CIE7FPNNabKUZb7P3Iukz/NtRMHw/1+z84LnxX9Eb6jzNBBkoI9OtWDSJQZlY8FMDnKu+UoOiwzyXN9tV6vmVwW94OTyqzbiEY5fsoI6mrvmQHlBalbJVHebrcYeIdlMnk3XpOrUWaYGm8cZfc9cnqFtptTHgGfDAbqHXlsubpmz3JfQaVxVv1EjbI0L1GGo6yIclHypJ+fHzjKpM4hosxQKSGi7EWVnLHUhAonGGtQ9FjXUd5sNjibmOIoA79lvy1y/nRYZgBRX2F0FWMM3CzCp/1+T6Is/Tk0rNPp5F5KnnSR7jUWbWA26p+ASN1naWy73Q5cnI5ClmXy+sSWeE2VF7xer2RUCPETLw/q5qWqfGo4ythZm8/n7LTo5+puOYVba6fTKXCXUqAaY7DzxZLYZcMVCAL5dkCnYMyzYK1VFUI+PXIy8w3LeGGqrjKRzUs9NbwrWZ6YZDKZALFL7wewIaVt8Dpot9vtdlomXwTYwCYpK3+328nt7/jFUf+caXg/HI5Zq+v1Wt0tIg1T9jeZTOBWYk5lf8S3pFcxmUxwY240FXXD1+uVEyf8/izL6HOvVivWBoiLerrtdovvYg2G1qJWyDAE/GHFQoUFkfFqtVosFpE27+0FCJ2BMWc8Hs/nc45F8ADcbRM+AhTG+LuXWNP9DbWf6/VKbAxRGdvtZrNhi0KPQzNw8wticFuv1+hrlYaVBq+A0y8Rk3EVMGiwybmvsr3h7bv6zsTfwvrTlgMvmpb7alarVeS9ZFlGpxATjbekZC7yXSAlsve50M5leVv6jjC5U2eMoeaBIyfkBDwtDYU37wGtBfFe3ehGphTPyJdoyv09jtWZ6NG8wnw+h5YDjZN9djQarVYrnNpi3aoxU47bYAShasdg5SXKgKahl06ijMwJpgRzmY8oYwLlcnG9XnNdhJ3n0O3xPXJTBUMQYknxCsvlcjabxeffUWmmXLEj4lnkp107HA4cDBE2B3fYoZS0M6KMtYt0lLGICRHl4XDIw9quE8w5CQB/t9uBnZBY05kOwcgsy0iL+WgkyiBqkihz8UcQDnRX+eyQOvHdZOW4z+aoPuGEYWJmeenWoGVjesAsrhxlTkvDUuWpfh3RSGSX4EqaTo97ZhyuJ2+m5afKHmdKaYcqyVUvPZvIp3KU1Yjm/UQXirwLLA/Q3yTKwjuStYGHYgGsfYFq1JWttfKUMRxlXIdJFmlq/QC2rTx1jNd8g8rbJr51a8CrDzMl75ElMeKr2Y5zA7Ifp7x3ujUILcKFx6iM/IXf4iLwcDhgeF0sFpW/gvrnBgVbGjea+YxoTuq75Osgspg5KISQvyVJPNYhl8sF8xDr0FqL6UG2EA5cIOh4oSiPeRRvBAM651F80o/HxI+FmfcNwlGmLI8eCWqD2+XeNo+5lpM9io3KzH9o0vAhsG7Exr1StmBcwk3yKJ4VRFn+Igl6pF/LelssFphuqfVHJcAXOZ/P+/0+tFPENUblSMKDH7xy/FtZublvytW19BI6GTO984iqTzS5lO8i+QgqnwgAL4hXI7IJjeF0gnF8XPUp9j7ZKVilqBb3ykwPqd4d1AscJ+XuDXOpkiijnXColCOzLbccL5eLZMay9bJHKx0wF2NsJzJgsBwbAQLYZ9Gp4RqybtWbwtoMbQYTd3zm8u4Hjstc9O63wL8wlvK3OBi6ZxjQUxj8mI4y/DE5+3h7EIOeYSrMSkLn6nAin9Zhf9ZanOOSvxW/E+7FyVZ3vV47TKLXMVHOfiNYvBsI4PAXHjrh5iOkdXIDS5bBF3HgT3J1avLk6VpERmRUJjQUeVDvWu4hQqKE47c824cyPPAnPey6pqJeSBsGcs0zjrIxZr/fy6CqjJckRzoOLq43j02QuEZZKro4FF67k17I8GRWRF1V9lSNclHuIYwCaeqGIrIP7pkTg5vZtfgd9QKn/aALcq8/FhHoqFEufh+053VkpXHslsGwit8a5VBmPte8MRO8O2uA2e5YBhlJ+tLcFSxaMb7zWRB5HXtKt9sNB/Mr95S9GmUmJJPztNuc3IOSGEDQxVRhyXGpbMkSNMrM7ADpRVFqlNHrsxLRjX2JHqBKHCZolBVRVrehwiO6tlwulQcmh2jY4/G4XC5whbl/LZsQ4YI8zAdI7+1lldIL1C2kI/DqsBZijFH6NxjcVJ3YmoPYrUwPbq0FI4iXf71GuSg302VlJmZNL0RSDKpxJpMJ+h2vtgvnFYexnYSkFw+Rf1T194j0QkY9Z59VIjSWGQ6HKo4yHoq7XohL40a9yPM8pFHG5C57NMyVmcndKtneEFlPbrbgltj1IlEvUgbVLMu4JykNx6tC38IKEL2GAQdxYON8PsueYqMa5clkkuL8YOjORFABZkFSfTNk1CjL8kq1ggBlkdu4frhGGaoDHpfGK8lEZjuuC4HHsnKTdFiKhAoxRHKNxQmDkQc4/cgycHnlIQMQwc1mA3eZ4TWwCmcEmdHvkK7DMjxQVm55DH2nqWqZiqMsPwGMvS+eGmUeYUEUAh4Dt7/zDqBC3G5TGfXCjaNsutYoQ3LNWL+mozjKtTTK/EqIPw1/H6uS9ebtETLqBdZacvfDOy5gTOSl8jwnE7UlM5M/waY+/Z0xLkuLo+xWr8skjE+jTOWPKgkymj44yFlTXUeGrAH/qBu6m46yEYrGawmA5S+6h/kejwdGnmF5lAL7VBFHGVfDOgQHUyo1yiBYeE2ZOMyHXn8tabq11p0p06NeAAmPRTY7eR0eAvO2eVsCG5YxZdSLSLUroizXZtJRDhHleNQL1NvYiX3OwHzcPATGlm9H9ji5xqg06SinLAWVRjkTssinOspqbEn/LRVfzJS7ZzIGcCQLQeFolDuMesElq2wnchDL85w6ZuNEveAbN2K9KjW40lGOaJSz38GAVasrynwZ3ugTaDPuGRVZt+rBr9crxm01KXgt1PcjUS+UwUdiJFn33NQ1qlFupluQrS7lcyROGPNh2SxxzAk3FgrwBa3552qU0UMg2RmNRoPBANEkptMpE+bxOLO1djKZzGazcZlYhOOyLDMej1EGUhVZhklJWMb+DieMXo0pCn/kmgxLPdzn6HcCsGuZlESVaalFqSTK8agXKUQZJRnBUdnbo14wwBafun0cZRkfdJGcSvAazjWviHJR5tDB4sR9R5Ioc7XD3T33+qbUXcgrSKLsrnOwy+H2+Wv9OMpFHaKMjsDxixYKtRayFKLc2Fyi7AItU+Ic97uceukoo+25SzhFlNfrdSJRJghQUS/gKCNMO/qvm+uB362Mo6wq1iXKcY2ydJRtyeciHtjj8XCJMk+/dUKUVScy5dawdJTdk83T6RRHJLkLLx1lTKKRaOsYoEbRZMKyElQc5dc4yi5RTvwuerSkKlhmyBaVSJQltPKWUeNG3FEOEWXlKMu1mYp6Ib9orWVHU0S5VtQLGrKo4jYw4Kv9GenMUUbi9rI4Ua4M7yDPBUobh+MoK8MDgi4XZcha+QiSKGMtxA3VypVtyFTcxkrDuWG1uqaDBGUIvEF3Gsrz/Hg87na7zWbD7bVPJMrQzs4cw44qytxuN6aehq8MablsJSiDI0Qog5NMssz9fj8ej5EyDN0lJdGgyLPZDE7wYrFQmbGLooD4jGXmTvbsBuaNo2xLvqIGHShG0ItsmChzBSabOyCB6nIN4iibroky0Smfun0cZS4easWRyctst+7q3Ii0eTC+C293kNF/pKOseJv8XC6X8lL3+10SZdfBzfOcpyvk/J3Vj6NcBIjy0BdHmYsQWbKu7qIQe7WqnkcJ+UQqTcZRRv1jB9yt+QhRlo5yLaKcVcVRzkXSQS9RxshOaY0a+mUwkDhRlp84lymvI/Wd3m8pomytjWMqL1H2OsrtibL8Ll0WE]]></description>
			<content:encoded><![CDATA[<p>Simplement pourappuyer mes propos sur laforte variabilitéde laproduction éolienne au niveau d&rsquo;un pays « moyen comme la France (comparé à l&rsquo;Espagne et à l&rsquo;Allemagne) data:image/png;base64,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</p>
]]></content:encoded>
		
