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	<description>Etanchéité, Isolation Thermique, Asphalte Coulé, SEL, Toitures, Terrasses, Parkings, Cuvelages, Ponts, Tunnels, Sous-sols</description>
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		<title>Danger : Panneaux photovoltaïques sur toitures plates</title>
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		<title>La pathologie des étanchéités</title>
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		<description><![CDATA[Roland Dournow présente son nouvel ouvrage intitulé : La Pathologie des étanchéités. Vous pouvez commander l&#8217;ouvrage directement depuis le site à l&#8217;aide du formulaire suivant. Vous pouvez également commander le livre par : Téléphone : 022 989 11 38 Fax : 022 989 11 61 Poste : Roland Dournow 8, rue du bois-du-Lan 1217 MEYRIN [...]]]></description>
			<content:encoded><![CDATA[<p>Roland Dournow présente son nouvel ouvrage intitulé : <strong></strong></p>
<h1 style="text-align: center;"><strong>La Pathologie des étanchéités.</strong></h1>
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<p><span style="text-decoration: underline;">Vous pouvez également commander le livre par</span> :<br />
Téléphone : 022 989 11 38<br />
Fax : 022 989 11 61<br />
Poste : Roland Dournow<br />
8, rue du bois-du-Lan<br />
1217 MEYRIN</p>
<p>&nbsp;</p>
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iLbLEzrEbXYb5r/1t7QzWxbfdzppFtWaCBaN3ClkKKIbPtY78guQjKpkRCDm6vGKzilbJRuQ2nT0HcsawSC4bGyyFYnkq1t3XjQ9w7oFUKir+TroJ7I9icO4/8qZ0VQTxSz5IF2Rcz8eAU9f3a6uGQX8fhlshI5MuXjndKfXo6Cw3mRQPHNL3nKyvJAymoiW0q5UOZrVAvpJD8bQjr2yZJy1VWMMiNEma9UbAE5j786k96qtCCyCW2ROYN1AxPly7K13KhpcsXeTo5fLbIs73L9gzFbGq3pFtn5GpiiD4gr186TXVMEk4yzZpFdGtDMwSR/Kz81UAmIyeSz8YxJmVnz9Kj2rJHhWTHfchExQT48ZeJ2xWlwcjWJ/m7fjU5qIKE8ivQC8rluXjXjXD+tQnJ2bfLCPJ6GFnDogcU2kWF3q+In4ebO98hqZ9AqLk8U2a7CNI6oyqHF5skPbtnaxLY1xp3a3dIHpYE83cDECODSaX8BkS3i8+EJu81/mh8aXVlk5zvNymAimcsvssM6hNRt8mXZvkHWlif7Pk3eW/Nk08KjX2QnL4/ji3KpSZYZmbatbd1g0A8P6FlGcaVwyddALZEdeKmhrhhxrX9Xkt24ImbmO4HJuyE37NuWo4Dyg9Aqimz3CUxRSAA5N5Go5XeOZ/kAabmCsnSpBZGdhdsi8wTr2ibKPIc/FVWwHcooWtMjsvMArZak/omPtUUwwTgNRbb9XC7VGuZ3+qOXxv5hcwuskuo/ywotFbBYVqwXDOb59q7Jtp3plR8xKx9kTfF3I4uOsA+l91ryrliKobdjPq4Tgn7I2Y3J1CwzsuoSAw45sFjfFlrdKqM3t3UPmdYiVJHtKEzjiGr5gvps5pat9W1bZ9yp1y1DhBvI3Q3s1zNjbP9g9IXlMBrdLLZ8R+Jgxaoi2z7WCHMFRHZQh9C6DWWQdX7HduIjKTwGRLa95LKEs7d1/UE/OKCLrwVciVDy7qkhsgnLZOUVI7wTj6f/szw+XplHybLMK7KzLJPz9XIbyafP87OORgP5X1niuJJK+cibPwzVWJNNKqQLXvG/nEylKljK780PulpeK6l59o+U469aFNmEanqDdS0TcaRkzKK94gs1HU85qxr1D8avr5I0tCZb+1U+z2pdmZcfP5Zb+J1e7MYzzbUM25nI7o8m5/ZsR7LIdpzjKOYSpChpunxW5X1fKIVfMVMe8WwnSWpdhB3290yd6lPKRui96YLltRaTfMHFrxVfqnqcXV9jlv9CzCfx2TJiwAndK8v8QcniVpVf7/pdniyy7YVpHlFfzH4oc+wor2rFt7yytZ5ta447NbolhUoxObi8RP0yf29JTeGXn/MXRSInUvrPOmuy83KU77jkYBJYLhLUIbRuI4oQbFM+dV3cbv8ofis2fZrjVzg8BpaLrJYfg/Hc1da1B33/gC5/z+NKlJJ3TbNj1Sm4souALGu+SQgQ+Zd/6b6rg2qo68oeJ9oOls7ZYMDZmeZ2pYkAbbOcPqu5i2MLQbd5pEBkbxaI7DUBkb11OI8Ee0S4D8/riM0FnN1pbqil9UA5MvkBgW7zSIHI3iwQ2WsCInvbuJufDmrm5NkZfr8ePw2+Rm+VjQWcHWpuqKX2Sdm3J9Pzq3LtRL7EJZDa6AGBbvNIgcjeLBDZawIie8v4/Xr8dIdG0FrczU/6wdSH7bKpgLNLzQ211D72E4XXu0GtY9BtHikQ2ZsFIntNQGQDgIDTBlBL7aNvjxP7F9e6Qa1j0G0eKVAeAAAAAAAAtAxENgAAAAAAAC0DkQ0AAAAAAEDLQGQDAAAAAADQMjsqstMP3wyrnKO2E4gTodeaEawrWqzLLpkFALBdiAOlH9dYAwAgss0im7YR3noIdnGY8MNOGqWe5ipOvXYZhB+oxg9P3h5cpx/7abEu22mWVnG4AGgH61m+4MGiHRndDH5gyprzMALgZmfiVRI/ifaO2G+bLkdTdlZkZ9l9yr5+4McfqCKb5wCyC1ZeWTPWbzxtUA2R7aiLeMYoLkXpHi6z7Ba6C/zGRnu9zYYnvbHa/v462ZlBqyZrjiGdJxnURXaTvveJfdnmgSmbSrBIixj2bLzdRZudSze5nnTGDy9eOSIMRHb3NBTZWZZ9uj49fMiT2WSRvbqZDPuD5+a/PECR7apLDZHtNMtuAZHdKQ9v0GoXiGwXfyziz1pdhwaRLQORXYuHF68gsjdGc5H90NFEtva/FB6gyK525R0KwbXZZRfYAh7eoNUuuy6yt4jtjmnrPlduu61RA4hsOxDZGwMiGyI7eOUdCsG12WUX2AIe3qDVLhDZa2O7YxpEdkMgsu1AZNsp7HK3nE9Phv1eFPWi/aOYKUehlmZKFyw+6stv5e7T5PvZ+FAco9ofTc4/LhVvKnzsbrWcF98cjGKWSJLNqjBWy+tzfruoF/UPxq+v5J/Ihf9wJr42HL8R35Fq1B9NPiwNF79bzt9NRvui5MPx7DJJPV+I9o/it2xuXkdDNchwPLt8N/lCVtWrRTzsjVS96q4pH0v0D79amlwxdhGPBsXfLbVIJntRb8RSpTqHJ1NLTVbLj9LV5PoWIvte+k7/YDy9Xt6ZV/G1mtzQ4g2v9pHCcaAD0KEbIdSfeZlH+uNGyo71l61K4fmlLi3mslomy/IXuNwav1+Pn/aipyfz342f8S2hn8+Wf0rVvE8TNhntK0WqYUy77lf9Qq4X5TmBaMAi5sjFHo5nYQcU11tcvs4DWv9g/PqKxf9mDlppclWeAr1/FL+zNpDTL6idodNIFfZNXwyxG48SWNyWcfu1xU2yLO/q0jM8oQD25SJypcIOGBwCXLh/GIxpLoMX/bA/mpx/uJ4+l39Fs5scMazwL+jFexInjt+G7BN00nrWUBtuMIovmByEZdeOBqP4Qo8Jtd0tKIc8BqRZzAktXgVjeNVBhyjPsnRxyZh85ejwZPp9oRJ9EaZCJA+27CZpJrL7X5y8ONQNJK+B5maaXs5Kxckd++6X6fOBadzht9elRuetuH80/vpA/6aULMIIkavbN1KLFh95B6Sr8J9Nbn6+PjX+qCSm+GR8IepF/YPTD3nP+mMRf1ZtZMrcBvH+cLVkRceSPoffzD9l4e5r3kuuRW6l4YvJWK+vusr5bslOjQYqGpo34uFJ/EL/jrqW0V8XvaG9ITh8qQpQjRDuz0RdtbqZWArvnZnwiWyRwXAwnuvxcjl9Vv6di+zXP5a1yIsksmFWNKZFuNwyw4a9wiAti+z+wfjvRh8g7IFe/SxFKqf9HRFGs4nXLyqJ7K4iVdg3K4tsUmBxW+a2scgmFCAgsoMOaO/JWh2teFukuqx09MNo0yI72PEITlrDGvawn9fd7tq2Ia+OuwXlkF9kEyxmrzMpXoVjeI1BhyjPxEYy45OPjCGVQojkpJbdJM1EdqQ8WOS9XErmIEKePnOZpy6WHgfTmzfjw56iXXgrRsqjTxHgCilvD5H7R/EP+aXzp9JS1ZmFl0RSWar8j4fTpSiSENCD0dmPeXVWyx8mo/2y4ZfTZ1HU649e3pRRfXF5PvvbG4+AEAkHo8OTN8XP8mdi15BGr6nlRcyrr5TJ9fv05tVRP8rnNTPFSv3RJH84zZu4/Jqj5JcX8T+uSpEdKY/1ohH7z6a3Feqi6zDHy0SSWeiQjEDqzyRdxTOCRYPRq5tSnSdX7PW/T//LWUavyBZ5fPW68xsVM9wWd86yBsbUi5Q/eZbTQlm2Wl6zt5P4fQciO+opcyq5qisd2YqjkNPxgTze5HmRJZukizfjg0ixScAvKonsjiIV0TcrLRchBBZaxND9miyywwXwiuygA1IMa4XeIrQFEsI3+wdjlte2eJnWusjOssy/8bH4Lc0+JCetZ43vilnS1fIjO//H5PK3/IWeXKr7NPnuRD9Mo7a7VZBDhgGb9qhAvArH8FqDjiLPijob8ixLXh6r7xPSn16O9kkRhtRJiC27SRrOZJ9eq/NjIoAWf+fPInoCNf6e2jCB6A3FwM9b0XzTzX+e/90SIk3jilRuebvaCm/XIuo3+XfMdCU8kdPhdFlzwR/vKGaxPYuwXflZbTUlDZD8gsYAr7xbKO+bX/9X9nzfmyZWzJbpE5/8UUS4Cq0uJJFNNAsdihFo/Zmkq2ijnYZfZIvepdX9dnbYl1yAV1Pv2HfzU1sCRIIxtSJxB/FkK299JlufxpDXxjiwRwBtjWM+IOkpa/KRUrwZCPlFtZnsTiIVzTezaiLbghZYiBGjrsgOF8AvskMOyI0TMKyNCi1Ccn/xhspInZSy402KbFI1iU5KtwaPSO5cimLmS3dtXa7UdrcKcsgwINFiJqR4RYnhtQYdlzzTVZwN3