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	<title>Volet battant et roulant en pratique &#187; volet</title>
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		<title>Classe de résistance au vent des volets roulants</title>
		<link>http://www.volet-pratique.com/classe-de-resistance-au-vent-des-volets-roulants/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=classe-de-resistance-au-vent-des-volets-roulants</link>
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		<pubDate>Tue, 06 May 2014 14:27:50 +0000</pubDate>
		<dc:creator><![CDATA[Christophe vs]]></dc:creator>
				<category><![CDATA[Conseils]]></category>
		<category><![CDATA[Techniques]]></category>
		<category><![CDATA[batiment]]></category>
		<category><![CDATA[technique]]></category>
		<category><![CDATA[volet]]></category>
		<category><![CDATA[volet roulant]]></category>
		<category><![CDATA[volet-system]]></category>

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		<description><![CDATA[La qualité d&#8217;un volet se défini par la qualité des matériaux utilisés (choix de la manœuvre, de la motorisation&#8230;) mais aussi par sa capacité à résister aux événements extérieurs. Cette capacité établie en fonction de l&#8217;exposition au vent est définie &#8230; <a href="http://www.volet-pratique.com/classe-de-resistance-au-vent-des-volets-roulants/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>La qualité d&rsquo;un volet se défini par la qualité des matériaux utilisés (choix de la manœuvre, de la motorisation&#8230;) mais aussi par sa capacité à résister aux événements extérieurs. Cette capacité établie en fonction de l&rsquo;exposition au vent est définie par la DTU 34.2.</p>
<p>Plus votre volet est large, moins il résistera aux vents forts ; il est donc important de vérifier que votre volet soit adapté à l ’environnement auquel il sera confronté.</p>
<h2>C&rsquo;est la classe de résistance au vent qui permettra de vérifier la résistance de votre volet, cette classe est définie en fonction des paramètres suivants :</h2>
<h2> ZONE DE VENT :</h2>
<p>5 zones de vent, numérotées de 1 à 5, sont définies sur le territoire français en fonction de la force des vents. Seules les zones 1 à 4 sont représentées sur le territoire métropolitain.</p>
<p><img alt=" Classe de résistance au vent des volets roulants" 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PIbe6gutK1m/0+8QTpJNEkTmVJZ2n2sroy/K7tggAgE810/iHR4td8M6jotzLIsF9aSWkkqYDBXQqSOMZ59MVzfhvxVamS2tDq9xrM11qL2QlktRbtA625m2Ou1f4UJzj+IU6X4h6bb/AGt7q3uIYLe2v7rzTjDizmMUyrzy3AYDuDQrWsN3bO2VcKB14xTq4WDx9D/wlOmaJeWDWs98qrGHuY2kSUw+dteMEso2hhuPcYxggmjp/wAUrKawXUdR0nUNP02bSpNXtppNrefDHtLgKDkN86EA8EMDkcimT5HpFFeWTfEc6lo17eWEaW1xpE9pcXkKzRXKSWssm0/OhOGChzgcgpjkHn1MHIBoAKKKKBnBeIv+RyvP+vG2/wDRk9V6seIv+RyvP+vG2/8ARk9VwM16+H/ho+fxX8aQD8h3NZbsdWYouRpyn5m6Gc56D/Zz370O51WR442K6fGxV3HBnPdQf7vv36VoqoVQqgKoGABwAPQVz4jEfYideEwn/LyYcYwBgDgCiiiuE9QKGYKCzEKo5JPAAorO1xRNDbWhXctzMqOP9jkk/oKcVzOxM5KMXJlh7+0RNzXMRX0VgT+AqMXV1Ng21i+w9HmYIMeuOtW1trdJN8dvCrjoVQAj8cVKST1rvjhIr4nc8qeYTekVYzXnubJvMvzG9u33njBAiPv6j3q+pDAMhDKwBBHII7EGnEBlKsAysMEHkEelZCaXOLpbfz9mkxgvGkbEPuOR5Z/2BnIxU1cLquQuhjtGqhrAHJ9utZ8d/czNMINPZhHI0RJmUHIPp7jB+hqQ6TaDBhWSBxwHjcg/nmprO0hs0dYQd0r75Hcks7YAyT64AFEMJZ+89AqZhePuKzKxm1FgQunojHgF7gEA9iQBU1nZeRO9xLPJPcugQu2AAMk4Ve3WrdFdEKEIO6OSrialVWk9BQxByOtZ50qEM/ky3EETsWaKJ8KT3PT9Kv0VpKKluYxnKOsXYpW2lWNtIZIrZPMbq7ZJP1q6DjgcD0HFFFNJLYTk3qwYBvvKG+oBoycY7UUUBcKKKKYgooooA574hQtN4J1YoyJ5MYuWLnAKxsJGGe2QpFcnbNvmt2wV3OjYPBHI4NdT8SGjXwFrolcor2xjAAyXZiFVMf7RIX8a4aHUbnzIXOlXPDqSoIJ6jIA715+M3PUwP8OX9dDrT1NJVKx1ayvmKQy7LgdYJRskX6rV7FfBNNPUgjeGJ33vGGfAGT1xUE0EyT+daMijyyrxMOHORg57HG4fjVuimpWAiglZy6vF5boRxuByMZBzVa3Gp6Td3UujSWzw3chllgugcI+ACysPpnFO3C2vmE2W+0AssuOFAx8pPbr+NXK1p1ZUZc0NCoycHdDbLxPdafJFB4kij2SOES+tgfL3E8B16rzxnpXYbTkjHTrXD6lZRahZSWs5kVHwcxnBUgggg+vFQT6a10hW81TVrhSMMr3JAYdwcAV6lDM0o/vdzphiVb3tzvUZXUMjB0PQqQQfxpa82bUL3wVp2ozWFrbXOkB/tAhd2V4jgBlX1BxnHrXpTAhiDwR2r0qNaNaPNE6ITU1dCUUVGs0TzyQJLG08YDOgYFlBzgkdulalklFFFABTqbWTr2u2mkW8oaaM3vllooCeWPYkdhkjJ7CgA0QAalrvlf6j7WCuOm7yk3gf8Cz+Oa1qoaDDBb6Tbx286XKhSzzKQfMcnLMfckk1fpsAooopAFFFFABRRRQAUUUUAFP70yn9678Hszy8y3ib3gX/AFOqf9fZ/wDRaV09cx4F/wBTqn/X2f8A0WldDNPFDt82REz03HGa4qztOVzvw/8ACj6E1FVvttr/AM/EX/fQo+22v/PxF/30Ky549zW5ZrE8XaR/b3hy/wBORxHJNGRG552P1B/OtlWDKGUgg85HenU90MwJtDW/u9I1C+SJLq0zJLGqBldmjKEEnnALZH0qLxT4Yi1yTTrqC6l0/UtOlMlpdwgEx5GHUqeCrLwQf6V0lFN6gtDgR4Ak3y3R1y5Gqtqi6qt2sKDbILcQbdnQqUyOfWsDVvhzLcx+FNAlkudQs7PUptVvdSnKqZAzO7wlR13vLyOmAa9doo63FY4WPwAkfiw6ymqTCI6mdVNqYlOZTb+Rjf127ecetJJ8OdPm0TR9KuLmeS107R5dGHQGWORYlLEjow8lSMetd3RSSSVkN6u7OG1LwnqFzoyaXNqEV1DNdWzXEjW6xEQxOHYAL94sVVeexNdyBgYoopgFFFFAHA+IiB4wvSxAUWFsSTwB+8nrCmd9WkWO2lKacjHzpV4M/BGxT2GSCWH0HciTxe9u3xKuYNSk228mnWa26SHbHLJ5tzuH+02AvBP4VedlijZnISNFLE9AoAyf0rp9u1TUEcSwsXVdSWoIqoiqgCIowAOAo/oKz4bm/uk8+zt7M2zE+U0srKzr2bAU4B6/So4oLvWLKKS8aSxtp0VzapgykHB2u3IHHBC59jWxgAAKMKOAB2Fa0cNfWZhiMbZ8tJmdnV8A+TpxPcefJ/PZSm4vYf8Aj4sS69S1s4kA/Dgn8BWhRWzwtNnOsdVW7KlreQXRKxPhx95HBVl+oPSoYGF5qizJzBaq8YbszkjOPXGMZq1d2lteDF1CkhAKhjwwHfDdR+FSQxpDEkUKBI0G1VXgAVNPDKEua5dbGupDlsPooorrOAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACigAngc1h+JvElrocSxoBd6nLxBZRsAzH+8x/hQd2P0GSQDLaSuyoxc3ZFbx1qen22nLpt/aS38moAqtrAyh9q4JkDEjbtOMH1xjmuL0KSZ5xDMLhhDMipLMmxpFyCMjpkdCRwe3oM9Jbu01e5vdfuI7ma/dVF2BtEPZYMZ4XJOD3J555PQWgzeQD/az/AFry8TU54yZ7NGj7GD7lnXdP/tK0RUEQuoZY54JJFztZHDYz1AOMcdjTF0++uG3XurTIx/5Z2arGg9ssGJ+vFadFfFc7Ssc1zmdC1pks3e7XUZoDIfLdrZnaJf7rsByfw46dRWzY6pYX7lLO6ikkHVM4YfUVe3H1rO1zT21KGAwzC3vIJBLDcFAxTghu/dWYVTcZPXQB2oTEpNbsuxWUKZJFJU5wOB361eAwAPQY4rDu9C06KwmLi6kYJ997qUln7HG7HXHGMVZj025ESK+sXxZVAJAjHb/dptRtow0NCSWONlWSSNGIJAZgCR1NR2l1b3kZe0njmUHBKEHB9KpJolobp57x5b+QqFBuwjBADn5QFGKmvNNguXEkbSWs4wpltyFLL3U8cj8OO1RaPcRDrgjutOlaO5tl+xypNJ5pymUIba+OgOK7PQb6fVdFs7+6s3s5riMSGBiSVyTjnA4IweQDzyK4S58LaVc+esiXAhnREkiSUqrhCSCcck/MeSeaLO0uf7R1GKLW9YiSJo9oFwHwCuT99TXpYPF06EXFvT0OmjVUFZnYeMdUl0bw7dXNqEN8+2C0VxkNM5CpkZ5GWBPsDXM+DtKgtfHF0y5luLfTF825IBeWSaUl2kbuf3K7R0A3YxT4dLiS7S6uJ7y9uE+491MXCHGCVXhQeSMgZqL+0IvDnieDUJ5BHp+pqLW9eTOyJo1dopM9jyUx33Dnjnohjo1q8UtFr95arKc12PQaKq6XqVlq1oLrS7uG7tyxXzIXDDI6gn1q1XqnUZ2u3c1rawx2Zj+23UyW8HmcgE5LNjvtRXbHfGKn0uxi0yApAzu7tulmkOXmbuzH19hwOg4qjrR+zato99Md1pHI9u44xG8u1UkP4jZx/wA9K2DwcU2Bj6MgTW/ECrEkQE8W0IAAwMKEsR67i4z7VsVl6vazo/8AaOmjN5EuHiHS4j6lSP72OQfXjoav2lxFd2sVxA2+KRQykelAEtFFFIAooooAKKKKACiiigAp/emU/vXfg9meXmW8Te8C/wCp1T/r7P8A6LSsz4lKrS6XuAP+t6/8BrT8C/6nVP8Ar7P/AKLSs/4jRyPLphjjkfHmZ2KTj7teHnKvRqLzX5o7Kf8AAXocV5Uf9xfypHiTY3yDoe1WPIn/AOfeb/vg/wCFNeCfaf8AR5un9w/4V8g6em34EHq/h8AaLZAf88h/Kl1i7uLKyaa0sJ7+UEAQwsiseeuXIH60mhAro1mGBBEQyD16Vh/EZtePhqa38LWklxf3DCIvHJGjQoT8zjzGUEgZwM9cV9tS/hx9EdcdhnhzxzY6tpupX95BJpNrY3DW0kl5JHsZl+9tZWIIB469a27rXdKtLWK5udQtYreVd6SPKArrxyDnkcivO7rQ76RPDEtr4SulstAnJGm3U9szzhonTzFIkKblZt3zEE8kc03wt4Cmhv7CbWdLtGtFi1SRbV9jpZm4niZIgOQflD/dGByPTOu9welj0m71nTbOe1hur62hmujiBHkAMvH8IPWs/wAU+IZdCigaDRdU1V5NxKWMIby1UZJYkgewHUnoK8nj+HepmGyi1jT9RuoZtDstMnSwntQ0Dwl9ys0vO35wQYznI9Qpr0H4m/8ACRXNlZ6b4e0+6ntLtyuoXVpcRRzwwjGVj8xlG5xkBs/L164pPQcbM6rRtRttY0iy1OwdpLO8gS4gYgqWR1DKcHpkEVerM8PQR2mhafbQ2TafDBAkUdo7KxgVVChCVJBwABwT9a06YkFFFFAwooooA8/8TxpP4rv4ZkDxPYWwZW6EeZPWK+iQEyKtxdfZ58faIZJmkEoAwACxO0diFwCPzrd8Rf8AI5Xn/Xjbf+jJ6r16tGEZU43R4WIqShWlysCcnNFFFdByBRRRQAUUUUAFFFFABRRRQAUUVzWreMbTTNel0uXT9TmaGJJpZ4IgyIHLbfl3b2HynlVIzx1BqKlSNNc03ZGtGjUry5KSu+yOlorG0/xVoF+srW+rWqGJd0qXDGF4xnqyOAyj6isxviD4dSAzzTX8dtjcJ2064MTL/e3hCAvfJxxzUuvTVm5LXzLjha0m0oPTfR6ep1lFHBAIOVIyCOhHqKK1OcKKKKACiiue8XeIZdF+yQWNrHdahdElElkKJGoHLsQCSO2AOT3FTKSirsqEHN8sdzS1rWdO0S3WfVLpIEc7Y1wWeQ4zhVAJY+wrk7jxpqdy+dK0mKC37S6hIVdvcRqDgf7zA+1YaRTy3kl9qVybvUJAVMrDCxrn7iL/AAr+p7k1YriniJP4T1aWCjFXnqwvb/XdTG3UdXMMHIMGnIbcMP8Aafcz/wDfLLVazsbWxDC1gjiLcswGWc+rN1Y+5NWRkkKAWY9AOTWja2IUhrj5m6hOw+vrXFiMVGlHmqM6PcorRFSKxN5C6Soht3BVhIMhx3GO4qDRrFNK1eTT2eR4mjN1aFmJwuQJI+c/dZlI9mx/DXQE1h38LT+LbDyMM0ds/wBo8xRtELNwE5zuLKvTjC89s+BUzGrVbS0RzyrSl6G5RUH2ZB9x5U/3XJH5HNBhmwwW6kBPQsinHH0FefZdzEnpKizcL2ilHqCUP5c/zpoM83DJ9nTAJO4Fye444H1pcoDb9c/Zlf7jTDd+RI/UCrRzmqNzY2/2aUmKSYqhZUeZmBOODgnrxVi0x9kgw/mDYMNzzx1pu1tAJqKKKgBks0UETzTuiRINzOxwAPeqGgK/2KWeaNlluZ5JS0gAZ13ERkjt8gUYPPrzTdZ2Nd6THOAbd7n5ge7bSUBHcbgK1Dkk561d7KwBQGI6HFFFQBl31qLG9k1nTryHS9QZQs08i5huFHRZUyN2OzAgj1xkG1onxC06Sae216702zkjUNHeRXGbWcHOQHYDaw28qSeCCCe1HXI45dU8OrIkcv8Apsh2uARj7NMd2Prt/OteVVnheGdRJDIpR0cAhlI5BHcYr0aGNnQST1RtCs4ehs+LUMnhbVox1ktnUEepGAQfxrXZSO3SvLjZam+kf2TqOt50G1k2COKBkuZolO5I3mD54+UZVQzBeTyc2YNGiiAn0jU9Ysp8ELKL2WYfRo5i6n8s16UsxoxtudLxELno653DFZHhgn+zJFTBt1uZlgYDAaPeduPUY4z3rlpbrxDqcU2nX9/Zw20bhZbmyRo5p12g7cEkR5yASpJ44254bbaZc6YuPD2q3Wnpxi3kP2mD2ARzlR7IQKcsxoxdrg8RBOx6DRWJ4Z15NXSW3uVS31e1wLm2B6eki+qHqD+B5BrbrtjJSV1sbJpq6CiiimMKKKKACiiigAp/emU/vXfg9meXmW8Te8C/6nVP+vs/+i0rp65jwL/qdU/6+z/6LSq3jzxZceGZdOS3so7oXQk3F5Cm3bt6cHP3q46qvUZ30P4UfQ7CivKf+Fo3/wD0B7f/AMCT/wDE0j/FK/VSf7GtzgZ/4+T/APE1PKzW6PV6Ko6LeNqGlWt26CN5ow5QHIUkdM96vVIwooooAKKKKACiiigAooooAKKKKAOC8Rf8jlef9eNt/wCjJ6r1Y8Rf8jlef9eNt/6MnqvXr4f+Gj5/FfxpBRRRWxzhRRRQAUUUUAFFFFABRRRQAVxnxBRV1Pw3OilZ2nmt2kB+9GYXcxn1+ZEb22n1rs657x1ptxqWhK1hCJ76yuI7yGMkKX2HDqpPRmQuozgZPJxXLjKbq0JwW7R35XXjh8XTqS2TRytzbwXWz7VBDPsOV8xA+0+oyOKi1aSdNKvmtolmuBA5jibkO204GO/pipLS5gvLWO4t5AYpBkbuCDnBBB5BBBBB5B4qdSAQRJHx/tD/ABr4hUau/K38mfrMsXh9nNL5r/M7Pw1Hbw+GdHjsrhrq1SyhWKd+TKmwbWPuRzWlXlmm69q2mWR0LSY4ovIuJGS7uoS6R2xAKLGAw3NuZhzwoUZByM6Ft4p8SWuBcQ6TqiA9Rvs3x7n94rH8AK+3p4mLim9ND8mrYGpGcktUm/meh0VxX/Cey9P+EW1bd3/0i2259j5mSPwFTWvj3T87dXsNS0vJwJJIxNF9S8RbaPdsCtVWg+pzvDVUruJ14ry7xBJfL4t1Ka90vV5CMRW72unzXEXkgZBDohGSeSDXV3Pjvw5HE7WeoLqco4SKxBlMp9Fb7v1JOB3xXL6lqWra83/EylNjYZ+WwtZCNw7ebIMFv90YHrurKvOLja50YOnUjPmt95VgvrWfcEnRWQ7XSTKOh9GU4IPsRVhWV+UYN9CDWTokVtb/AGvT1giiMEhYRBVA2N90genDda00soJ5Fj+zwkscZ2Dgdz0rhbS1ex6rdldmvpkOyEykfO/Q9wKudaz5Fewmt/LmkFgMrIJB5gQY+UA4yBnuSQKfhr8c5Sy7DkNMPf0X9T9OvyeJqOtUdRvQ86cuaVx32+A5EXmzkcfuo2cfmBj9aytVu4RqWm3Gnzg6o0gtfsjAgzQswMm5Tyu0Atu9sH71dAOAFXhQMADgAegrF8WyothAEYnUxMkthEhPmSSIQSq+xXcrE8BWOSBWdOzlawkbR6minMpLkKM88U1RuUMvzKRkFTkEexrJoQUUEEdaKQEV1IsVvI77wuNvydcngYPrzTbKN4rOJJQgcLghen/66h1IHbFIyPLbxuGljXuOzY74POP8KuK6uodGDKwyCOQR61b+HQBaq6jf2mnQ+ZezpED91Scu59FXqT7AVaXqKwtANtBqWoxzQi31SSd5P3igPLHhQCrfxLz2PHpRGN9QG6i19rVslnbWUtlDLh5Z7xMGMZBAVQ2S2e/GPXtWpLNNbNvutklueskaEGM+65PHuDxVvJozRz9LDGGWJY95ljEZ6OWGD+OaevzKGU7lPQjkH8agFnarJvFrbh/7wjXP54pjafaFifICE9fLJjDfUKRn8aXuiKV8d/izSYVba8VtPOxX5jtJRQrD+EEnIPU7CB3rXrC0lEsvEeqQTKYZrpY2tlySkkKKchWPO4FmJXsCuOMmt2nPokBCtvEty1wF/eNjPJxnpkDse2aZbh0uZ4uWiGJAWxkFiSVHHT61ZqndSG1ujcGO4eAxHzDGAwUgjB253ZwT0z/KiLb0YC2xK392svErkMoHRkAwCPfPWrdVAy/2w4YgMbdBGDwT8zFsf+O9Kt0pAUNRsXlngvrFkg1W1yYJj0Yd429VPp261fHjKaRRDF4d1M6gp/exPtjiUd2WUnaw9AOfULRRk9K66GOqUI8sTWFaUFZE1r420lXaHXZI9AulAZYtTuIoxIucZRwxVvoDkdxSXHj3w6q7dPv01e5J2pbaZ/pDufqDtUf7TEAdzWLrOpC3ntrO1S0udTlkHl28smCq93OFYgAd8UrazcQcanpd9bqOstuBcx/hs+f81FdqzKfL8Ovr+ht9Zdtjc07xjZTXkVnqtrdaLdykLEt7sEcrf3UkVmUn/ZJBPYV1HlvnG015nfXzanZy2drpVzP9oXbm/tCkAU/xOHAJA67cZPp3pIPCmlR2sVvOt1eJGgT/AEq8mkBAHHyl9oHsAAO1VDNEo/vFr5DjidPeR6aY3HVTTK81i8JaBbkSWenRafIoIE9i7W0ijv8APGQSOOh4rp/AF1qN/wCGIbrU7j7UssjtaTsm2WW2z+7eQAAFmA3ZAGQVyM5rsw2LjiL8qasa06qqbHR0/vTKf3r2cHszgzLeJveBf9Tqn/X2f/RaVy3xp/4+dD+k/wD7JXU+Bf8AU6p/19n/ANFpSeM/CaeJ5LFnvZbX7LvxsQNu3beuf92uSo7VGd9D+FH0PFajl/1T/Q16b/wq2L/oM3P/AH6Wkb4VxMpH9s3PIx/qVpcyNLHaeEv+Ra03/rgv8qZ4rwmhXUzavNo0cCGaS9iERMaryf8AWKy447iruk2Q07Tba0VzIsKBN5GC3vWR418MQ+LdJTTrq/vrOASrKxtfLy5U5CsJEYFcgHGOfpWbKRxXhzxNr+maPYtqAvdd1PXrlzpNrOYIGit1QuGmdUQLlVLHCsRkAAnNaK/Eee7js49J8NX93qcy3fnWjTRR/Z3tnRJFZy208uNpXIPHTJI1LnwQ12LeW88Ta7PqFrN51pfEWqS25KlWVQsARlYMQQ6t7YqzofgzTdGntprWW6eeKK5jeSVlLTtO6SSSOQoyxaNemABxjGMIT02OQ1v40aPppspFgU28unwalN9ou4beURS7tqxRs2ZpBtJKrwB0JJCnW+Mur6roHhiTWNJ1O7tPscUkvk22mm7E7hdyiVsHyosK25vl6g7hjBuWHgC30s2f9i61q+mtBZw2MpgMDfaY4s+X5gkiYbhuYZXaefpjU8WeHJfEMDwrr+saXBJC8Esdg0KiRW6ks8bMp7AqQRQ9dhrzNfS7j7Xp1rcF4ZDLEkheB98bZAOVbup7HuKuVU0yxt9M061sLGMRWtrEsMMYPCIoCqB9ABVum7X0ElZahRRRQMKKKKAOC8Rf8jlef9eNt/6MnqvVjxF/yOV5/wBeNt/6MnqvXr4f+Gj5/FfxpBRRRWxzhRRRQAUUUUAFFFFABRRRQAUA4OaKKAPPPGGmRaX4ktbyz+SLVzILmED5TMigiVfQkAhh0OAeDnNPArpPiTaF9Cg1JHKzaZcJMFwCsiuRG4P4OSCOhHfpXNkYJrzsRG0z2sHPmp69BkilijK21lOckZBGMEdabG7eYY5cb8bgVBwRn+dPd0jXc7BV4GTxz2qOIF3MzArwVUHI4z1IrA6yagEiiigBdx9aSio/OBcqiyyMvBEcbPg+5A4/Gk2krsTaW5n2lu9lrEirO8kN0jzFZFUlWBUABgASME8HNdHpUXLzHt8q/wBTWDckjVNOkuMWsDs8W+dhHk7ScAH2X1rqLWS3kh22k0UsafKTG4YA+5B615mYYqKpckHds561RctkTUdaKK+ducgAVzEs+l6/qpYys9pb22y3vY9yr5zucmKXGCyiNOR/exzkit7VBAdLu1u50t7d4mR5XYKEBGM5zx1qt4cuV1Dw1p0pVCj26q6BcKGA2sMY6ZBGK1horjWxEdDNwNuralf36kDdEzLDE3sVjC5Hs2c0P4esUYtp/naWzHLixkMKyDnIKD5c8/eABHY1bbTbXC+XH5RH3mjJBcd1Y9xVTWJk0izN217LBCrAStKGnAXOMhck5zxx68g003J2TEIlheaW3/EpkFxZnrZXUp/d8dY5CCQP9lsj020y31HWLhEC6VEjTfPG7z5jjTuHIGS3T7uQc9eKit78Q3wt9anvLFZi0lut3JCnnKAAQCjZ4+9g44PscaejAjSbQb96iMBGJySn8OT3OMc+tOa5VqN6EAutbjb5tL06QDoY75gc+4MfH51Dpd3NZvBp2rW6QXDg+XNE26GU9SAcAqfYj6E1tVBfWsN9avb3KlkbuOCp7EHsQe9QpJ6NBcdd7xaT+VH5knlnamSCxx0zWP4SjsFsX+x2ghuUIiuJDbCJ5HHPJH3uvqT61HdzazZR29rNPZXAuZBAtyu6OZQc5bZ8wY47gj1xW7bwR2sCQQjbHGMD1Pufem1yxt3AkooorIQUUUUAZOs/v9U0WzUhH89rvf3VYxyAPVt4XJ7Fu+K1qxY5Es/FN4btTH9ujhS1mYfK5UNujDdmzzg4znjJzW1Vz6IbCq94XaIQoMGYlN5xhODyRnnpViq95t/0cSD5DKMk4wDgkfrilHcQ68t0uotjkowO5JExujbGAynHXn0qFpLm2eFZnjnhdwhcjY68HBOOD0xwBVymSxpLGUlRHRuqsAQfwpqXRgPIIPNAODmqoswnENzcxJ2VWBA+mQaQXEtudl6pZf4Z41JB9mUdD+lHLfYDIhgl8NTu8AmvrG7kJkRIFMySHlfmUDcvb5umeuKsPq97aT2w1TTorW1mco04ui4iOCV3DZgc8ZLYzWnDdwSyBI5CXPQMpXP0yOap61B9vl0vTRvdrq9h3xryWhVw0hIx93aDnPFVzL7RcIuclFbs0znODRWxcaDMGLW9xG464kBU/nzWHr32nRdJv7+4tm2WsDzE4ypCqW5I+lc1OtTrO0HdmlTC1qXxxZnarE2sXcHh+2L7rrDXrocGG0yd5J7F8bF75JI+6a9CVURVSNAiKAqooACgDgAdhWJ4R0ZNH0zfI5n1G9xcXlw/BkkIHAGflVR8qqOAPcknbr63C4dUIcvXqddKnyRt1Cn96ZT+9exg9mefmW8Te8C/6nVP+vs/+i0rpHdUxvYLn1Nc34F/1Oqf9fZ/9FpXLfGaNJLrQ96huJ8Z/wCAV5uNq+x5p2vY9nKsN9alCi3a639Fc9L8+L/nqn/fQo8+L/nqn/fQr5y+zQf88k/Kmy2sHlP+6Toe1eV/aj/k/H/gH0a4dj/z9/D/AIJ9Jg5GQcg+lLWP4UAHhvTQOggX+VWNZvptOsWng0681GRSAILTy/MOTjI8x1XH1NerGV0mfN1I8knHsaFFcn4a8bafren6neywXGlW+nTtb3EmoPEiK6j5vnR2XAzgnPB4rfuNSsbaBJ7m8toYGAZZJJVVWBxg5zjHI/OqILtFVLrULO1ntobm7t4Z7likEcsiq0zYzhQT8xx2FZXjXxTpfgzw9c6zrs5hsoMDCjc7sTgKo7kn/E4AJoA6CioopFliSRPuuoYZ9DUtABRRRQAUUUUAcF4i/wCRyvP+vG2/9GT1Xqx4i/5HK8/68bb/ANGT1Xr18P8Aw0fP4r+NIKKx9a8SaZpHmRzXMct4uALSJg8pOOMqOQO+T2rjpPEfiPWtPt5YDDoe6MTARr50hYgFUcOowB3A5PYr3yxGNo4f+IzpwWVYrG/wY6d9l+J6VgnoKCpHUYrzee8129mEt5rDwbBtRNPTyU65JYEsSe3JxgeucwaPLqfh5biHQ3s2spn3iC6Vj5TlQCysG5Hy528ZLE5rjWdYdz5enc9R8K45U+fS/a+v+R33iHUjo+i3WoCAzmEDCA4BJYAEnHAyck46VySeJvEqo0bW2jyO2GWf94qxjH3THk7vruH0rIuFvry7ZNT1i+uVmjHmwhhHDLg/d2AYAHXg5PfNXunA4HYV5uMziUpL6u7I9vK+GKcYS+upN3VrNkreLvEoiXbpOnPJDIfNJdkFwnbyxltp/wB4n6d663w9r1h4gsjPp0wZkIWeBuHhbn5WHboee9cZUAupNF1FNYtvuqBHdx7ciWHIyT/tL1B+o708DnFR1FCtsxZrwxQVB1MKrSjd27np1FU7rVtOttLOpS3sP9nkblnRgwf0C46ntgc1wGpeM/EdxZ3U+mWFraRqWktw4Ms8qAfKrKSqqSRk8nAOOCN1fRzqxhufDU6E6nwo9Lorh/8AhZFgUgI0zUXkwTdJsVTb4Yqcgt8xwC2Fzxj1rKh8V6xPqlvqT3u3SFvZI5LO0iSQeSpdAd2NzNuVTkEAZPHFJ1oLqVHC1H0N34pQO+g2V2w32VhfR3N3H2Me1lDn2RnVznsue1YB6+tdQPG/h6Y+TdPcxxS5RvtFo4TBHIY4IA7c8VwulBIbi8s7CR7nR4GC2N04IMiZPy9TuC4AD8bhz7nmxCTfMmd2Ccox5JKxZuGxdRLMuYCNykdA45Gfw6fT6VItxExAD5YkALg5ye2MdeKlqRHAtL1XBO6LcuOoYH5ce+SK4a03TpucVqjsnJxi2h8djczAZIt17lsFsew7fj+VT/2PF/BeXSn1Yqefpg1oDO0bj82Bn60EgKWYgKASSeAB6mvnJ5hXk73scTqzfUyxpDl9st6Xh7hI8Mfbdnj8BWnBFFbxLHAgRB2HSlVg6K6MHUjIZSCCPY0tY1sTUq6TZMpSluxsipKu2REdM5wwyM1m39u9nMl/p1sHdRsngjABljz1A7sOo/LvWpQDg5rFSZJTbUrFdPS+a6jW0c4WQk8nJG0DrnIIxjOaqjU7u4Zn07S5J7ZcAyTubdnP+wrLkj3OPaqtvZw6b4j33CeZFdMzWkrciCRss8YHQbuTu6nkHtXQEnvVNKOwzJjsrq+vYrnWEt0hgIaC0jYyAPz87sQMkdgBgcnnjBpQ+y6vq1h0Qut7CP8AZkyHA/4Gjn/gYrWrM1uCYLFqNipe8s8sIx/y2jON8f1IAI/2gO2aalzaMDTqjdq1xNsjihkSIMsqTA4kDL90HHuOefSrVrPFd28NxbOHglUOjDuCKjscNE8pwXlcliBjOCQPwwBUpWuxGJb6RHZSSTDQLSaeF2ltjE4wgwQqrkfKcccDFauibP7ItfLQxoEwqFSpUZ4GMcVeXqKgslC2cOBgFQ2Pr/8Arpyk5RHcnooorMRg+I7yOw1DSp2nhjfzGT/SGCRbSPmJcng/z9K3sggMpDIQCCDkEdQQaxvEE32iJtMtYzNeTAEgAYiXPLMe3GRxzV+K0FqFSybyolUKI2BZcAYGBnj8K1aXKu4+hNLKkK7pDjJwB3Y9gB3qCE3dxFE8uLTcAzIuGdTx8pPT24H0NSQQukssszI8jH5SoICrgcDk98nip6jRbCK9owzND5hdopMHccnBAIz+dTyK3lvtIRtpwzdAexNRzQpLyco4GA6HDD6GqbQW0V+9xcI4VYwqu5JU8kkn3+vTnHWqST1Ar3VnNq+lRtFdCK4W4jnhlbMkf7uUMCVBXIYLj6HrUmmaqJbh7DUmig1WNypQAokwwCHjyfmBHbJIOQelavGBjoehHTFQ3lrb3sBhvII54j/DIoIz6j0NPnuuVjuTEEdRiq1+oNqzE7WjIdW4+Ujv+RxWXJHPpWo6dBbaiFtbqUxldRkBiiAUk4kPzBsAkKSQcY4613lnoWnvbpJceXqSyKGV5AGiI6gqvTHfPJ965cRiIYZKUtTrw2CqYjWOiOdSWOXd5UiPtO1tjA4OOh9DzT61tY0m7e+kubGO3eF0RTED5bBgTk5wQRjHpUVtoF9Kwe6uYbZOQY418xz6EMSAPptNZRxtFx527Fyy2upuEVddzOxUaTI0hRWO4exAPrg9/wAK6OPw3Yh2ad7m4UjG2V8AH1GAOavy6fZTWsVvLbRvBFgojDIBrnnmlJP3Vc6YZNUa95pHIJYy6o/2e3iDkMC0jMVEXvux19hV/wAFad5FzqtzeyC41SGc2TSgYCRhVZQo7Z3Ak