			</item>
		<item>
		<title>
		Par : plouc73		</title>
		<link>https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71529</link>

		<dc:creator><![CDATA[plouc73]]></dc:creator>
		<pubDate>Tue, 26 Aug 2014 08:26:28 +0000</pubDate>
		<guid isPermaLink="false">https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71529</guid>

					<description><![CDATA[Le renforcement de l&#039;interconnexion France / péninsule Ibérique n&#039;est pas discutable sur le fond. Elle permet aussi de mieux jouer le foisonnement des sources de production par rapport aux demandes de consommation. Toutefois, je suis quelque peu dubitatif sur l&#039;idée que l&#039;augmentation des capacités de transit puisse régler l&#039;essentiel des problèmes d&#039;intermittence des sources éoliennes+ PV. En effet les variations à court terme (surtout de la production éolienne) de la production Enr (sauf hydraulique) et leurs effets sur la tenue de la fréquence des deux systèmes interconnectés ne seront pas vraiment résolus par cette seule augmentation de capacité. Ci joint une courbe (étude de MM. Hubert Flocard et Jean-Pierre Pervès) retraçant l&#039;évolution de la production éolienne Française. Je suppose que les Espagnols ou les Portugais n&#039;ont ps un régime de vent beaucoup plus régulier. data:image/png;base64,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]]></description>
			<content:encoded><![CDATA[<p>Le renforcement de l&rsquo;interconnexion France / péninsule Ibérique n&rsquo;est pas discutable sur le fond. Elle permet aussi de mieux jouer le foisonnement des sources de production par rapport aux demandes de consommation. Toutefois, je suis quelque peu dubitatif sur l&rsquo;idée que l&rsquo;augmentation des capacités de transit puisse régler l&rsquo;essentiel des problèmes d&rsquo;intermittence des sources éoliennes+ PV. En effet les variations à court terme (surtout de la production éolienne) de la production Enr (sauf hydraulique) et leurs effets sur la tenue de la fréquence des deux systèmes interconnectés ne seront pas vraiment résolus par cette seule augmentation de capacité. Ci joint une courbe (étude de MM. Hubert Flocard et Jean-Pierre Pervès) retraçant l&rsquo;évolution de la production éolienne Française. Je suppose que les Espagnols ou les Portugais n&rsquo;ont ps un régime de vent beaucoup plus régulier. data:image/png;base64,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</p>
]]></content:encoded>
		
			</item>
		<item>
		<title>
		Par : Sicetaitsimple		</title>
		<link>https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71528</link>

		<dc:creator><![CDATA[Sicetaitsimple]]></dc:creator>
		<pubDate>Mon, 25 Aug 2014 16:15:45 +0000</pubDate>
		<guid isPermaLink="false">https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71528</guid>

					<description><![CDATA[&quot;Cette interconnexion va permettre à l&#039;Espagne de repousser encore plus loin son niveau d&#039;ENR variables (Eolien + solaire sont déjà à 27-28% du mix de la plaque Portugal+Espagne).&quot; Ce n&#039;est pas Inelfe qui a elle seule va pouvoir permettre à l&#039;Espagne d&#039;augmenter significativement son taux de PV+éolien (le jour où l&#039;Espagne va se remettre à construire). A elle seule et toutes choses égales par ailleurs, elle peut juste permettre d&#039;installer 2500MW ou 3000MW d&#039;éolien en plus, ce qui n&#039;est pas considérable. Par contre et comme souligné par Salariéieg et moi-même un peu au-dessus, elle va permettre une optimisation de la production de chaque coté des Pyrénées et des possibilités de secours mutuel largement renforcées en cas de pépins divers et variés.]]></description>
			<content:encoded><![CDATA[<p>« Cette interconnexion va permettre à l&rsquo;Espagne de repousser encore plus loin son niveau d&rsquo;ENR variables (Eolien + solaire sont déjà à 27-28% du mix de la plaque Portugal+Espagne). » Ce n&rsquo;est pas Inelfe qui a elle seule va pouvoir permettre à l&rsquo;Espagne d&rsquo;augmenter significativement son taux de PV+éolien (le jour où l&rsquo;Espagne va se remettre à construire). A elle seule et toutes choses égales par ailleurs, elle peut juste permettre d&rsquo;installer 2500MW ou 3000MW d&rsquo;éolien en plus, ce qui n&rsquo;est pas considérable. Par contre et comme souligné par Salariéieg et moi-même un peu au-dessus, elle va permettre une optimisation de la production de chaque coté des Pyrénées et des possibilités de secours mutuel largement renforcées en cas de pépins divers et variés.</p>
]]></content:encoded>
		
			</item>
		<item>
		<title>
		Par : Temb		</title>
		<link>https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71527</link>

		<dc:creator><![CDATA[Temb]]></dc:creator>
		<pubDate>Mon, 25 Aug 2014 16:04:48 +0000</pubDate>
		<guid isPermaLink="false">https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71527</guid>

					<description><![CDATA[Non ils ont raison, Inelfe a bien été créé en 2008, mais si vous voulez, pour être plus compréhensible (ou alors est-ce de la mauvaise foi?), il s&#039;agit de la version 4 de l&#039;interconnexion. C&#039;est comme si il y avait eu un Inelfe 1 dans les années 80, un Inelfe 2 dans les années 90, un Inelfe 3 en 2001 et finalement le bon (celui qui s&#039;est construit) en 2008. La directive européenne est arrivée en 2002, après même les projets préliminaires de cette interconnexion. RTE a raison de dire que les ENR vont bénéficier de cette interconnexion, simplement, il est faux de dire qu&#039;elle a été décidée pour les ENR, c&#039;est tant mieux pour les ENR aujourd&#039;hui, mais sans elles cette interconnexion se serait quand même construite :) Voila, bonne soirée]]></description>
			<content:encoded><![CDATA[<p>Non ils ont raison, Inelfe a bien été créé en 2008, mais si vous voulez, pour être plus compréhensible (ou alors est-ce de la mauvaise foi?), il s&rsquo;agit de la version 4 de l&rsquo;interconnexion. C&rsquo;est comme si il y avait eu un Inelfe 1 dans les années 80, un Inelfe 2 dans les années 90, un Inelfe 3 en 2001 et finalement le bon (celui qui s&rsquo;est construit) en 2008. La directive européenne est arrivée en 2002, après même les projets préliminaires de cette interconnexion. RTE a raison de dire que les ENR vont bénéficier de cette interconnexion, simplement, il est faux de dire qu&rsquo;elle a été décidée pour les ENR, c&rsquo;est tant mieux pour les ENR aujourd&rsquo;hui, mais sans elles cette interconnexion se serait quand même construite 🙂 Voila, bonne soirée</p>
]]></content:encoded>
		
			</item>
		<item>
		<title>
		Par : Bachoubouzouc		</title>
		<link>https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71526</link>

		<dc:creator><![CDATA[Bachoubouzouc]]></dc:creator>
		<pubDate>Mon, 25 Aug 2014 15:26:37 +0000</pubDate>
		<guid isPermaLink="false">https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71526</guid>