9z9BXSWtvDaQLBaxJDECSEQYGc1z+pJdaZ4mtH0meWaTUZTJc2D+WIiiJhpd20uCPkGAcE4BHOawljZYpSpR0XQ9DD4CGGtN6s6auc+I7P/AMIHrUEZxJdwixTIyN8zCJf1cVrJqUW8JdRXFo5OB5yjaT/vAkfmRWR4yJuLvw9pKkq1zqCXUhXkrHbfvifpvWJf+BVz5bh5TxlOPmjtrzSptm3Jje2OmeKbSnrSV+pngBT+9Mp/eu/B7M8vMt4m94F/1Oqf9fZ/9FpXM/GEMbnRNscjgCfJRScfc9BXTeBf9Tqn/X2f/RaV0xAPUZrzcbS9tzQva57OV4n6q4VrXsvzVj50w/8Azxn/AO/bf4U2UOYmHkzdD/yzb/CvozYv90flRsX+6Pyry/7L/v8A4f8ABPoP9YX/AM+/x/4Bl+Fsjw5pwIIPkrwevSsr4iz65B4amj8L2M11qM7CENEYw0KnhpAJGUEgZwM9cV1dY3ijV/7E0h7tbdrmYukMMCsFMsjsFVcnpkkc16ijZKJ89OXNJy7nnV3oVw9v4YFv4T1B9L0O4LSadePbGS5LRuomXEhRmV23HcQc8jmo/DXw/kNzpo17RbZ9Ojh1RorKbY6WQnmiMUO3JH3A/wB0bRyB2z6sb6Bb+KxeQC8kiaZYxk5VSoY9OgLKPxrB8S+JrnTdd03RtMsLe81C9imnVbi7+zpsjKBgDsYs2XXgDpkkint8zNq/yPKm+H2sXEOnx63ZarLHLoVlp7mwNk8ltJEWLqzT5K/MysGjPVeeQprsPjD4M13xLZXk+jajbuI9KurWLTZ7UP5ssiFd6OXUI5XKBiCAGb1NdHL4qkg0XxPfXGnlW0PzMxiYHztkCTcHHy/fxyPfvisfTfH13PcR2l/o0VpfzQWl3Ci329GhnlWLJcouHUt93HPQGqs2Gyv/AFp/SOz0GG6tdGsYNRlWe9jgRJpVTYHcLyduTjntmtGufXxdoB1G8sRq1qbu0V2mTf8Ac2DLjPQlR94DkdwKSPxh4elW0MWsWTi7kMNvtkB85g+whfX5hjPSk3d+oJWR0NFY+i+IdJ1uW5j0m/hunt22yBD09COOVPOGGQexrYoGFFFFAHBeIv8Akcrz/rxtv/Rk9QoyqwZyFQfMSTgAdSSam8Rf8jlef9eNt/6MnquPcZHcGvXofw0fP4r+NI8b8PXVpaeHbG6vLq3jluI/OeedwrzFiSXJPJJzmrk+tWsUe9VuZgQSuyIjf/ulsbv+A5rT8baOnh/T7FvDGn2umWYl/wBLu7eBS8XKiMEEcoWbn2XHQmsXV9TttYM0uq6HYXEssf2eDU03LGjDOCpI4YEggjj3r5qrl9OFSXtZO++2n36n3eHzutUow+r01y7bq+nlp+pp2c/2q0hn8qWHzEDeXIMOmR0I7Gpap6VDqEMMq6rdRXMpkJjMabQiYACk9znPNXK8Sas2kfWQbcU2tSC8ClYlZd5Mi7RjOD1z7dKsHrUVyu6A9chlYEcdxUpHNDWiBfExKJCFibPORtA9aCQo3MQqjqTwKgdjI2f4e30ruwGHdWfO9keTnGOWHpezj8UvwRnwaZBFOzbneMSmaOFj8kTsAGZR2JwP8mr9FFfQHxSVhGVWGGUMD1yPwqC1iWBnihGyBAAqAYCnknFSSShCVUbpMZCj+p7UsSlAxY5ZjuPPGcAYH5UIY/2PI9DWNbQanawGxtlto4Ec+VcsxYpHuyF2Y6gHGc44zWzViytvtDsWJCLjOO59KidSNOLnLZEykoq7Ofv4bux0+6vbe+mlkgjaVxKAUIAycjAwMDtitdtL1iKSN/tdhcbJAxiELRhxnpu3HHY9DVjxOijw9c2kahFvNtkSRwolIQsfwY/jWwwwcenGTXhYnMpVFanojknWcttjOxq865ZrKzz1CAzEfQnA/SmzabcXCBLrVLiSEsC8axxqHGfuk7c4rSorzOdmFzDLLoE9032aNNMnmRhIJAoiJADZBHTIz+NWm1I3UvlaOIrllP7yZifKQemR1PsKtbUkvpVkG8qikBuQOvarAAAwoAHoBinJr5gZGL+31TT2ur4SRzu8TxRxhUHyFlI6nOR3NbFUtUs3vIovInNvPDIJY32gjI7EehHFV5b/AFG3XfNpodIyDK8cmQyZ5KjqTjnBo+IZH4jmSSOCytz5moGeKWONOSgWQMWb0XAPXr0FbLY3HFYfhKS2e2v/ALO6SyLeSiSUclwx3oSf91lH4VuUT090GFAJBzRRWYjntWtX0eyvLzTZNlq5LXFs+Sihjh5EP8JGS2BwfrzXQuFijJYhI0HLHAAHue1V9RiSfTbyKbHlyQujZ4GCpB/nWbY6LbyW1tJqckuoTiMHNySVBwOidAfpWt+aOo9y2mradNJ5FtfWtzcMCFiinVmPHPANWrWN4raOORgzqu0kZ/Cquq2NtPp8quY7Xyx5qzqADEyjIYH2/lVaz1uJtCt9QvSEeQBdkeGaQk4Uque/XHpSsmvdCxsAZOPWsldQu9QP/EogQW+SDd3Odp5wdqA5Ye5IqG78RRpau1hb3M90MLs8k4iYnGX9AOvFXNBSGLR7WK2n8+ONNpfoSe+R257U+VxV2GxV/s3VftwvF1O3E/l+UV+y/IwzxkZz196s6bfySzPZ6hGkF/GN2FzsmX+8nt7HkVo1m6zFP5ljeWsXnPaylmjBwzoVKsB785x7UlLm0YbmlRVeyu4L6DzbZ9yg7WBGCh9COxqxUNWEFH8vSiobyb7LaSXDLlIxuYkgBR3JPoOtCTewDLWMQ3F0il9hZZACSQuVwQB2Hy5wO+as1DbxOsk08jIzS4AKcgIBwM9+Sx/GpqctwGSRpKm2VEdDyQwBH5VX0/ULnw1PFa6fbfbbK8mCxWKsQ8bk5cxnBG3q2DgD15q3VS5jvUvrS+02eOO4tVkCpIoKvuA6nHH3cZHrWdSCqQcWrnRhazpVVK9keiHg0lYugeII9Xu5LOS0uLS9SMTGKTBDLnGVbvzUcuuXK6je+VpslxplpIIZJ4my+/ALEL3UZxxzkGvmHhKqk4tWsfXQrQnFSi7o3qKwv+Et0XPFzLjIyTbuAo9SccD3pX8S2keqy20kci2aFEF8CDEXYZCk9vqeKn6rV/lL54m4Bk1h6T/pviTV788x2wXT4TjuAHkIPoSUH1WtDW70aZo19enpbwtID+GRim6HZf2bo9panmVYw0rHq8jcux9yxJqofu6UpdXp/mJ+9JIuuqyRskih0YYKsMgiuUls/sfxC0zZLI1u+k3gjic5ERE1tkKfTDdPausrmdVKy/ELRI1+/Bpl5K556NJAoB+pBP8AwGvT4dk/r0F6/kzDGpeybNuiiiv0g8QKf3plP7134PZnl5lvE3vAv+p1T/r7P/otK6euY8C/6nVP+vs/+i0rp646v8SR34f+FH0CiiiszYK5nx7aXNzo0EtlAbiezvLe8EKnBkEciuwHvgHHvXTVm67rFloWnve6lL5cAZVGAWZmYgKqjuSTjFJgcvd+CEuvGMGq/btVW2+yyowXU51ZXaRGAUbuFwrcdOnFO+JmhX3iLTzZWujaZfqYX8q4u7hontpiCquhVSehPIIPvTZviVoqaxoWnxpdySarNJApEDDyHRclZBjg8gY989Km1rxidL+Iei+HntQ1tqEDu11u/wBVIM7FI/2trAe9HZBtdlnU/D1xN4B1LSIpY59Vu9Ma1kupPl8+Uw+Xvc89Tz3rGtvh/b6b4T0+y0u1totSWfTJLqZnZjIttPFIw3kEnAR9oPc9s1Do3xDm1S61EfY4LS3g1aCwt5J3I+0xSSFPMUY6llfb2Nb9h470G/1hNNtbtnnllkhifyyI5XRSzhG6NtCnOO9Nvd/13/UVrq3r/X4HCf8ACtdQWz1a0khS4djqUtjePqUoVXuVmAzb7SoOJmUkH3xmtoeAruWXTYna1gt4PDMujM8fLRzv5Q3IMdAEbnIPSut/4SzRRYWd699HHaXWnvqkcr8L9mQRlpCewAlT8653UfiFbyPpCaOjNLcarb2dxDdI0bxxSq7K4U84OzIPfmkoXtFf1uv1K52ve7Xf5P8AQj+GvhC40CSO41WyEd9FYx2P2hdTluVkVTkhUcARjIyACeuK9Frkrbx/4fuJ7mNLwqsMTziV0ISVEBLtG3RguOcVQuviLpk+iare6C4vJdOgW9kidTH5ttnLyRkj5htDYPQkYp3b1JtY7yimROJI0dfusAR9MU+gZwXiL/kcrz/rxtv/AEZPVYsFBZjhQCSfbqas+Iv+RyvP+vG2/wDRk9VwSDkdRXr4f+Gj5/FfxpHAS+OrDXLCS3g0h76yukKkS3EcfmKemVJyM9fWm6p4gu7nQrzSR4ehS3ntWtoUE6lIyRgbhjoAc8eldTdeGNBulIl0iyUkYLxRiN/TO5cHNcdd2NzoerxaXcTm7hmiee1nbAfajKGWQeo3rgjqPQivKx88XQi6kWmvQ+iyenlmMmqE4yjLpro2EKGKGOMuXKIFLt1YgdT706sm71yCDVY7NdjouTcy7sCH5XIHTk/IeKvWV2l2CBHLE4VX2SqVJRhlWHqCO4r5aVKaXM1ofoMa9KUuRSV/8iLyBePOLh5GRJNoiBwvHIJ9T3qX7Kfum4m8vsuefzpz25MjSwyvE7YJxgq3HBI/wos5nkkljnEe+IjJjJIYYyD04PtTV5aIG4x1mRy20YIDmSVuv7xs4FQ/ZzHg28hUjs3Ix9KsMxZix70V9NQpqlBRPgcXXeIqyqPr+RU89oGdLhg7bQy4GM9sCnqt1s3F49552FeB7ZqcqpYMygsvQkAkfSmzBzE4iIEhU7Seme1anOQ2LCSHzcEStgSZGCDjkfSrNV7dhHtgaMxnGV3EHd68+tWUR5HCRqWY9hQ2lqxbIaTgVt2sPkW6ofvfeb6/54qG1sUiIeX537DsP8atkGvAzHGRqr2dPbqcdaqpe7EralZjUNOurNuPOjKg9CrYypHuDg0zRrs3+j2N44w88CSMOmGIGRVaS4vbzUrq10+SK2gtdiy3DKXcyEbiqr0GAVOT69KuadaJYWMNrEzuka43PjLHJyT+favLasrMw6FmmySLEhdjgD9T2FOqtcgyyLb7flIDs5xxg8AD14qYq7AWxiMNpEjlzJtBcucknvk1YoNFDd3cAoBxRRSQGLHG/wDwlF21l5cSx2kQlQjiUszbScdCoRh/wKryNcwTjziJYpXALA48o4IwB6ZAH41RhMl14nkntE8uC2U211IzcTNtDKqr/sl87vqOe2vLGssTI+drDBwcH6g1tJ2smNjmIRSznao6k1TjvWuN/wBjgLqjFGaQ7QCDyMVMLWPeGYyPjoHYkZ9cVHa5W/v4yN25kmLj3UKFPv8AJUq1hCi3eZw94Q4U5WJfug+p9TVqiiobuA1lDqVdQyEYIYZBHoRVSLS7CKdZorOFJVO5WC8g+o/OrtFFwDcR0OM8msyDZB4ju44xxcQpM+3or5IJPpkAVfnuILZA9zNHEnq7AD3rN8NsJrWe6JEjzzOfPHSZQcKVHZcDpVLa4zWoooqBGTqVvLaXJ1PToTLLgLcW6cGZOxH+0O3r0pTrKyfJaWN7LcdPLeMxhT/tMegrVpdxPU1fNfcZjRXWs3Ms3lWlnbLCwRkncsWOAcgrxjnvUMWjS3moXVzrKxvHKqKsMcjFeM5BHdehx65rQZBHqkfks++Ql5lySNu0gEjschavVcp22C5g3NqmiahFqFnEV09o2ivIkJOzkFJQM9B8wOOzZ7VuKyuiujB0YBlZTkEYyCDRKpkhkQSGMuhUOACVyMZAP9awfDN6LaC00W5tLm0uLe2O0yqQkqo5TcrHqDgH6HjpS+NeaHq0dBQBkgVBdXUNraNczSAQAgbl5ySQFAHckkDA6mqWpvq02nXEFjomqJe3ETrbGSEqoYghWZuiDJB+Yg1not3YqFKdT4Vcm0vQpfFstnqN6r2elRgS27RyYlugSepBG1PlQ4713unWNrplqLawhEEAYttUk8sSWJOeSSc0+xtY7GwtbSAbYbeJYlA6AKAMVNXzOMxs68mr+6tkfXYbDQoQUYisxdSr/MpGCG5BHoRVO10ywtbOW0t7OFLaUlpIguVYnrkVbpGZUXc7BFwTljjjvXLGc1pFs6GkcpqGgXcy3GmaVqDRWIVWe3u18xTzkKrdQvBBrc0jUzqSTieE299bvsuICc7DjIIPdSOQaZNqFot1b3CXCMp/dOV5GCeDn64qtrlrd212Nb0qW1EqwGKaCclUuFyGHzjowwcHB6mu27rr2c9+j8zL4XdG5XL8QfEW+NwcfbNMt1tSeAxjklMij3+dD9PpXQaXdDUtLsr6FCsd3Ak6g4JAdQwBP41zXidDr+v2ejWr+QNPMeoXN7GwEsOS4jjj92KPuyCNoIIO4V38PqrTxySj3T8jLGcsqWrOipQCe1Y+3XQDAJbEgZxeOrFsdsx92/EA/oHNozT5/tDUr65Vhho0cQp+AUbh/wB9V+jHily4v7O2bbPdQo/90uM/lTPt00/Fjauy9pZvkT6gdTTLfRtNt3V4rG381ekrqHcf8CbJ/WtDJJ5rSFWVNNRMKuHjVac+he+GNzPMfEcNy6O1vqWwFVwMGCJsf+PV3NcH8Lf+Pzxf/wBhZf8A0kt62fFni/TPC8lmmpmbddbzGI4y/wB3Gc4H+0Ki0pystWzeMVFWR0dFcD/wtXw7/wBPv/gM3+FI3xX8OKpY/bcAZP8Aozf4Vf1er/KyrHf1zHj3w1/wk+jRWqyKk0FxHcx+ZnYzIwO1sHOD7c1uabexajYQXlvu8mZA67hg4PtVusGujEnY89tvBd3a3ug3tiNMtJrC8muJ4YhI0cokiMZIJOd2COTxxUnjTwRceIrrV57fUBZz3FnaxWsyL88E0Ezyq+e4yy8exrvqKLBqzzeX4dNFewfYLuOOzhfSikbqSQtm7kj6sGUfUE1mWHhTXdC1rwLp7T2l1oWmXt2FMUTCUI1vOI2kOcDAbacdSwNet0UW3XcbbZ5DB8NNYudKg0fV9Wsm0u00C40K3MELCUrIYsSMScZCwoMD39a0ovh9cGTT5nTS7W5t9QtruaW2ErGZIllG0lyecykjsMmvTKKa0dxPVW/rseT/APCt9Wn0bTdIvdUsmstIsrq0sXSFhI5khaGNpOcfLG5zt6nmptZ8C6itjILOaCaWTw8vh/YF24LNtaX/AHQrE468V6lRTUmtv63/AMxNXVn/AFt/kiK3iEMEcY6IoUflUtFFIexwXiL/AJHK8/68bb/0ZPVerHiL/kcrz/rxtv8A0ZPVevXw/wDDR8/iv40grE1zwzY6xex3k0t5bXkcXkia2kCnZknBBBHU+lbdFXOEai5ZK6M6VWdKXPTdn3RkaZ4d02w0RtKMP2u2eR5pPtYWQyOzlyTwB1YngcVV8QeFLXVxamGeXTZIIjbK9qqjMJ/gxjjGMgjpz610NFTKjCUeRrQuGJqwn7WMmpdzgW8DanbQ3y6fq1uUlZnige3bAGOEDbztHbPOK52z1mzwlpFbS2zlzDIskJRY5QBmMnu3fjt9a9gqpqmm2GrwrDqtnb3cancolQHafUHsfpXFUyylKaqRVmj1qGf4mFKVGo+ZNW80v+CeaWt3BcmVYH3mJtrD+R+nvU9VpNOubDxhqWj6XZi6dgLqMl1jYxlfugk4O3GO2BUdzYSaRa2K6/fatb6rd72it4IoplUqedzA4YYI4BB69etS6UtfIf1iFl5l2istNTS1gX+0XdGLMQTGQVjzgO4BYIOQMk4q9a3Vvdxl7WeKZBwTGwIHfms7GyaYk433NsmOhMhPsB/iRVqDU7TTzKLudELKCqDl3OcAKvUnnoBWJqUsd9fWljbXBDBy07QsNyRhTkE9snA9cdOa19GtLSxvo2tbeGEnKllQAnI7nqe3esMTHnoyj5EVFeLLQfU9RH7tTpdq38cgBnYey9E/HJ9qVdGEGG0+/vLeX+IyOZlkOc5ZWP8A6DitWivk+d9DguYuhRX9tZzRSrZyXIuJGncOy72ZiwOMcDaV49K0d96OTbwt7LMc/qKrag5trxHtEL3ksZJiyAsqqR1JIAPzAZ61pGqk+thFbzrluEsyrdzI6gD8ic/lUKi5t7h57hTcCUBQIQT5YycDHcc9av0VPN5AQWtytwZQqSo0bBWDqRzgHj161PVU2Sb3eOa4iZ2LEI/Ge5wQahvRdW1lcTpegmOMsPMiBGQM84Iosm9ANCsnV9SlinSy01RJeHmVgpcQJg/MwHfsB3pkUGsy20Q/tO2McyBmkFsVljyATt+Yg+nI4960bCzgsIPJtU2ITuZiSWc92Zu59zTsovXUZV0p7O0toLKCV3bJy7qQZHOSzE+pOTWlUV1F9oi2M7oQwYMmMgggjGQfSobdpI7t7eeYy7lEkbMoB6/MOOvY/jSfvaiLdVpLZmuGkineHeoWQKoJYjoc9jg4qzRUp2AowXhCeVIrzXSyOhWNcEgHhiM8cFalE1y33bJx6b5FH9asAAMWAAYgAnHJHbJ/GoruF7i3aKOTy2bHOCcjPIPPTtxV3TewDLK7ju1fYdskbFJEJ5Ug9vUe9WcVSgjgu4gJ7OJJICYihUHZz0B9DwfpStZmL57KV42HIiZiY29iMHA+lJpXsBFqtkZpILyCJJbq1yVRwCHU43KPQ8DmrdndRXtqk9swaNh0H8J6EEdjnjFZOtpqB04zS3EcccREksMBIMgyAY9/pg9RjmtBNOtY0H2SP7IcAgw8fmOhPuap2tqxlyiqv+nD5M27Z6THIIHuvc/jSGK5hAeGZ7g/xRyYG7/dOOD7Gp5fMRboFU/7RtuP9buHDII2JT/ewOKbdzRXOnl4JQ8TSpGxQ9iwDDPbg0lF3AdpnMc0n3hJKSrnq65wD9O305q5RtC4VQFVeABwAOgFOijeeVIohmRztA/qaUn1Y0m3ZF/Q7EXc5llGYIiMg/xN1A/rW5qmm2OqwrFqdpDcxqSVEiglD6qeoP0qa1t0tLaOCL7qDk9ye5/Opa+ZxWLlVq3i7JbH1uCwkaFLlktXucpqXhPw/afadRu47mPTrdftUlnAzCFWTDeYqIN2RtBwpxkZxmtLwmZ20uaaY3axTXMrW8d3nfHDuwnUZwQN3OT81bSths9R3Fc5owHh27tNAnvBJZfYwbB5VCuqxEKyMRgHAZCDgZ59KtV516LhJ3a/I2VONOV4qyZ0VHueg6mq0l9CMpCTczDpHDgn8TnA/HFNEMtz818AkYPECNkEdixxz9Bx9a4VDrI25uwvnyXJK2fyx9DOwyP+Ajv9elRvpsU8qPeyG68sEKsijAyMHjHNXuwA4A4AHSinz2+EOXuKpwAgwFA2gDpj0xXnjNp1z4svIvEWmXSRNci2sEu7Z/sf3RgqSPLLuzEAdeABya9DAJPFcpd7vEXiExOP+JTo86tgNgzXagOOOyoCp9yfQGve4bc3ivdjfTd9PM5Mal7PViDwlYLKSLrVRbgYjtY7144ohkkhQpBAyehJx0GBxWppmlWGlRMmnWkVsGxvKD5pCM4LN1Y8nk5q5RX6DGnCGsUkeO5N7hRRRVCCiiigC58Lf+Pzxf8A9hZf/SS3rnfjv/x/+HP925/9pV0Xwt/4/PF//YWX/wBJLeoPir4W1XxHc6PJpKQOtqJhIJX2/f2Yxx/smujDSUayb/rQpHjlRzf6l/8AdP8AKuy/4Vt4n/54WX/f/wD+tTZfhr4oaNlEFlkggf6R/wDWr0/b0/5kO57B4L/5FTSv+vdP5U3xdPd2ejy3tpqdppkdsDLPPdQGVBGAc8blx9c1Z8NWk1hoFhaXIUTQxKjhTkZArI8d+GrzxNZWNtaanFYxwXSXEsc1p9ojuAvIjZdy/LuwevOMV4k3eTsSc3ofjrUrPRrI+IbKbUtWvVlvIbfSrN9yWYI2ySKSdrEEHGcknABNX7/4o6FbRxzW8Oo3tqbOLUZJ7W1Z0htpCw8xyOmCjZHUYPHBqa48K67NfxaoviCzi1YQvaySpppMUkLEEDyzLkMCM7t2PUVDB8O7a10HVdJtb2SO3vtHj0kMybmQJ52ZDz8xJmJxx0pITv0Llx4/0uLxC+liG9eOO6isZb1ISYI7iQKUjLepDpyOAWAJBIrM+Ivi/UNE12x0+yvdL02Ka2eVrzU0fyPM3KETcpABI3nn0qW2+HdvaeK5tYh/siVZ7iO6k+16Ws1wkiqqkxT7wUHyKQMHByR1rU8b+GdT8UWl1pg1qKy0W8hEF1CtmHmZMnzAkhfCllO3JQ46jml2Ybm1e6tb2ep6dYSrOZr9nWIpCzICiljuYDC8DjJGe1adZd5aX0uq6ZNa6j9nsrdpDc23kB/tIKEKN/VNrHdx16VqUxhRRRQAUUUUAcF4i/5HK8/68bb/ANGT1Xqx4i/5HK8/68bb/wBGT1Xr18P/AA0fP4r+NIKKKK2OcKKKKACiiigChJpFhJrcOrvbg6jFGYUm3MCFPUYzg9O9S6pp1lqtobXUraO5tywYI+eCDwQQcg+4NWqKmyHzM5+9XSfBmh6hqVjpbhAoMotQTI4zgZYnhRnOScAc15npmjJKk1zezSztdyGXb9oMgKEkoGkABkwp6nj+dez3UK3NrNA7SIsqFC0ZwwBGCQexrhIPAOo2VgsFjrsTm3UR20UtoAjRgAASMGJ3cY3Lgd8HpXPXpylbl2O7CV4Qu57mbBDHBEI4I44o16KgAA/CnglWDA4ZSCD79qypdNkOsalbXV1Hcy2ciQu2wPGzGNXJVCcKBv2468ZJ5wrPs2qWRLWc6XcPXyJMgjjorEnv6tgelcTVtGempcyv0OvtLoXA2t8soHI7H3FWO9clpt+93JMjWl1azQbcmRCFYnP3GwN3T0/nXQ28ov7WaCYOpZCjOnGQRjIPY814GPwHs71ae3Vdjmq0uX3lsLc3GnkBbmW1cjorkMffApmmqEe4SCJ0tCQ0e5Cgyc7gB6Z5/Gn6Zlbd0xHiORow6IF3hTjJA75BFW68tu2hzhRRRg1mAVm685+wi2TBnunEMYzjPIyfpgVpY4JPAHJJ6CsLT9TttU18eWZUWGE+QJUaPziThmTI+YYGMirhF7jsbmAAFXhVAA+nSlo570VDEFVNSKpHbyMQNtxEATx95gvX/gVW6ZJGksbJKodG4IPINOLs9QH5BJwQcHBwc80AE1n3cP2JBcWAigYskbJtyrAsBnb3YZz79Km+wQMS1yv2mQ9XlwcewHQD6CqstwLWDnFVtScx2MjK+xiQoIODywzj8KpXmyzlWG0uRaq43ShgSqrnkoOzfTgdSPWe3h05JUWC3jDnJVzCeSOT82Ovfrk9apRtqBagtorbeIVI3EFizFiTgAcknsKloorNu4FbUrVrywmgSTY7gbWIyAQQRkenFJp119styzxmKeJjHLGf4XHXB7jvn0qzWfARBr13EThbmJJlHqwBVv0VTTTurAaNFFFSAbm9aoXmmxXCzsFzNIQ6BzlFkAGGA7Hgc1fqN4nuZbe0jlMLXMgi81cZjGCSRx1wMD3o5+RXZUYuclFbsLGSS+Z1jgk89H2Oi84OBnB7jBHNdXo2nfYVMk2GuXGDjkIPQe/vSW+jxWdukdhc3NvJGMBy5ZT67kztI+gB980sl/NaRO2o2cgWMbnnt8PHt/vYzuH0wfqa8TFY1104UtvxPo8JlscPLnnq/wADRopcZ+7yDyCOhFU59Ss4ZPLM4kmyR5UIMknudq5OPwryVCTdkj1m0i4AScDqa57TBFqfibV77ak1pAiWETGMlHZCxk5PUhmZcqMcYJJGBV8X6srWNjbRSXtjHe30Nu92+61VVyWZd5wyllRlBAyWKgEZyOh07TrXSrFLOwiMdsrMygu0hJZizMWYksSSTkkkmuxQ9jRcnvLQyvzystkUb23/ALNLXWmMIXnlRWtljXZK3AzgAENtHXOML0rYPX0PpVS8tBdPA4uJoJISSrx7SeRg8MCM+/UfjVaWa809klvZ47ixAYSOluQ8fTDMQxyOuSFAFYv97Fa6lL3WadABJo4OCOQeQfUVzniOW8utZsdHtb6XT4JoXnmngAEsgBA8tGIO3rkkc46EVeCwk8ZWVCGjYqtVU48zHeKb6b7bp2iafeLbXt9IxmdMGWKBVLMyjsSQFBPAJq1pOmWekWS2mnwiKEMWPJLSOTlmZjyzE9STk1Ho+jado0ci6bbJE0pBllYmSWU9i8jEsx+pNaFfpOWZdDL6XJHV9WeJXrOrK72CiiivRMQooooAKKKKALnwt/4/PF//AGFl/wDSS3rvK4P4W/8AH54v/wCwsv8A6SW9d5Q9xhRRRSAK5Hx5f6tF/ZOk6BcQ2d7qtwYPtkq7/s6LGzuyoeGbC4AJxk5OcYPXVheK/DVl4msEtr5p4ZIZBNb3Vs+ya3kGcOjdjz6EHoQRQByemeLrXStUTS5NV1jW7qbUYrB/ttotu1szK5DD93GHQmNuVB9jUevfFK30rSrjUP7PQQW19c2cn2m+ity/kHDeWGOXZudqjrjkrWhcfDm1unkuLzXdcuNSM8FxHfs8CywvDu2bQsQTHzsCGU5BqufhdZLamK317XreZxdLLdRSw+bKLhkaUFjEduSikFQpHY0X08wdtLf1v/wDK8b/ABFupfDXiJvCenXlwLLSxcy6gjogtnliDx7VY/OQrB2xwB6nitGL4p6XL42XQI1hZftjacZBdR+cLgDP+o+/5eQV3/3u2PmqW/8AhXpV1Y3FjFqutWdnd2cNldw200ai5WJdqM5KEhtuAdpAYDBBHFbmneFU0zW7m/0/VdSgtrq4a6m08GI27yMoDNzGZBkjcQrgZ5xyaNObyB/D5/8AA/zPPvCHxJ1WDwTZzXOlX2u3Fjpw1LVrtZYojHCzy7dikjzH2xMdvyjA65IB6u8+JOnwWuv3EVnczw6T9jO5MDzxchGUrkjGBIMg4qCL4V6TBpsdha6lrFvatZjT7tIpY/8ATYA7sEkJQ4x5jjcmw4bGemJta+GWlaneXksd/qmn216tutzZ2kkYhlMGPKJDIxUgBRhSAQoyDVXjd37ku/T+v61Ih8RnOpXOfD96NGtdT/sm41FpYwEmMixqyoWyybnUFuMZ4B5wzwR8UtN8WeIE0+zihEdxA9zayx3kUzlEKgiWNTuiY7gQDnIznBBFQaD8OpRqeq3Gt6nftaTa7Jq0WmxTL9nchg0TP8gfIIVtm7blQSDXUeFvCieGdkFhq+qy6XEjR2+n3DxPFApIICtsEhCjgBnOBx6VJUt3b+tTpqKKKAOC8Rf8jlef9eNt/wCjJ6r1Y8Rf8jlef9eNt/6MnqvXr4f+Gj5/FfxpBRRRWxzhRRRQAUUUUAFFFFABRx3GR3FFFAHEeIvCPhzS9JvdRtzdaIYgZml09mILE9PJO5GJJAxtz6EVzWk3UlzaILpDHdrlZEZCm7BI3BSThTjODyAcHmtzx/fS32u2+gsTFZRRx30gIIN0yyfIqn+6jKrHHcoDxkHMnhSYDfkMOVZTgqfUGvOrtc1ke1g4yVO8nuWoYg0MtxOxWCIEsF5ZjjoBVwXe3T4Xt7fbPJlYrdyB84JyGIzwCCSRmq1naXEunvG12PKlY7v3I344Bwc4HTuDWitvAl1JcJEizSDDOOpHX/PrxnpXy2Y4hyqODeiIrTblbsUYmu7O4MRs3khk3MDCQVV85IySCASSeRwe/IFRSa7HBeva3mn6nC4UMGWATK69yvllmIHfjIrYqtfWiXsIR2dJEbdFLHw8TdmB/p0I4NeepJv3kZFB9dRoybPTdVuZDxGrWUsKlug3F1G0Z79qWLSr2RA9/rN79pI+YWm2KJT6Ku0nHuSTVjTr6WWaayvQFv7cKZNmSjqc7XX0BweDyD+Zv0SdtEgMLUNHY2rebqmrXEAIMsLzqBIncEqoOPoa0bvTrC+tIYLi2ikt4wGhGMGPjgoeqn3HNWyu5SvqCKr6cc2EHqAQfzIo5m0FzOglOk6n9kvNRaSylgMsT3jrmMqRlS+BkYOfmyeOtJN4lsck2KXGowopeaazUSJEo4yTn5jz0XJ9q1p7eC42faIIptjbl8xA2046jI4PvU288DPA4A7Uc0XuguMjdJY0kicPHIoZXU5DAjIIP0qG5mlSWGKAR75SeZM4AA9B1rMRv7AmEUn/ACB5pCY5P+fV2P3W/wCmZJ4PY8HjGNFAG1W4bIJiiRRz90sSW4/BaOW2vQQLBLJNHLdyI/lZKRxqQoOMbjknJ5+lWqKKhu4ACR0qC6yJLaQhztk2nB4AYEZIz64qequoZ8mMBiMypwMgN8w4JxwO/wCnenHcC1RQetAGeKlgFZmqKU1PSbheCsrQtx1DgcfpSz6vB5jQWKvfXQcoUiBKI3cO+MLj659qp6jZ6sYIJ3u/tLwTLM9pBCqKwBOQpJySM9yAa0jHXUdjeorJPiLSAoZrwRuSd0TI3mR+pdcZUD1Ix709Ne0p7eaeO+ieOLGdmSWz02j+LJ4GM5NTyS7BY0qjlZlktGjGZBdQlR0yfMGBntnpzSeHkuddhunjlSwvbdhusLmPJ2kZVmYHv7ZwQQc1u6f4eYTRTanPHOY3EiQRIQisDkEknLY69AM9q48RiqdJShJ6nfhsDWnKM0tN7nRN94/Wkz+IPUUE5OaK+Xv1PqzOXSIQDGZ7o2Y+7aCTbGnsMAMR/skkDoBir0EUVvGEtoo4UAACxqFAH0FPoqpVJS3YlFICiyq0cqh43GGRwCGHoR3rlvANoUsJr2FvstncHYmkxuZIrF0YrIgJPB3AqQgCArwO56nkc1z+lxW1t4x1iKwOI5LaGW4hjJ8qOcvKWYr91XdShPQngnrk9NGV6NSPzImveTOgpsiJLE8Uq7o5FKsp7gjkU6lHUVyLR3RoZENwNPuLiOS736baxF5Zbg/6ggZC7+/HODyPU1lWs7eIPEFpqsFtcQabZxOkE06eW1yz4BZVPzBMDqQMnpxVKeb+2/EB0X/V2SN/aV3FuwWG4qkZHbLLuYHFdcSSa+7yPK4pLF1N+n+Z5OLrv+GhKKcEc8hSRSMpXqCPrX1JwCUUUUAFFFFABSgHtUc00dvDJPcSLHDGheR2OAqgckn04rnvseoeI7D7RdTTaXHLFvtLRCQ8b9UknI6sPlPlj5Qc5LcEAHYfC4f6Z4v/AOwsv/pLBXeV518HbwX8fii427Jm1QLNEeTFIttArqfXBB5716LQ9xhRRRSAK4L4ta1rGi6NYv4bZTqMt4iiJkDCWNcvIvIODtVuePrXe1k6vo1vql1p09xJMrWMrTIqEAOSjIQ2QcjDHpjmla4HCQeNdQ1D4i2CafLE3hiS1ZAu0CSe58kzYBIGAqbO4Hzc+zNK+Llvf6feSRaQbq9guba2WDTtQt7pJDcEiMCUMFDZUhgcYPQsMMdaH4WeHINGtdKginisrdrpgsbKpf7RG8bhiFzgK+BjBG1c5xyun/DiztpjPc6zrF/N51nMrXDwjYLVmaNFCRKAuWORjJ9QeaJPTT+tdQSS1/r+upg6l461z7P4oXUdNudHt9NuLSKO7s5IJ5N0nkboirkgn94fmwBt6c1r2vxHFx4hSybQ7+HTm1SXRhqDvHtN0mSAEDbihCn5ux4x1Iv6z4BstVuNaebUdUig1ZoJLi2jePyxLEyFZFyhZWxGqnnBHbOCJU8B6bH5RW5vf3etPrq5df8AXNuyh+X7nzHjr71onF7/ANbf8ET2dt/+A/1scronxGuj4csJrLS9X8RTRWH9o387/Z4JY4S8qqdikKzkxPhFxwuSc4B2n+JNomkaxftpt6F03S7XVHjLJudZ1cqg5xuXYQe3pmqN38K7O30I2uiazrlnMmmSaYxiuIx9qiLO6rLujYAhpHAdArAO3NLcfDGHVtHihv8AVtV06a60q107UYdOljEc/kgkfM8bNwWYZBGRwQRkVErO9n/Wv/AGna113/T/AII7/ha+kf8ACbpoCCBl+2/2a0v2yMTi5xnH2fO8xZ+XzP73Yj5q9LrldP8ACa6Zrtzf6dq+p29tdXBup9PUwtbvKVAZvmjMi5xuIVwM845NdVR0B7u2wUUUUAcF4i/5HK8/68bb/wBGT1Xqx4i/5HK8/wCvG2/9GT1Xr18P/DR8/iv40gooorY5wooooAKKKKACiiigAooooAyvEmhW3iCwFvcM8NxG3mW11HjfBJjhl9R2IPBHBrz23N3HqMmk6pGkOrRAFgmdkyZwJYz3X26qeD2J9XrnPG9lcTWlhqNhbSXN3p1wJPKjxvkhcFJFGSM4Db8dygFcmKh7jnFapHXhsRKm+XoygiiNFRPuqMCnVXsL221CEy2cokRWKsMENG3dWUjKn2IBqxX59Pmcm5bmwUUUVIGTbxjTNXkQFzbagxkUuclZudy7uuCOQD0wQOMCtasvVUWTVNGWU74TK7eUQCC4XKseO2G9sn1xWpVy1sxgOtUtOCJLeIE8t/NLFMAcEcEfWro61VsMsbl2/wBY0pDD0A4A/KhbMRaoooqAIL5S9hdLt37omGzGd3B4x3qn4Ya2fw9p5szGyCBFby8DDhRuDDsc9jzWnWXqGkCaf7Zpz/ZNTBDCVMhJf9mRejL2yeR1BBrSLTVmM06Wq2m3JvrXzGheGZGMcsRIJjcdRnuOc57iob/VILO48jyrm5uAnmNFbR7yi8jLc8ZweM5OOKnld7CL1DKrqVcblIwQe4rE/tyW6vVj0eya9tkiMs8jhoTncAFTcoUt1JBIx7VY/taUcSaLqyN2G2Js/iHI/MinySWo7F2zYtEyl9+yRkz1OASAD71HrFwllpd3NNII8RPtJbBLYIAHPX6Vj3+o3iLIz6fd6dDclI3u5XjIgB4LEKxwe2egPJOBWpb6Np1q6ulpG8y4xNLmSQnsd7ZPvVSjbViJdKi+z6XaQhdm2IAr6HHOatUUlZsAAAdmCgM3BOBkjtk1HJbW8lxFcSQRPPECI5GQFkHfBxx+FS0UczAp3n2u0uYdV0qMS6hbAjyiwUXEZ+9ET2zjIJ6HBrrdF8RabrMjQ2srQ3qruks7lfLnQeu0/eH+0pI9656obckeMfDnljfMXn3qBkiLyXy3sNxT8wK5MZhYV4Ny3S3PTy7FzpzVLdNnfUUVka14hsNGlEd59pdhGZXFvEZTEucAsF5AY8Djk57A181TpyqPlgrs+nbS3NesDxdq93p0en2+mm3F9ezFQ06GRY41Us77Qy552L16sKqSeLZldJDoOoQWUUsUF3LdkRPA0kmxcLyrqMozMGACsOSQQM7WJft3ja/kzmLTIEsYz6SOBLLj22mAfVTXpYLAyVZOqtFr3/rocOOxXs6LlF6jRe+IorhblNZjunUYNpNbRxwSDPQFRvU+5JA9DV/wZM+qazq+rMG0+d3MNzpYlaQ7lwsczEnaCURcbAAR1LEfLVqrcW8v2lLzT7lrPUY12LOgBDJnOx16Muex5HYg161XDxqQcYpJvT/hzxcNmM4TXtXdHoWPaqup39rpVjJeX8vlW6YGcElj2VR3Y9MCuGvf7W1WX7RfapdWM4wYItNmeOKHHcjP70nvvBHYD1T7NI86Xer6jc6hLCCUe52KkPHzFVRVUH3647159PKLNOcvVHo1M4ppNQWpL4a1Z/8AhLdUOp2QtW1X/SreVnBZI40VTG/HBAXd1I5xVaTUdU8QSyXFvqVzpekElII7UIJZ1zzIzspKg9gpHHOaq2Oo28Wtx65q6pZ6atm0VtHcOvn3ZYnJjiBLEEHGDz7U7wxBc29g6z+clu0ha1guNplhjJOFYqAO/TnA4ya+vnUqUMLCKdnt52PJq1ZuPM3ZsbJ4Y0i4IbULaTUpAMCTUZ3umA9jITj8MVf8Im30PxDcaWouIrS+jRrIMzPEsiB/MRck7SRtOOAcHvVus27u4NN8SaFf6jMbewieVGmI+RJHQou8/wAK/MRk8A4zXPgq8/bLme5hRm+dXZ39FAIZFdSGRgGVlOQR6g9xRX0R6AUUoBPQZpkkkcQzNLHGB1LsAP50AZPi4E6BK+4BI5YJZFIyJEWVCyY77lBGO5PetlvvVz9ju8RXFvqUhdNIgcvaQ8f6SwOFnb/Z7oOnIY87dvQd6ALfwvYm88XAnhdVUD/wFgrvK4P4W/8AH54v/wCwsv8A6SW9d5Q9xhRRRSAK84+MNzcQx+GYrf8AteRLjVFilg0u6NvNMvludocOmBkA/eFej1m6no9lqk9jNfQ+ZJYzi4tzvZdkgBAPB54J4ORTVr6geIx+L9bfw3Z6TA2oyS3ElxdCRxdTXUVvFOFW2drdHcOxypkJ+UHgscV2UnxIu10jWrxtG8iSwfT0EE7sr5uVjLK4K/KyGTGO+O1dJP4F0CWUypbXNtMZpJ/NtL2e3fdJjf8ANG6nacA7c4zzjNQan8PPDep3zXd5ZTvM4hEu29nRZjF/q2kVXAdl7MwJ9+KItJ3khPyOes/iBq8uuxC40qzTRZNbl0JXS4Zp2kUErLt27QvykEZz3Hoanhvxbrl/b2uleGbK3mvES5vbiXVr2SQeWLuWJI1YDcWYo3J4QY4bgV3S+DtDXywtkQE1FtWX99JxcnOZPvf7R+Xp7VQu/h34ZurSK2eznSOOOeIGC9nhdo5nLyIzo4ZkZiTtYke1KVtGv60/zK01/rq/0scjdfE/WbjSrnV9G0WxbTbDSLTW7tLm5cSvFMjuYo8LgMojY7jkHAGPmyvr4ORkVzbeDtAe31S2GnoltqNnHp9zFG7IjW8auqRqoICAB2Hy4P5CukAAGB0pK+ohaKKKYBRRRQBwXiL/AJHK8/68bb/0ZPVerHiL/kcrz/rxtv8A0ZPVevXw/wDDR8/iv40gooorY5wooooAKKKKACiiigAooooAKBRRQBjaz4b07VZzcyLLbaht2i8tHMcoHOAT0YDOcMCPaufurDxFp7eWtpDrCHJS4hcQvgZJDoTjdgYBU4LEZCjkdzQK4cTl9DE6zjr3NY1ZR0PNbu91R5tPg+xPpUV+0qxz3ZUygpyQI+cEjcQSSMDJFOU61aXMilIdTtiqmORnEMitkhgQFwR905GO9XdVie28ZXU+qIS91iPT7g8oI1UExD+624ucdx3OMC3Xx2OpRw9Z04LRd+vmdcXdJmTp7XV9qJvbu1FtFBG8ESeYJCX3kOTxwPlUD8a1qpvHJbTvLbx74ZBukiU4IbJJYD1OelOF/bZG53Qdy6EBT6E461ySV9hlqqNy0tnLJPFEkkUmCwLYKnpkcc1agmiuELQuHAOCBwQfcdqgvpbco1vNI6swDARglhzwcAfzpR0dmBbPvwe4orPtL/8AdsL8mKVXIUuhXevY96eL9SzFYpXgB2iSMZ3HGSMenvScXcCxczx2ttLcTttijQsx9gKzXF9qb28c9vcafar+9lKXADycfLGCpyOTk9OmO5pmuyTy6embQrbi5t2kLsMhBKhZiPQAE9a2mOSSDkHkEdxVW5VcZlDw7pW9mS2dHdtzPHM6OxwOSwOSeByTUmgWsVrZyNCHBmldmaR2kc4JUBnYktgLjnoOK0apoDa3SRqcwTu20HrG+CxA9jgnHrQpNpoLlzJoyaKKzuIa6pJG6SKHjdSrKwyGGMEEelYsYm0FreFpjcaQ7iFGkJMlsT90Fv4kz8uTyOMk9tyqGvQ/aNB1OHu9tIBg4IO0kEH1q4vo9gLNzOICqKu+d/uovU+5PYe9NgnczGC5RI58blCkkOPUHH6UzTI0FpDMMs8kaku5JJGBxn0qW5t0uECybwVOVZCQyn2NGi0Amoqr5Nyn+rut49JUB/UYpd16OfLtnHoCR/jS5fMCaZnSGR4kDyKpKqTgE44GaTQNHnj0zSfE+jPHd6rcQCS6W5BUzxPtLQod37spjCg5GRzknNNtZzJM0UkflzKNxQnOV9Qcc1tfDsH/AIRaM/8ALI3d15QPZPPfH4ZBP0rjx9SVGjzLv9562UxUqjTXQtNceJWTfHpWkrnkQvfPux6FhHjP04HvVTRv7RvvER1O+tWtVEDwLECrJGhYEo7BstLlVOQNqjIBJ3E9KRuBBJAIxkHB/A1Q0dikEtq4cNavsAcDLJ/Cx55zzzXhxr+5Llik/mfQOOqTZZv7OHU7K4sbxS1vcxmKQKxU4I5wRyD7jpXn+jQtDYsJJ5LmWSeaSSeTG+VjI3zHAA9OnGK9HUkHIOD2Poa89hgl0qaLSb0p58cCNHIudsy8gkZH3sqSRyRkHvXdlM2+aLfyPKzmEnCLS06lmiioZbiGKRI5JAruQADn8M+n417CVz54mqlOs8t89v5wSBogSuwEsMkHB7VdrP1RZftFq9uzrMgdgF/jHykqR34FXDcA03RdM0sf8S/T7a3bu6IAx+p71oVHDMk8YkiYMp4PqD3BHY1Jj/69KTk3qAUhAZSrAMp4IIyCPpWf+/uJXvLVyVUhI4mYhJAD8xx2PbPtSXusQWturlJHuZJVhithw7yscKvoMnjJOKpQbaUdx2b0Q3R7m28LeI4bYSPFpOpxOEtk3SCK4T5sxoM4DLvyFGMhfWuqGq3N5hdJ0+dlI5nvFa3Rf+AkbyfbaB71W8M+H306R9R1Zkn1mddruOUgTORFH6D1PUnk9gOhJJ619RhoThTUZ6s9KmmopSMgaRLcrnV9RuLljgmKAm3hB9AqnJHszGnW/h3RLfP2fR9Ojz12W6jP6VqUVvcsPQDgDgCiiikBc+Fv/H54v/7Cy/8ApJb13lcH8Lf+Pzxf/wBhZf8A0kt67yh7jCiiikAV5z8aLS61PStH03T7h7a7nv1eKVWwVaNWk/EfJXo1VbqytrqW3luII5ZLdzJCzqCY2wQSPQ4JFAHh9n4rXUvF2meNbi5ubTTGtZ7RInRvLi8u2aaaQqQCTuG3H+wavaT488RWcV/Pq777LTZbG5upLm2jjmFrcB1clYXcLsKq4zg7cg5+8fWDoOktDDCdPtTFC0jxp5YwhcMHI9Nwds+uTXO6t4A0uXS59M0aC20ezv3VNSFrbqrXUAVh5ZPbO7r1AyB1obbCy/r+uxyUXjDxDqYvJINT0zS1tdN/tyNbiHd59s8swiVssNqiOJCzDnLjkYwcPV9e8U6jo/j7VrPXXsYl8OWeo29p5JL2Zkid2VGDAhsI43Yzkqf4OfZNU8LaFqothqekWN0LaMxQ+bCreWhxlRnoPlXj2qS88P6Pe3NxcXemWk09xbGzld4gTJAc/u2Pdfmbg8c1LXZgmea3/ifxmPFF1pOk2zalLoy2nnmKKCOO985cuzl5A0ahc7dgb5lOSRxXsNc9/wAIf4d861k/sWw8y2VVhbyRmMBiwA44wST9a6GqEFFFFAwooooA4LxF/wAjlef9eNt/6MnqvVjxF/yOV5/1423/AKMnqvXr4f8Aho+fxX8aQUUUVsc4UUUUAFFFFABRRRQAUUUUAFFFFABRRQBk4oA53x7n+xrNsdNRtsfjIB/WqLfeNU7+Y654hnuS8p0uyb7NBEWwkk8bt5kuO+DhRnume9XK+JzqvCtiLR6Kx20ouMdQpCAQQRkHsaKhuJmjeNI497yZwCwAwMZ5/GvISb0RoQagjRf6ZbuEnQbSCARJk4AIqzbQiBDk7pWO53PVjUDpc3DxCWOOOJXDMN2S2Ogq4TVt6WACc9efrR06cfSijjucAckmoArajcG0sZp1h89gABEW2hySABnBx19Ki0aCe101IbsIsgdyERy4RS5KrkjnAIHSqttOddVpLeaIackylTGdzy7GB5/ujcMe4rYPJzVv3VyjCoLyF5YVEJQSpIsi7umQQSD9RkVNS1CdhFe0ufOjYy+XG4kZCA2ehIyKsY9ahltrdyzSxRnPLMRj8zVU+bC6x2UyTAkZSTJCDud39KuylsBoVn6zcSJClpaqGu7vMcYboq4G9j9Ac47nAqRri4hkU3FuDCQcvESSp4xkelZviCa5Fml9bp5DWRaZfMAJl+Ujywvvn88UQjqNGzawLa2sNuhLLGgUFuScDGTUtNRt6K2MFgGIPbjNOqGIKKKKQFPVVt0s5rm5jDiCNmDdCoxzg9q6/wAJWbaf4T0W0cYkisohJ/v7QWP5k1zM0Uc8LwzKHikUqynoR0Iq74T1mS3kj0TVpMzLlbK5Y8TxgcIT/fUce459a4cypzq0bR6anr5RVhCo4y3Z11ZmqSxWd9YXLIVeWQwySgHHl7XbDH0z0960yCDzVe/he4tXjjIEgZXXdnG5WDAH2yK+epNKWp9HJXRZIwcVl+IrOG90qRZZTA8eZYpUxuVlBPAPXjIx6VP/AGjEFZpobmLbwSyEjOSMA9+lYHibN1PYTTW7izeECMvx+8fJKsvY7VH5kV1YSjJ1lrY5sXVjCjJtXMaKO7aBHN2Q5UMVKKRnGcE46UsdmGt5kuyJXnz5rqCO2AF54A+tWqWvp+dnxxUhmeGVbe6OSf8AVy9A/sf9r+dLEfOv5JAcpAPLXHTceWP8hU80STRNHKu5D1Hce49DVay/0YizfAKgmNv749/eqT003AbNpsM0pZmkCNIJXjB+VmA4Pt+FIILoK1uGQwFjiUuS4T+7jHJ96nkvII5mjkYqy43HacA4yAT9KmR1kQPGwdD0Iou0gBFVEVUG1AMAD0qC/sbbULeSC8hWWNxtIPB65BB7HvkVZoqE2ndAZ+mTT6BrunRx3U0uk6hL9mlhuHaQwylT5boxOQCwCkdOR3rviMVxN9aQX9q9vdJviYhsAkEEEEEHsQQDmrHhjU7+DW/7D1GQ3iSW73VrdHAcKjIrJIO5+dcN35zXu5fi+dezm9TtoVb+69zraKKK9Q6QooooAufC3/j88X/9hZf/AEkt67yuD+Fv/H54v/7Cy/8ApJb13lD3GFFFFIAooooAKKKKACiiigAooooAKKKKACiiigDgvEX/ACOV5/1423/oyeq9WPEX/I5Xn/Xjbf8Aoyeq9evh/wCGj5/FfxpBRRRWxzhRRRQAUUUUAFFFFABRRRQAUUUUAFAODmiigDz/AFrRk8OW1zqD+Io7b7RfyywRXShYSZpGdoiQTzlmO/sB0xUkN7/pZsr6FrLUFGTBLj5h6o3Rh7irHjm3i1DxDpFjdIJbVrC+aRD0O4woPodrOM+hNU7u4d7RdM8Sv9o09iFt9VAAmtJP4GcY9eNw4PQgDr8xjqGGq13R+GXR9G33O2Dbim9TQqpfloxFcqpcQEsyDqVIwSP50abNPIk0F8gS/tX8m4C9CcAhl/2WBDD2NWx1r5yUJUpOMt0aCBgwDKcqRkGlqpp4x9oCDbCJSEB6jHBGOwzmrdTJWYBWPqjHUbkaXbsRHw13IvGxOuwH1b9BUuqz3RurSwsmSKS5V2adhkxKoGSo7nkDnirdhaRWNsIIASMlmdzlpG7sx7mqVoq7GZmpWb2d/Y32k2HmMjNFPFEwj3IUIUkEgHDBPfFOY65bL9ola2ukX5ntYUIfHcK3cge3OK2aKOe+4FawvYL+J5LYv+7cxukiFHRsA4ZSMg4ZTz2NPNwnmOkYeR0IVgg+6cA4J+hFY2t2x08yapbz3CwmZXu7ZWAWYECPK8ZDDC8A84x1NbqRrCojjGFXPUkn8T3okorVAyHy3nYm5ULGOkYOd3u3+FTIiICEUKDyQBinUVDdxBWV4pOzw/ez5w9uonjPfehDKPxxj8a1QMmufaO51u7vBHe7NKWaNQvlAiUIQWCtnj5gQTyMcCrgtbjRtwTx3EavHIjkqCdp745qWq1zarLLHNERDOhyJAgJIxgg+oqOU3luBK00c0Sn50WAhiPUHcf5Umk9hF2k49R+dZ0968kgSHfFbFSxuCpJPsox+pqeOys3jVliDqwyHJJJ985ocbbjLeDVXU4IJ7CZbsYiVS5cHBQgZDA9iMZzR9jReYJZoT6K5I/Js1FPpkFzBLFcy3EiyqVkPmEb1PGCB0GPTFC5b7gtzsNBu5I/CWkXmtzCKdrOFp5JyFJcqPvZ7knp61pwzwTqGgnikU9Cjg5/WvPf7MtmkRpzcXIj+4lxO0qKcYyFYkZ7VVv9GthH9o0yxtY9RhkS4iZFERdkYMFLAdDtxznrXkzyqE25c2rPdjnEU0uXQ9NuYVubeSCTOyRdpwcGuP1SW4OsmyudSS8EMEUxQRhdspLhj1PZQcds+9S3Pir+1dPuYNMt7u2vQ4hmMwCeQTtLYbkMdrZG3Iz3rE1C2SNbd4S8eyQI2w4MiuwUgnr1wc9eKeX4OdOTdTQWZY2Eoezpu9zQBBYrkbh1GeaWqv2CBQNm9JVOfOU/OT3ye/40liGWS7haR38uQbd5BIUqD1x7mvUcVbQ8It1FcQpOgV8jadyspwVPqDUtFSnYCG2gECON7yM7FmaQ5JP/AOqordQNQujH8qBVBA6bsdat1m3kz6Yt1dyIj2pYMQuTJnpgDHPParV5AaVFU7XU7O6gaWOdEVP9YsnyNGeuGB6Gsi41kXN5Ev8AaA0TTWQsl/cwb0mYEfKMkbRg5ycZ7VVOjKpLlRUYuTsjeuZ4rW3lnuZFihiQu7ucBVA6k+lHhS3ub/xANc+zS2titk9rCZlKvcb2R9wXqqjYOvJ3dOKWHwvLqkdlJe67Ff6WzJceXBaiMXCjDKC29sqeDgdRxXZMSxJJyTXtYPAui+ee510aPI7y3Eooor0zpCiiigC58Lf+Pzxf/wBhZf8A0kt67yuD+Fv/AB+eL/8AsLL/AOklvXeUPcYUUUUgCiiigAooooAKKKKACiiigAooooAKKKKAOC8Rf8jlef8AXjbf+jJ6r1Y8Rf8AI5Xn/Xjbf+jJ6r16+H/ho+fxX8aQUUUVsc4UUUUAFFFFABRRRQAUUUUAFFFFABRRRQBx2vP5vjjZj/j20tDn/rrK/wD8apHRJUaOZEeJwVZHAIYHggjuKiuHE3jDxBJj/UfZ7XP0iEn/ALWqevgs1nzYubXc74K0UcpY2Ql1KKGa7vY50ge03xXBBzBJ8rMOQzGKWLrnpWrby3djqkVrfXYube4Q+RK8YRxIDyrEHByORgDoao65INM1F752RI+LtSxADsiFZkJz1MWxlHcwkVtXMFpqtiFlAntZQHUqxHuGVgcg+4qcVLm5ar2kvxWjKGSWs8MzTWsztmQs0EhAQg9cHGQe/WoptZtoJRBKlw14RuNtFGZJAP72AOnv0pg029g+Wx1i4SM8bLmMT7R/stkH/vomkt7JtLcPFdyXM9xIPNeZVLyeuCAMAenQVzLle4wsBPe6n/aMtvJbQRxNBDFKMO+5lJYr/D93GDz1rWoPWis5O7EFFFFSBj+KHWCxt7qfJsbW5S4ugOT5aAkEDvhgjEegPetZJElBaKRJFzjKEEZ+tKyhlZHUMjAqQwyCO4I71z77dL8QOmkWX2gXEIe6tbYJGYyCQkuSQoDYZSCcnbkDg1qlzqw9zoaKzIdVK3cdtqVpJYSTnEBkdWSQ/wB3cCQG74PUdM84dda3pltKYZL2J5xx5MRMkn/fC5NRyMQ3xBI4sY7aB3Se8lS3UocEKTlyPTCBua0IYYreGOC3QJDGoVUUYAAHAFYei3I1jWrrUFhlSC3iW2hWfCyJJuYyEx5yhI8sfNg8elb9VNctojfYKAcUAEmora4guovNtZo5otxXfGwIyCQRn8MVFmIm3H1qvb5jeSEn7vzL/u+n51Pxxk4ycDPc+lYuraulrdKLeE3JtiGu3Q8QRng5Pdu+3rVRTegG1RUF5d2tlB597dW9vASAJZXCKSemCTUsTpNEksLpJE4DK6EEMOxB7ip5XuA6oby6isrWW5nICRqW6gFj2A9yeKbfXcFhbefdyCOPcFHcuxPCqO5PTA5NUIrOW/1O31HUEMUduC1ras2SjEEGRwDjdgkAc4ye/Sox6sCzokDwaXD54IuJszz5GCJHO5gfpnH0FSankWRbHCSRyNjsqyKzH8gatVHcTLbwPI43KOAo5LHsAPU5xST964EmQeRyDyD7VWmhmFz9otnjDFAjpIDhsE4II6Hk+tOsoWt7OGJzl1UA+gPoPbtU9F7PQClF9oTUI/tEwZZYmIiQDYhUjGDjJPzd/wAqu1TvnSGezmkbYiuysx6AFc8/iKtROky7oZEkT1QginLXVAOqnqtkL23QG4Nv5UgmEmAQCP7wPUUzVNSisQIkHn38ikxWycu57EjsvueKgj0g3Co+s3Mt63DG3basCHrjaB83/AiacVbVjKuiQWuuafHf6na2N9MZHWKd7ZcsisQD354PIroc5BVgCpGCD0I9MU3sABgAYAHAApaUptsGUPDeu23hnSTpWsWt9AlvNKbeWG1kuI5IWkZkAMYbbtVguGAxjjiu00+9ttRsILyxmSe1nUNHInQj+h7YPIrm1Jz8pqj4LlJ8T6gmjrK+isjtduVIhW73KAIm7kjfvC5AIGcHOfcwWNlVfJJfM7KNZyfK0d1RRRXpnSFFFFAFz4W/8fni/wD7Cy/+klvXeVwfwt/4/PF//YWX/wBJLeu8oe4wooopAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcF4i/5HK8/68bb/ANGT1Xqx4i/5HK8/68bb/wBGT1Xr18P/AA0fP4r+NIKKKK2OcKKKKACiiigAooooAKKKKACiiigAoHUUU6IZkUe9IDz/AE9xPf67cr/y21OZSfUxkQ/+06u1zXhqXVNQ0mbUdGhW5sLd2uJolQmS5aZ2lcRnP3kV0PfcSV4PNdDbTw3VvHPbSCSCRQyOvQivgMfSmqjqyWkm2vvPQVtkOljSVNksaOpIO11BGeoOKfRRXDcYVRvp4ory0E8giQZYO5wCccAGr1GWAOwZbHAzjJ+tVF2AptqNv1iYzICNzx8qmTxk/wBBzVwjFZaC51K1LtP5To4IgVAAHUg4ZjnI+mKsLqETj/VXBm6NEsbEg9+cYx75xVOPYC5RVYXM3Q6ddZ7YaI/+z1JbzCaESFTGCxQhyM5BIxnPPI7GpcGgJQM8VlWsqzeJb5rZleNLSKKd1zgSB3Kr0wThmyOo+XPWl1eaW4L6XYttupU/ey9Rbxnqx/2jyFHrz0FaFvBDa28VvaRJDbxKFjjQABR2AFPZagFxDFcwPBcxRzQv95JFDKee4NFrDDaRCK0hit4h0SJAg/ICpKKm72AyXU2fiVHUh01NCsgI5R41G1gfTHHPfHrWrWN4ha5s73TL+0tzdyhntVtuQGLjcG3YO3BjAJORgnvwXlvEEbCQw6TNuBBt1kdBGeMHzCp3jr/CvtWjhdJj6XE1hTqF/DpPmulu8RmujESHK5AVCwPyhjnnqQMVHdW8uiQ3N3prx/YwwkeyZAABwGKN2PfBFXdKspbU3U13Ok93dSCSQxrtRcKAFUZzgAd+p59quTRJNE8Uq7o3Uqw6ZHQ0OVmktgMi/gg1jWIbeZPMtbaLz2ByDvb7hB7EDnNaVpZW1raG2ghRIDncOpcnqWPc+5rN0W3fTL65spmkn8799FO2M7RwEYeqjjPcVtUptrRbAzJ0zRVtZYpLq5kvHtwUthIAEhToAB3bbxuPOPSqeo2UXh63fVNIhMcUHz3VrHkrNFnLFVJ4ZckjGB26dOipskaSxvHKAyOpVgehBGCDQpu+oXM2x08yXS6jqcUbahuJiAYutumCAFPTdgnJHUnGcAVqVjaBcXEPl6TqEBjuLeAGOXeGE8aNt3cdDyhIP96tmlO9wYVVvOZ9PB5zcEkf9s3P88VaqrKd+p2qHgJE8o9zwox+ZpQ3EWqKACelFTYABI6Vk6qALyCCzsbaa7lUuXeQw+WoIGSygk8np3x1qbWdUi0q0EjjzJ5DtggXO6VvQAAnHfODioYIdQl1eG8ntra0RYjHJsnMplGcquNq4wSTnPfGK0hp7wEui6b/AGclw80iTXtzIZJ51DDd6AbmYgAADGa0aMVUN1JI7G1hE0UZwz7sbj3C+v8AKk25u7At4oPGSTgDqTVGKOS7aWS4a6hj34ji3BOMDklec5zwT+FD2UrRyQ/bZWgkBDLIoLAEYIDcY/HNFl3Ap6xe7NJvtQkDmwt4XdY1yGnIHBJzwv8APr069t4b01tH8OaVprkM9paxwsU6Fgozj2zmudvDALSVbpQ1uyFGTGdwIxtA79cYq78PL9rnw+lhcu41LTCbaeKTHmImT5LNzzujC/MOCQ3cGvYyua96J14VrVHTUUUV651hRRRQBc+Fv/H54v8A+wsv/pJb13lcH8Lf+Pzxf/2Fl/8ASS3rvKHuMKKKKQBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHBeIv+RyvP+vG2/wDRk9V6seIv+RyvP+vG2/8ARk9V69fD/wANHz+K/jSCiiitjnCiiigAooooAKKKKACiiigAooooAKVSQQR1FJSoMuB6mgDy+503TDq2sWEUE/8AZ1lJ5NvYwTyBA7qJZXChgAS0pGT0xgEDiti0eAxeTahUS3xEYlGPK+UELjtwR+FU/DzCWzubsYP2y9ubkEY5Vpn2f+O7RVt7Ub5XjlmjkdtxIckZ2hR8pOMYA4r8/wAdV9rWnd6X0PRWxYoqrcWrPE5SaYz7SFbzCoB69AMDp6GnNdCM/wCkxmFMD94zApnOME54/GuPl7AWKrXDSPKLeBtjsu55O6LnHHvVnFUmV5dSzHiMQYDkjJkBHQDPA96IoC1FGkUapEMIvT1+p96fk460UUrgFY+sxQadpF7eRW0crxIzgS5ZIgT8zBfQZZsDGemRWxWTrklxJLZadavEhvmkWZ3TeVhEZLFRnGclBzkc9KqD1AtaXp0Wl2Yt4neVid8k0hy0rHqxP6AdAMAcCrlZltFJpQjiMktxZLCkYkdi8odRgfKBg7uORjBHTni411Etn9qO8RFdwyh3EY6BcZJ9gOac0277jJqq3LyyXSWsbeSrRl2lz8xGeVTjrz1PTt14at95zyJaQvJtwokIITcQTycdAPTnPBwaS8M0flXUvklLclmVcgkEEHB/HpjmiMbPURNBZ2tu4aC2iRwMbwo3fiepqelxRUNt7gJS0UUgMrxB5UFst8JfJu4PlhcDJkJOBGR3B9PxrTjZ2ijaVNkjKCyZztOORn61DqFv9rsJ4BgNIhCk9A3UH86oQa1BHCqakLi2uIxtk8yBypIHLBwNpHfOa0teIGvRTLeaK5hSa3kSWJwGV0IIIIyDmmtcQpL5bSor4zg9PoT2PtUcrAzNUs5NQmklguJrS8skbyHhKlssP4lZSpU4HHPTtSaP4i03UNNW5F/BujtVuZ8nbsXb8ze6g5GRkA8VcnZE1K3aFyJ3YLKqAkMm1iu44OMHnPHp3pNV0u01RYRdo5MTZVkYqcZGVJHVSBgj+uK1urWkMrN4j0woPs87XUxbb9nt42eYDGSxjxuAxznv2ySAYLjxBpYvrOVLmSePyZWP2a3kmZTuQYZUUlTweCAcj2rdIUzeaVTzNu0PgZxnpn04rnfElnDZ3KazajybuSaG2uNuAs6lwq7x/eXccHr2ORWuGjTnUUZdRwSbsyTVtRgeGCd5I306SATxIfkMzdF3EsCoBIO3GSenK4qXSdZgkeysfJ1ESPHtEtzHtDMFBwSTkkjJ4z0OcGs200uxtZJJre3TfI5cuxLkZYthSScDLMcDgE8VNd24uURTJLE0bh1eJirKeeh+hI/GvVWUw5Wm9eh0/V1Y6G8tI7u2aC5QmNsEEEgqeoZT2PvWW39racIprq/try0WRUkBtDHIEJwG37yCclc/L69KyV057aRJ9NupoLiP5QZHaVWT+4QTyuefbtTpra78RX0iyyTWEcUSRypvBVzuy+1QeVYcbjgggY71w1sDPDq71j3MZUnDc3dWeTdFAJIoraRtsspYg/7oweCfU1fChFCIAqKMADgAVAllaRldltFlejFQT9c+tWK4JNbIyCiiioAqYEuqESciGIPGp6biSC2O5GAPbNRX+k295drdiW7tL5U8sXNncPC5TOQrbeHGecMCOvHJqxdwu7RzW7bZ4idoPRwRgqfbv9afbzJcIWUFWB2sjdUPoa1U5R96DsNNrVEMOoeJNLbctzFr1t/FDcqltcgf7EiARsfZlGf7wq1J4p1iZ/8AiXeGfKQg4fU79ITnAwdsQlz+JFFKAScV1wzKtFW3NliJpWKdjqevw+JtH/tLUraWDUZ5bZ7GC3CxwgQPIrI5/eM2Y8EscHdwBgV3NcR4Wtn17WotcfjR7AsumkHm5lKskk5/2ACVT1yzdNprua9rC+0dNOruddLm5fe3LXwt/wCPzxf/ANhZf/SS3rvK4P4XDF74vz/0Fl/9JIK7yuh7moUUUUgCiiigAooooAKKKKACiiigAooooAKKKKAOC8Rf8jlef9eNt/6MnqvVjxF/yOV5/wBeNt/6MnqvXr4f+Gj5/FfxpBRRRWxzhRRRQAUUUUAFFFFABRRRQAUUUUAFVNYvRpejajqD/dtLaW4P0RSf6VbrnPiJIV8H3kKj5ruSCzwe6yzIjf8AjrMazqz5IOXZFQV5JGJoVp/Z+habZkYNvbRxH6hQD/Kr1K33jSV+bSbbuzvCmTKZIZEBwWUqCeRnHFPopJ2AzbuO7kkjDxkxKn/LtOUYt6kYHHtmnWs0VuG+0C8ErHLSSx5J9MlQQBVy4mitoWnuZo4YV+88jBQPqayZ/EEBjkEMNyytE7RSshRJCo5xnnHvjFbK8tLDWprxSJLGrxOHRuQy8g08AnoM1jWcOsy2cBN1Y2amMERpA0pHHdiRn8qeNNurzLavfSsPuiCzZoY8dMkg7iT1wTjtUuKT3A0bueKztpbi6cRwRKWZz0A/qe2Kx9PuTqfiIXK211BHa2RjxcRGMh5HBIHYnEY5GcZqR/DunoMxRyLEv7xbcOTEJAPlkC54bjqO/PXmtCyu0uYYwXPn+WCySKUbOOTggU1ZK6AsdsHkHqKhhtYICnkwonlrtUIMBR6AfhU9NdkQAu6IDkjcQOO9ZpsRFdTi2jVvKd98gULHgHJJOTkjvVa6W6vIxB5BtkZwzSlwXQA5BUYIJyB14/lSmZNRlMFvIHt4mDTOpzluCqg/kcir55q/h9QKptXf5pru5eTsUYIFPsoGD+OaRpLm2+afFxD3dFw6j1K9x9Pyq3RU819wGxskiK8bB0PIK8g06qe0Wl4GQbYblsMBwA+Mg/jj86uUmgCqerwT3WmzQWzhXbGQ2QHGclc9s9M9qtSOkUbPK6IijLM5AAHqT2rOn1m1GxLBk1C5kzsitnVvxZs4Uc9TTinugH2M1pqUZkSF4pYj5csRyjxHH3WAPI9D0I5FXYokSIRRoAgGNuM/n61l2UOoW1xPc3aw3M11jcsPyiIAfKu4nkctzjOT0xVprWW6dGvGCxLkiCJmAJ/2mz8w9ulXJa76AW440hXbGgRSSSFGBmnVSCNYM3kxb7NvmKR/eiPcgdx3wOnvVqKRJoxJE4dD0ZeRUST3AfUVzbQ3lvJb3UMc8Egw8cigqw9CO9SVheMGJtNOty5WG6vRDMoOPMTypGKk+mUHTqOOmauhB1KiiupUVzNIzNJNqbzVF0xkbTfP3QbMBFO0bwg/u7gxz0yTjitiJFMXzry3IPcDtVNrW3ZVUxoijABUYKjoMHtU7/aLdsc3EI4AOBIo/wDZv517+MqSoUowi9e/ofVZJhIVpt1FdJfmDqUODyD0PrT9OlaDUdmzetzgZB5TaCencUz7dEARKssangmSMhfxNJcoiuHV3iAGVkRyCB3wc9KUK31ym6UlZ2Ms1yr6vFyg7xf3o36KwINakSIRGI3L7gqSkhFYe57n6CriasAu2a2kSXoAp3Ix+vb8a8ieX14/ZPnHSkuhp4NMmljgTdM6InYscZPoPWq/2WSUb7meQSn7oiYqqDtj1/Gnw2sUb+YcyTHrJIcn8PT6CuZpLczIYZJb/e1vK8FurFchcSMe+QR8o/DJ61PBaxwSySK0rvIoVjJIW4GSOM+5pl3ZJcCR03x3DLhZY2KnPbJB5H1qW1m+0R52lJR8siEYKt3/AA96bd1oBLWVq+qrav8AY7S0udT1BwQbS0AZ412k7nPRRxgE9SQPUie/aafUNP0m1uUtri/kdTNwXiRULsVXu3y4BPAJzg4xXZaRpdlo1mLXTLdIIs7mI5eRu7O3VmPckkmvWyzKnil7SbtEidRQ9Tn/AAJPqMHgvQ7W50O9gntrOK3ImaNMhFChiNxK5ABIIyM4rc8rUbjAnlis4z1W3Jkcj03kDH4Ln0NaFAr6uOFhHzJnjasttDX+HtrDa2uppAm0G9ZiSSSx2JySeSfc111cx4F/1Oqf9fZ/9FpXT159XSbPXoO9OLfYKKKKzNQooooAKKKKACiiigAooooAKKKKACiiigDgvEX/ACOV5/1423/oyeq9WPEX/I5Xn/Xjbf8Aoyeq9evh/wCGj5/FfxpBRRRWxzhRRRQAUUUUAFFFFABRRRQAUUUUAFch4ulF34i0jTxzHZo+ozj0Ygxwg+xzKfqgrr+9cIWE3izxJOhLxiaGAO3ZkiXci/7ILH/gRevKzms6WFlbrobUFeVy3RRg0ds9hyTXw1jrCimGRBjMiDJAGWHJ6CkkljjdUkkjR2BIDMASB1OKdmBleJIUKWFwFD3EVyixB+VJY8gj1469RV/UdOstQKC+tYbkRk7fMUHHrWVql5AviG1S7eVbS2iE6mOF5EeQkj5ioONoAPPrWjb6raXT4tpDKm4KZVGUDf3Sc8GtWpJIZdChVCqAFUAADgAdgKWjFFYsQVV1CEvGk8UYe4gbzIxwCTg5UHtkEirVFNOzuBSgnu54hLGlsyNnILMCp7