					<description><![CDATA[Donc, d&#039;après vous, quand RTE écrit sur son propre site web que le projet Inelfe &quot;est née à la suite de l’accord de Saragosse, conclu le 27 juin 2008 entre les gouvernements espagnol et français&quot;, ils se trompent sur la chronologie de leur propre projet ? D&#039;après vous toujours, Inelfe se trompe sur la manière de gérer un réseau, lorsqu&#039;ils écrivent sur leur site web que &quot;L’augmentation de la production d’énergies renouvelables exige un haut niveau d’interconnexion&quot;, alors que c&#039;est une filiale des gestionnaires de réseau français et espagnol ? C&#039;est toujours marrant de vous voir essayer de nier l&#039;évidence... Certains diraient que vous n&#039;êtes qu&#039;une bande de vieux fossiles refusant de comprendre le changement de paradigme en cours, mais tss tss mauvaises langues... ;D]]></description>
			<content:encoded><![CDATA[<p>Donc, d&rsquo;après vous, quand RTE écrit sur son propre site web que le projet Inelfe « est née à la suite de l’accord de Saragosse, conclu le 27 juin 2008 entre les gouvernements espagnol et français », ils se trompent sur la chronologie de leur propre projet ? D&rsquo;après vous toujours, Inelfe se trompe sur la manière de gérer un réseau, lorsqu&rsquo;ils écrivent sur leur site web que « L’augmentation de la production d’énergies renouvelables exige un haut niveau d’interconnexion », alors que c&rsquo;est une filiale des gestionnaires de réseau français et espagnol ? C&rsquo;est toujours marrant de vous voir essayer de nier l&rsquo;évidence&#8230; Certains diraient que vous n&rsquo;êtes qu&rsquo;une bande de vieux fossiles refusant de comprendre le changement de paradigme en cours, mais tss tss mauvaises langues&#8230; ;D</p>
]]></content:encoded>
		
			</item>
		<item>
		<title>
		Par : Salarieieg		</title>
		<link>https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71525</link>

		<dc:creator><![CDATA[Salarieieg]]></dc:creator>
		<pubDate>Mon, 25 Aug 2014 12:09:42 +0000</pubDate>
		<guid isPermaLink="false">https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71525</guid>

					<description><![CDATA[Bonjour, Le développement de cette interconnexion a été justifiée par plusieurs aspects d&#039;abord électriques - avant d&#039;évoquer des raisons de marché - , les premières reflexions sont effectivement anciennes, mais n&#039;ont été motivées que dès lors que la production éolienne espagnole a explosé, en effet voici quelques éléments: - La demande a considérablement grandi en Catalogne depuis les debut des années 2000, avec une pointe qui de mémoire a progressé de 20% (voir les rapport REE si vous avez les temps), le TGV renchérit la situation, - Le développement des EnR a explosé en Espagne dans des proportions considérablement plus importantes, pouvant poser des contraintes de sureté électrique, en Pmax-Cmin. &quot;Toute les interconnexions n&#039;ont pas été décidées pour obtenir un marché commun de l&#039;électricité&quot;, mais plutôt pour des raisons simples physiques (solidarité physique instantanée production/consommation), qui rendent possible le marché. Mais ce n&#039;est pas l&#039;inverse, contrairement au message précédent !!! Aujourd&#039;hui à travers les interconnexions, le marché bénéficie d&#039;une convergence de prix un jour sur deux. Cette convergence était plus forte il y a quelques années car le réseau de transport était moins saturé, il l&#039;est davantage aujourd&#039;hui notamment en cas de très forte production EnR et la convergence de prix tend progressivement à se réduire à seulement 40% du temps depuis début 2014 ; en cela les interconnexions nouvelles permettent une nouvelle optimisation et donc une moindre élasticité, pour enfin revenir aux tendances observées à la libérarisation des marchés, avec presque 70% de convergence dans les années 2000. Il existe effectivement une autre possibilité pour tenter de comprendre la position précédente: - celle de renchérir l&#039;investissement par pays isolément et en ne développant pas d&#039;interconnexion nouvelle, - en ne mutualisant pas les réserves à l&#039;échelle européenne, limitant l&#039;optimisation (optimisation mathématique, et économique) pouvant nuire à la compétivité économique, - l&#039;optimum global n&#039;étant pas la somme des optimums locaux, c&#039;est la simple théorie des contraintes qui s&#039;applique, la contrainte étant le goulot d&#039;étranglement créé par un réseau inadapté. Cette option aurait pour conséquence une dispersion grandissante dans les prix, et dans le marché, avec une élasticité énorme sur certaines plaques. Tout le monde sera d&#039;accord sur un élément j&#039;espère: si le réseau était une immense plaque de cuivre correctement dimensionnée avec un maillage global, l&#039;intégration EnR, la MDE, la MDP seraient facilitées. Alors pourquoi prétendre l&#039;inverse sur le développement du réseau, car effectivement son développement est simplement physiquement indispensable, pour les réseaux de transport et de distribution. Bonne journée.]]></description>
			<content:encoded><![CDATA[<p>Bonjour, Le développement de cette interconnexion a été justifiée par plusieurs aspects d&rsquo;abord électriques &#8211; avant d&rsquo;évoquer des raisons de marché &#8211; , les premières reflexions sont effectivement anciennes, mais n&rsquo;ont été motivées que dès lors que la production éolienne espagnole a explosé, en effet voici quelques éléments: &#8211; La demande a considérablement grandi en Catalogne depuis les debut des années 2000, avec une pointe qui de mémoire a progressé de 20% (voir les rapport REE si vous avez les temps), le TGV renchérit la situation, &#8211; Le développement des EnR a explosé en Espagne dans des proportions considérablement plus importantes, pouvant poser des contraintes de sureté électrique, en Pmax-Cmin. « Toute les interconnexions n&rsquo;ont pas été décidées pour obtenir un marché commun de l&rsquo;électricité », mais plutôt pour des raisons simples physiques (solidarité physique instantanée production/consommation), qui rendent possible le marché. Mais ce n&rsquo;est pas l&rsquo;inverse, contrairement au message précédent !!! Aujourd&rsquo;hui à travers les interconnexions, le marché bénéficie d&rsquo;une convergence de prix un jour sur deux. Cette convergence était plus forte il y a quelques années car le réseau de transport était moins saturé, il l&rsquo;est davantage aujourd&rsquo;hui notamment en cas de très forte production EnR et la convergence de prix tend progressivement à se réduire à seulement 40% du temps depuis début 2014 ; en cela les interconnexions nouvelles permettent une nouvelle optimisation et donc une moindre élasticité, pour enfin revenir aux tendances observées à la libérarisation des marchés, avec presque 70% de convergence dans les années 2000. Il existe effectivement une autre possibilité pour tenter de comprendre la position précédente: &#8211; celle de renchérir l&rsquo;investissement par pays isolément et en ne développant pas d&rsquo;interconnexion nouvelle, &#8211; en ne mutualisant pas les réserves à l&rsquo;échelle européenne, limitant l&rsquo;optimisation (optimisation mathématique, et économique) pouvant nuire à la compétivité économique, &#8211; l&rsquo;optimum global n&rsquo;étant pas la somme des optimums locaux, c&rsquo;est la simple théorie des contraintes qui s&rsquo;applique, la contrainte étant le goulot d&rsquo;étranglement créé par un réseau inadapté. Cette option aurait pour conséquence une dispersion grandissante dans les prix, et dans le marché, avec une élasticité énorme sur certaines plaques. Tout le monde sera d&rsquo;accord sur un élément j&rsquo;espère: si le réseau était une immense plaque de cuivre correctement dimensionnée avec un maillage global, l&rsquo;intégration EnR, la MDE, la MDP seraient facilitées. Alors pourquoi prétendre l&rsquo;inverse sur le développement du réseau, car effectivement son développement est simplement physiquement indispensable, pour les réseaux de transport et de distribution. Bonne journée.</p>
]]></content:encoded>
		
			</item>
		<item>
		<title>
		Par : Temb		</title>
		<link>https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71524</link>

		<dc:creator><![CDATA[Temb]]></dc:creator>
		<pubDate>Mon, 25 Aug 2014 08:07:16 +0000</pubDate>
		<guid isPermaLink="false">https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71524</guid>

					<description><![CDATA[Pour conclure sur sur ce point, tout ceci obéit à une directive éuropéenne négociée de 1998 à 2002 et donc promulguée en 2002, qui fixe comme objectif 10% d&#039;interconnexions entre les pays membres de l&#039;UE. Avec cette interconnexion, France et Espagne doivent encore faire pas mal d&#039;efforts car ils ne seront qu&#039;à 6% (de la puissance max Espagnole, qui fixe ici le niveau à atteindre). Ceci SANS rapport à l&#039;époque avec les ENR, mais une fois encore, cela va aussi beaucoup servir aux ENR si on veut en faire énormement plus que ce qui est déjà fait (côté français, car côté espagnol les efforts sont déjà bien plus importants).]]></description>
			<content:encoded><![CDATA[<p>Pour conclure sur sur ce point, tout ceci obéit à une directive éuropéenne négociée de 1998 à 2002 et donc promulguée en 2002, qui fixe comme objectif 10% d&rsquo;interconnexions entre les pays membres de l&rsquo;UE. Avec cette interconnexion, France et Espagne doivent encore faire pas mal d&rsquo;efforts car ils ne seront qu&rsquo;à 6% (de la puissance max Espagnole, qui fixe ici le niveau à atteindre). Ceci SANS rapport à l&rsquo;époque avec les ENR, mais une fois encore, cela va aussi beaucoup servir aux ENR si on veut en faire énormement plus que ce qui est déjà fait (côté français, car côté espagnol les efforts sont déjà bien plus importants).</p>
]]></content:encoded>
		