g+/wCFOitA0sk14sUsr4wNuRGAOAM/nUWoMbSVJoDiaU4aLYWEoAJzgdD7/hV5GLIrFShKglTyQcZxVt2Wg2Vb2GUE3NpJsnWMgoQNsoByAfTvyPWrMUqzQxyx52SKGXIIOCOOKWREljdJFDo6lWVuQwI5B/CqChtLRV+Q2AcgbVIMQY8D3UE46cCluvMRo0UiMrrvjYOh6FSCPzpagCK6hFxA0bMUzghl6qQcgj8RUDPeRqVkWI4GTcscIB3LDPBqe6WdraVbRkS4KERlxkBscZFY9ja2V5BC13cXU0qt88NxcMQrg8grnHWtqcXLRK47XIrm9fWbdLO3t5ZEaZRNOilYfLBySCx56dga30hiid2hijjLdSigE/Wn4IAXGAOgHApKiUuiE2LRRTJZY4YXmnkSOJAWZ3IAUdyTUJXAeM1QvlFoDeQnY+QHiHSY9hj+97j+VTafbajrxDWRfT9M73ciAyy+nlow4H+0w+g71em8GxgpPZanfJqEecS3MhmRuOhjJwBx/Dg+9exh8nxNWHPa3r1IdSKdmzK8Q38mk6Hf6hDAJ5LeMusZYKHPpnP/ANc9qw7eGeaRL3ULp7m42/ICuxIQQMhU7dOpyfen6np2uxagjeIbCS7VXJtf7PXfBnsSudwb3bIHY1JM15atbHUtMurKO6kMULylCWbaWwQrHHCsfwOcd/QwWXvDpyqL3vyO2hyJXursuCELhnO/oQB0/wDr0/kknqe9U57z7KIIjDJNJcSiGBE2gs5BIBLEADjv34HJqtqkF3DqQTXIbnTttpI9mLaUzNNPlNp2qOQoOG3YHzY561y4jC4itU974V16I+ywWYYLC0FyL3303b9DVz2PI9DUAtLZTkW0PXP3BjP0xVVdWto4o1vJEjuxGHnijBkMRxzu2g7RnueK0OuMcg8g15fvw12PoP3dW8XZlWKOI3lwm3ZLw2QAQRgAfyqSRCmASCGGQRUdw0hvY0hWNXChi755GTkAdzVidSwUqCSuRgelepg8XNzUKj0Pns0y2lGk6tGNmn07eg61u3g+QjfH6dx9K0YrmGX7sgB9G4NY2ecdx1FBANdeIwNKu+Z6PyPkp0Yz1Og2n0/GsCWWHVNas7TTrz7TFdzxxXcdsSdsabmY71+7xweckcDmqxUXuq2ulfaxZR3CmSed5BHthUgMqknlmLKvHIzntXqkFvDaQpBbQxwwxKEVEUAAAcClg8lSnzuV0vI8/ENUny7so6VoWl6S7Pp1jDDKxO6XGZGHTBY8kYAGM8DitGiivpIxUVZI4W77hRRRVCN7wL/qdU/6+z/6LSunrmPAv+p1T/r7P/otK6evGq/xJH0WH/hR9AooorM2CiiigAooooAKKKKACiiigAooooAKKKKAPMfEt1d/8LD1GC2jgZItLs5G3kgktLcjjHH8Peoft8sf/HzYXCe8ZEg+tT67/wAlO1j/ALBFh/6OvKl5rop4icFZbHLVwlOo+Z7lP+17EEK85Rj2dGH9KlGoWRGRdRY+uKsEk8Hp6VGYoicmKMn1KitVjJdUc7y6PSREdSsh1uo/1P8ASo/7Tif/AI9Yri5z0KIQv4k1aCIOiIPwFPzQ8ZLohxy6C3ZTGpwKdtyk9sx4HmIcE+xFWYrm3l/1VxE59A4z+VO6jB5B6jtVeSxtZOXtoiT1IUA/nRHGPqhSy6L+FlzafSgqR14+tZv9k2WMCJwvoHbH86F0iwU5Ftz6l2P9a0+uR7Gf9nS/mNDcucb0yegyM0pBHWqJ02yKlfsyYPuc/nmmiymh/wCPS8lRf7kgEige2elEcZF7omWXzS913NCgAk1R26iP+Xm3b6x4/rUVzaXl3BLFPqDwJIhTNsoUjIxkN61bxVMzWBqsqeIdfFlts9KMVxq02QqggpABwZJMdAM9OpPFc7Y2E1jAILe4Dod8kkkgy7yscsx+pLGs9JoPCbNp+tRR2rCMvHeIuEuwDjr/AM9PVTz3q/p+rRXlz9nNre2krR+bGt5AYjKucEqD1xkZx0yK+UzPE18RKzjaMf6uaqg6d1YsiCRJA8cpZiCGEhJB6YIHbpSfZTKM3MjuxADKhITHPGPxqzRXj87AgNrAUKeUADzx1BznIP1pPskGMPHvOS2X5P51YopczAZFGkSFI0CoSSQOhNYzrBZa1LBKgjs9RVShUYAmHGB6EjmtysfVI5b3WbKzSUQxwKLxmCgliGwFHp9a0hcaLdnM8TSW922HViY3cj94mMg59etWYZo51LQuHCnBI7GlnijnXbKgdQcgH1qOS1ikcNyjYwTGduR71OjETHABJ4AGST2FVU1CBlDhZdhwS2w4A7E+1QW8BunlZ5pXsgdqI5zvIOCSfTtitLoABwBwB2xRZRApaZEhVrzb++nJbcc52ZO0D04xV2gDsO3AFUbuZ3vILe0mAcbjIAMheMjd6Dt+NHxMC9Wfq1+bM2sEESXF5dyeVHEzAADazFm9FAU/jgVMk13J922SMrwxkbgnvgdx71n+HoQl5qvnbJb6O5KvP3ZWUMqgdgoYLx1xVRjbVjQzbqqXCS2+mWsTIDvH2n5Zc9ABjjnnmrH2fV5TvkvreB1GFSKMsjepbPf6Vq0VLn5Bc5q/l1m0MwXU4nKjIBtVGB2PX3qOzt4rWBj5hcyMZZJXOS7E5JJrX1VcSxv2ZSp+v+TWfBY2xDs8W4ZwBk4B6nAr6XDypU6CrJW01PUwWHeIkoU1qxLLV5Y2KzEBD80e7OCvbn1rXttRt5+AwVvrkfnVLyosYZRsHqeAKoWVkPEd8LTRJNkaYNxeqOIhnGFPQtx0/GslDDY6XLFO/odGPymeEh7Sra3kzobm6trVd1zcQRKehdwM/T1p2haV/b841HUUJ0qIkWls4IEzA8yuO4yMKD9fSt3TPDOj6Yii3sYnkA5lmHmOx7kk9/pWx2A6AcAV34LJYYeftJu76HzM63SIcYAAwAMADgAewooor3DnFDEdDisnxDoVpr8FtHevcI1tL50TwuUZW2levphiK1aKTSasylJxd0c3a+CdEguLed47m5kgkWaM3M5kCupyrY9QRmtTVtF07WDC2p2kdw8IYRsxIKBsbsEHvtH5VoUVPJG1raFe1nzc19TMj0LTbfS7qxtLKKKKeJ4m2qCWDAg5bqetcBp8OsJZ28M2ham0yRhWYooBIGODmvUqMmuTFYCliklPS3Y9HLs4xGXuTp2fNvfyPJtQnmgv4rPVbeXS0ZRJHLKwHmnJyqnt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title="Classe de résistance au vent des volets roulants" /></p>
<h2> SITUATION D&rsquo;ENVIRONNEMENT :</h2>
<p>4 situations d&rsquo;environnement sont à distinguer pour la construction, représentées par les cas a, b, c et d énoncés ci-dessous :</p>
<ul>
<li>a &#8211; à l&rsquo;intérieur des grands centres urbains</li>
<li>b &#8211; dans les villes petites et moyennes ou à la périphérie des grands centres urbains, dans les zones industrielles, dans les zones forestières</li>
<li>c &#8211; en rase campagne</li>
<li>d &#8211; en bord de lacs ou plans d&rsquo;eau pouvant être parcourus par le vent sur une distance d&rsquo;au moins 5 km ou en bord de mer.</li>
</ul>
<h2>HAUTEUR PAR RAPPORT AU SOL :</h2>
<p>5 intervalles de hauteur sont définis pour situer la hauteur H de la fermeture par rapport au sol :</p>
<ul>
<li>H ≤ 6 m</li>
<li>6 m &lt; H ≤ 18 m</li>
<li>18 m &lt; H ≤ 28 m</li>
<li>28 m &lt; H  ≤ 50 m</li>
<li>50 m &lt; H  ≤ 100 m</li>
</ul>
<h2>Vous trouverez la classe de résistance au vent de votre volet roulant en fonction des 3 paramètres précédents et du tableau suivant  :</h2>
<p><img alt=" Classe de résistance au vent des volets roulants" src="data:image/png;base64,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" title="Classe de résistance au vent des volets roulants" /></p>
<p><strong>La  classe de résistance au vent minimale requise sur le territoire français, pour une fermeture exposée au vent est la classe 2 et la certification NF Fermetures n’est délivrée que pour les classes 3 à 6.</strong></p>
<p><span style="font-size: large;">Tous les <strong>volets roulants</strong> vendus par <strong>volet-system.com</strong> sont calibrés pour une <strong>classe 3</strong>.</span></p>
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		<title>Changez vos volets et restez en forme !</title>
		<link>http://www.volet-pratique.com/changez-vos-volets-et-restez-en-forme/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=changez-vos-volets-et-restez-en-forme</link>
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		<pubDate>Tue, 19 Nov 2013 16:09:30 +0000</pubDate>
		<dc:creator><![CDATA[Christophe vs]]></dc:creator>
				<category><![CDATA[Conseils]]></category>
		<category><![CDATA[astuce]]></category>
		<category><![CDATA[volet]]></category>
		<category><![CDATA[volet battant]]></category>
		<category><![CDATA[volet roulant]]></category>
		<category><![CDATA[volet-system]]></category>

		<guid isPermaLink="false">http://www.volet-pratique.com/?p=350</guid>
		<description><![CDATA[Une étude publiée dans la revue the British Journal of Sports Medicine. conclue que les activités du quotidien suffiraient à réduire les risques de maladies cardiovasculaires chez les séniors :  bricolage, jardinage, ramassage de champignons ou encore laver sa voiture&#8230;  Alors vous avez &#8230; <a href="http://www.volet-pratique.com/changez-vos-volets-et-restez-en-forme/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Une étude publiée dans la revue<a href="http://bjsm.bmj.com/" target="_blank"> the British Journal of Sports Medicine.</a> conclue que les activités du quotidien suffiraient à réduire les risques de maladies cardiovasculaires chez les séniors :  bricolage, jardinage, ramassage de champignons ou encore laver sa voiture&#8230;  Alors vous avez du temps, profitez en pour <a title="changer les volets" href="http://www.volet-system.com/ins-changer-et-installer-vos-volets-67.htm" target="_blank">changer les volets</a>, ainsi vous ferez du sport en même temps ! <strong>Volet-system.com</strong> fabrique des <strong>volets sur mesure</strong> très facile à poser : découpés aux bonnes cotes et pré-réglés en usine, vous n&rsquo;aurez que quelques trous à percer dans votre mur et visses à mettre&#8230;</p>
<p>Pour en arriver à cette conclusion, les chercheurs ont observé le cas de 4000 habitants de Stockholm, âgés de 60 ans et suivis régulièrement sur le plan médical. Lors du recrutement, les participants ont dû indiquer s&rsquo;ils pratiquaient, et à quelle fréquence, certaines activités (travaux de réparation dans la maison, tondre la pelouse, entretenir sa voiture, pêcher ou chasser&#8230;)</p>
<p>La conclusion est que les personnes pratiquant ce type d&rsquo;activités avaient un risque de contracter une maladie cardiovasculaire inférieur de 27 % par rapport aux personnes inactives,et le risque de décès de toutes causes est réduit de 30 %.</p>
]]></content:encoded>
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		<title>Avis clients des volets sur mesure</title>
		<link>http://www.volet-pratique.com/avis-clients-volets-sur-mesure/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=avis-clients-volets-sur-mesure</link>
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		<pubDate>Wed, 21 Nov 2012 10:19:34 +0000</pubDate>
		<dc:creator><![CDATA[Christophe vs]]></dc:creator>