			</item>
		<item>
		<title>
		Par : Temb		</title>
		<link>https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71523</link>

		<dc:creator><![CDATA[Temb]]></dc:creator>
		<pubDate>Mon, 25 Aug 2014 07:56:28 +0000</pubDate>
		<guid isPermaLink="false">https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71523</guid>

					<description><![CDATA[Le projet date des années 80 et a vu son tracé changer plusieurs fois... Il ne date pas de 2008, 2008 c&#039;est la date de l&#039;accord final. Il y avait déjà eu un accord &quot;final&quot; en 2001 mais le débat public côté français en 2003 acait fait capoter le tracé prévu, et retardé le projet de 10ans. Il s&#039;agit d&#039;une interconnexion décidée sans AUCUN rapport avec les ENR, mais bien opportune aujourd&#039;hui dans un cadre ou la seule énergie éolienne est la première source de production d&#039;électricité en Espagne et au Portugal. Cette interconnexion va permettre à l&#039;Espagne de repousser encore plus loin son niveau d&#039;ENR variables (Eolien + solaire sont déjà à 27-28% du mix de la plaque Portugal+Espagne).]]></description>
			<content:encoded><![CDATA[<p>Le projet date des années 80 et a vu son tracé changer plusieurs fois&#8230; Il ne date pas de 2008, 2008 c&rsquo;est la date de l&rsquo;accord final. Il y avait déjà eu un accord « final » en 2001 mais le débat public côté français en 2003 acait fait capoter le tracé prévu, et retardé le projet de 10ans. Il s&rsquo;agit d&rsquo;une interconnexion décidée sans AUCUN rapport avec les ENR, mais bien opportune aujourd&rsquo;hui dans un cadre ou la seule énergie éolienne est la première source de production d&rsquo;électricité en Espagne et au Portugal. Cette interconnexion va permettre à l&rsquo;Espagne de repousser encore plus loin son niveau d&rsquo;ENR variables (Eolien + solaire sont déjà à 27-28% du mix de la plaque Portugal+Espagne).</p>
]]></content:encoded>
		
			</item>
		<item>
		<title>
		Par : Sicetaitsimple		</title>
		<link>https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71522</link>

		<dc:creator><![CDATA[Sicetaitsimple]]></dc:creator>
		<pubDate>Sun, 24 Aug 2014 20:04:32 +0000</pubDate>
		<guid isPermaLink="false">https://www.enerzine.com/eolienne-eco-122-alstom-installe-ses-nouveaux-mats-de-119-metres/16146-2014-07#comment-71522</guid>

					<description><![CDATA[pour ces éléments. Ce qui parait vu d&#039;aujourd&#039;hui clair, c&#039;est que cette interconnexion sera au moins techniquement un vrai plus, car les deux pays ont un mix très différent. Beaucoup d&#039;exports depuis la France notamment l&#039;été, des imports &quot;éoliens&quot; quand ça souffle fort en Espagne et des imports thermiques &quot;CCG gaz&quot; en cas de coup de froid en France, je pense que tout le monde y trouvera globalement son compte. A suivre.]]></description>
			<content:encoded><![CDATA[<p>pour ces éléments. Ce qui parait vu d&rsquo;aujourd&rsquo;hui clair, c&rsquo;est que cette interconnexion sera au moins techniquement un vrai plus, car les deux pays ont un mix très différent. Beaucoup d&rsquo;exports depuis la France notamment l&rsquo;été, des imports « éoliens » quand ça souffle fort en Espagne et des imports thermiques « CCG gaz » en cas de coup de froid en France, je pense que tout le monde y trouvera globalement son compte. A suivre.</p>
]]></content:encoded>
		
			</item>
	</channel>
</rss>