				<category><![CDATA[Produits]]></category>
		<category><![CDATA[client]]></category>
		<category><![CDATA[volet]]></category>

		<guid isPermaLink="false">http://www.volet-pratique.com/?p=74</guid>
		<description><![CDATA[  Les derniers avis reçus des clients volet-system sur les volets sur mesure : De joaquim&#8230;.bonjour,   je vous fait part de ma satisfaction concernnant l achat des volets que j ai effectué chez vous:::: ; le delais de livraison a eté respecté, le produit &#8230; <a href="http://www.volet-pratique.com/avis-clients-volets-sur-mesure/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
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<td style="width: 50%;" align="left"> <a title="volet sur mesure volet system" href="http://www.volet-system.com/"><img class="alignleft size-medium wp-image-357" title="logo-350x60" src="http://www.volet-pratique.com/wp-content/uploads/2012/11/logo-350x60-300x51.jpg" alt="logo 350x60 300x51 Avis clients des volets sur mesure" width="300" height="51" /></a></td>
<td><span style="font-size: medium;">Les derniers avis reçus des clients <a title="volet system, volets sur mesure" href="http://www.volet-system.com/" target="_blank"><strong>volet-system</strong></a> sur les <a title="volet sur mesure" href="http://www.volet-system.com/cat-volets-sur-mesure-11.htm" target="_blank">volets sur mesure</a> :</span></td>
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<td><span style="background-color: #99ccff;">De joaquim&#8230;.</span><span style="background-color: #99ccff;">bonjour,   je vous fait part de ma satisfaction concernnant l achat des volets que j ai effectué chez vous:::: ; le delais de livraison a eté respecté, le produit correspont tout a fait a ce que je voulais, qualité, couleur,,, et tres facile a monter,, j ai eu besoin d un petit reglage et le SAV m a bien conseillé,   tout fonctionne a merveille,      desolé pour les photos  ,,,,,,,,,,,,,,,,,cordialement </span></td>
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<td><span style="background-color: #ffcc99;">De hervé&#8230;.</span><span style="background-color: #ffcc99;">bonjour,</span><span style="background-color: #ffcc99;">Je vous joins quelques photos des volets montés en espérant quelles soient correctes.</span><span style="background-color: #ffcc99;">très satisfait de la qualité des matériaux alu isolé, du coloris belle imitation bois . Volets livrés rapidement en une semaine environ (juste avant la fermeture annuelle pour congés),bien emballés , coupés à dimensions, montés dans le caisson, montants prépercés, sangles et vis fournies tout prèt à poser et un prix compétif.</span><span style="background-color: #ffcc99;">Je recommenderai votre société et votre site autour de moi.</span><span style="background-color: #ffcc99;">très cordialement</span></td>
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<td><span style="background-color: #99ccff;"> De Vilo&#8230; </span><span style="text-decoration: underline; background-color: #99ccff;">Points positifs :</span><span style="background-color: #99ccff;">- Globalement, la communication et la disponibilité de votre équipe a été très satisfaisante.</span><br />
<span style="background-color: #99ccff;">Notamment pour mon souci de redécoupage du coffre d&rsquo;un des volets, pour lequel j&rsquo;ai pu obtenir toutes les informations rapidement.</span><span style="background-color: #99ccff;">- La qualité du produit est plus que satisfaisante, avec un aluminium relativement épais et surtout des motorisations SIMU.</span><br />
<span style="background-color: #99ccff;">L&rsquo;assemblage est également parfait.</span><span style="background-color: #99ccff;">- Le prix est dans la bonne moyenne de ce qui se pratique sur Internet.</span><span style="background-color: #99ccff;">- Les délais de fabrication / livraison ont été très rapide, et les produits parfaitement emballés.</span><span style="background-color: #99ccff;">- Le montage des volets a été vraiment simple, et le fait que les télécommande soient pré-couplées et les butées pré-réglées est un très gros plus.</span><span style="background-color: #99ccff;"><span style="text-decoration: underline;">Points négatif</span><span style="text-decoration: underline;"> :</span></span><span style="background-color: #99ccff;">- Le descriptif du produit pourrait être plus détaillé.</span><br />
<span style="background-color: #99ccff;">Par exemple le fait que les moteurs soient des SIMU, ou encore que les télécommandes soient pré-couplées.</span><br />
<span style="background-color: #99ccff;">Cela m&rsquo;aurait éviter un travail superflu sur la partie électrique de mon installation (j&rsquo;avais monté des phases différenciées pour allumer chaque volet indépendamment, ce qui s&rsquo;est avéré inutile puisque les télécommandes sont déjà couplées).</span><span style="background-color: #99ccff;">- Le découpage en usine des coffres de volets n&rsquo;était pas exactement conforme à mes mesures.</span><br />
<span style="background-color: #99ccff;">Normalement, vous auriez du appliquer strictement la formule de découpe donnée sur votre site : Largeur coffre = minimum des largeurs de la maçonnerie moins 5mm.</span><br />
<span style="background-color: #99ccff;">Or l&rsquo;un des coffres avait été découpé à une largeur trop importante (de 5mm), et deux autres coffres avaient été coupés trop petits (10mm au lieu de 5mm de marge).</span><br />
<span style="background-color: #99ccff;">Rien de bien grave au final, mais perfectible.</span><span style="background-color: #99ccff;">- Le découpage en hauteur des profilés n&rsquo;était pas conforme à mes mesures.</span><br />
<span style="background-color: #99ccff;">Toutes les hauteurs étaient surévaluées, m&rsquo;obligeant à redécouper les profilés pour retirer entre 5mm et 15mm.</span><br />
<span style="background-color: #99ccff;">Ici encore pas de problème rédhibitoire, mais du travail en plus.</span><span style="background-color: #99ccff;">Globalement nous sommes pleinement satisfaits de la prestation et des produits, et nous recommanderons vos services si l&rsquo;occasion se présente <img src="http://www.volet-pratique.com/wp-includes/images/smilies/icon_wink.gif" alt="icon wink Avis clients des volets sur mesure" class="wp-smiley" title="Avis clients des volets sur mesure" /> </span></td>
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<td><span style="background-color: #ffcc99;"> De Jérôme</span><span style="background-color: #ffcc99;">Bonjour, </span><span style="background-color: #ffcc99;">J’ ais été très satisfait de votre prestation, rapidité de fabrication et d’expédition la qualité du volet est conforme à mes attentes pour les photos je vous en ferais parvenir dès que le chantier sera fini (encore quelques mois).</span><span style="background-color: #ffcc99;">Je conserve vos coordonnées pour de futures réalisations.</span><span style="background-color: #ffcc99;">Et vous remercie encore du service rendu.</span></td>
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<td><span style="background-color: #99ccff;">De daniel&#8230;Bien reçus les volets ils sont montés sans difficultés très bons produits. Merci</span></td>
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<td><span style="background-color: #ffcc99;">De daniel&#8230;Bien reçus les volets ils sont montés sans difficultés très bons produits. Merci<br />
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<td><span style="background-color: #99ccff;">Bonjour Madame, Monsieur,<br />
Je remercie infiniment l&rsquo; entreprise Volet-system qui a accepté de reprendre les volets et de les modifier.<br />
J&rsquo;ai reçu les volets modifiés qui correspondent maintenant parfaitement.<br />
Etant donné que j&rsquo; ai encore quelques volets à commander, je me suis aperçu que l&rsquo; option &lsquo;coffre demi rond&rsquo;<br />
n&rsquo; est plus disponible sur votre site. Ce type de coffre ne serait-il plus commercialisé par l&rsquo; entreprise ?<br />
En vous remerciant vivement, je vous prie d&rsquo; agréer, Madame, Monsieur, l&rsquo; expression de mes salutations distinguées.<br />
D. SAMYN<br />
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