hxl9POI7FAnobbsJmm+Jtv298IE1qXrPKhZ6i8GsLx/uHyM/92qvXgD2GJuyo60l+N64a1/VIIR7682bVFKFhH7Rm9+ofdY4S2mQTwi2z26mMsAaAOkfYA3dIASKZwlL3BtfJQLRqsLSWQTzUKHYARifybpKvG4dTT9uULAC4hsUzaZ1rBWkxfGJkyDxlSL5Fyy4qyC+zv0NdkK4QHbWUhl0OK2tQ0h3Mi8CkG/qLwmW6adSEXzTdftKqBUihoxWhTZ+m+9IjvggI5iZMZTq06VFqHIHedei82KbFo1iU7agjU4vMVt8YcLhuIWNd2tihzSDUi1mAEtXlFieK1BhyjPrOjRr9LGR+W+5JbdJK2LbNVdrWbibwFM4VK8dhf/5PQxJUrKIVK8yXV/xJXr+VLxfsT1OWapXIbDk+k5Y/7dA36DeES2Y6kTqaac+zR5z9j5TFlfWFFk85L73sJTBnJaXUgim2gWOmQjBPszTVeJn/A3j4wx9jG8gyMosvUpIm2tiKuaDYypFIkcdjcpsvkXbPpJGbTcueqF4x+zlOAX3YpsWqTqSmR7Aws1YjQR2YHI5l+T7XVAomFdlSK2CEUZOPvhRkU22T4ti2xVy+q4XVvoy+KfWhfZphzSDNiwRxHjVSCG1xl0iPJM/Cm5YoyVO8W14aO2yCa2rMXI68y+sl0iW/2n6iLbvluCKD3bGrpsOzDkVVOBWht3tw5vjR4nXDshopoi26dcCQM5sS4UkU01C51mRpD/iaqrzG1hykJDC2GRbVvforygXIPI9iZj2gGRLf9T0C92VWQHAws1YtQV2YTIFsou4nFAsQC0riQitghEdj2RXV2P6v/0SEV2nUGHKrKtezq14aMLkS3/E0S2RDsz2eGFOE2GLmrixtXyI5Of3jwbxerPZAfzT1srxec1xWOrmvJvgzPZobpUmMluMS33umeyi58u55fybJzv3MqwyFZXjCynz/R5ZY/IrmVMzGT7/WIdIjsYqVoX2YTA0u1MNimyhVP4ZZnDAasNAUaliC3y0EU2wT6YyQ6XzU/zSQGTKoMOSZ6JBZPirb6WrXJ9M9kbpm2RLY80mcNMTddkq+azrMn2bm9yFj7sS+4FQF6CWwGcCsMjshvU1LF3p47IdjZlAWUgp9WFJLKJZqGz5jXZFsJ7OCgiu7TMH8vp54aJrNV0rz8OohYp7DibF9nuLcs11mQH/aLjNdm0SNW2yKYEFmrEqCWyaZGNJrKlApUOqL0RqkCVFqHISqcs3uyabOoQ2bLIDkSqja3Jtsgh3YA1RUXzeOWFsHGQIs+4eY397liTTcNqF7HJt3wAspupUnYRw0x81609s5tr7z+l8ARfcmxlDRF8WnX0RW4QX3YRWk01V7HPvDqyi/j1pasppToQBnJaXewiWwsfRLPQaWAErT/zgKu3Js9K4X/gDs1GkER2rg9ev/sfh31jKtFazQbG1IoUdByKyCYasK7Idkk0Pt5UzC4S8gtqZ+g0UlUR2ZR9+qTAQowYuizgL4WMIza4iykiJhjZqopsxQFrDgGVWoQiiVxplPjfy35OslsVkW0IGvW3RPtUENl0a7gjVaXsIq2JbKscMgzYsEfVjFdBglPgFHnmuIg1u4gZYSidZPezi0jJg6VlPZJYdByMWSVPtnKKZJ4/UnU9rrwAACAASURBVAou9mRhWmbu+zR5z87jr86kdyh1fCnPTKkd+JQmV+zt5PjVIlstzsaTcyYdp2RNQa2Rv1UZnjJRZungKFf0F0/J/praNg6LHx6esNvchgkTZ6RVFdnWrLf3afJezXobGsgpdTHGQnsiF5JZ8gKEpxBIRqD1ZyEviraQDsoq31e+PI4v2HtpMVx6czZSc7IakES2vGDdnIpzVDM/pEDO4WozZrBItpSuWbq4rJInm2TABiJbXF9KPJwnnVU0Wf082bJf0OrSYaTKyCKbnHyAFlhClnH4tRhNn89ujQhZVIFWAK/IDjpgvixbyyivGNYKpUWqJKfiBpEqKx2iaWQW8tuNKLLFasziUtbfkqpJdNIK1rDlyc7S5KpGnuzaIjsoh+wGpFnMAi1ehWN4rUHHLs+01OAie6yUyr04+VsebhwRhtRJdj5PtmU9u2op5+nz9BMfLXdRvI564qPc82r7UuY8uE6UwVXm0BBlO7VoMHrxV89hNKSaShuHy0LazqQUp1VVFtnusyorba4i1MXUYfo2x/zER4JZ8iGKtt6mthHUBNu5vPCY3eFWelxWIYrsctuWWWtHNa27eE1jhotk7+FlqCWJbIoBm4hsa88RR5rVOPHR6xe0unQYqTK6b9piiBViYAlYxuHXlouLCGk+WngL4BfZYQd0H7MX6MDhFnHGNBtWM+4dDJ+qv6LYjZgpWd/3aT/xkVJNopNWsIbLK/O70E98rC2yLVXWxn2rAWkWo1bZFq8CMbzWoEOTZ5YoVxwSKQ039ghD7CQ7fuLj3ovZD+8meQ2NY+s9IjuTjqfiLTqanGuJY7g1/3XC3ucP6NrDYpZljuF5tbxmr6WOtX+kHAPWYOjKsiy7W86ZnB9qMJLONOLn2EmtbjGLFekxtDcczy6T1Lcmm1jTTJ26KCZW8zOfoig/UPOfddZkC/hEVN5G0f5R/Dafy6cO5OG62Bpamv9T3xkFzEJ/iVbJCP7+zL/D8r7Bp0LvNbOvlh/ZeSyFTmWqwA5VZHvyVTtFNi9TqI8FiyT+uriUXKM/mpzn0yc0kU0xYBORnSk9qn8wfn2VpOoax6IqyVWZkWr/KH5ny9Tp8QtaXTqNVBV80xpDrFACS9AyLr+WpsHEtJ9Z63AB/MtFaA7oN6yH8A+dMc1+taJdeCf839qabJrdyMeRyIOUmCm0/jZUTbKTVrEGn7ou224wii8u5aE3XVyWcWwwii/0INZwuUhIDtkNSLOYA2q88sbwOoOOaKy/nEwvffKsXH2gl1AdbmwRpkIkD7bsJmk9uwgA2496aCgAAOwENpENuuYRyiH6ttTHDkQ2eHzwt5C+BWcAAPDwgMjeBI9QDkFkU4HIBo+Ou/npYGt2RQAAQFtAZG+CRyiHILKpQGSDx8bv1+OnZuYjAAB46EBkb4JHKIcgsqlAZAMAAAC7AET2JniEcggim0ptkQ0AAAAAAACwA5ENAAAAAABAy0BkAwAAAAAA0DIQ2cBJflp46AgAAAAAAACgUldkU09o22K2qwrkM7fWBz+x5bNJ8semSwIAAAAA8MDYQpHN5abrMPb2gMj2cZ+yrwdR/yC+2VCBsHkZAAAAAA8YiGyIbBurm8mwP3jO0s2VACIbAAAAAA+XLRTZ62K7qrBlInvzQGQDAAAA4AEDkb0lVYDI1oDIBgAAAMADpl2RnS4uX58M+70o6kXRYBRfzJeGRLpPk+9n40PpOz/MRnvSpexyc7X8eBGPBlHUi6JedHgy/X6R3ru/EA1G8QX7aN4+VIW75fzdZLTPL9IbjmeXSer5QrR/FL9llmpKJPGTKHoSJ9lqeT0dH/Af9kcTJl9Zr3XKjm1rZvjXjqVlHPXKw6+cLlh81I+UC66W1+f8j1Ev6h+MX18lxpoR5TsWUwcaqyiAfJ3heFYUmzeN/pG6RLCQagl7/dHk/PJ6eeexCgAAAABAi7Qnslc/z0qpV3z6B6cfJPlzn86/PbDop8grsh2/Gn57nUu3VXJmu6x3HtQisj9dnx56q/DHIv7MW3gbSfwkigajF3/NHz/KK5fbCuuJ7Nrl2TuaXkrtJS64WrITvZBRLzr8Zv6p+LXjO0VRw42VJfGTqH8w/rtxnf0v2a9l07haM/3wjb+Qq5uJ5QvRkzjxWAUAAAAAoEXaEtm/X4+f9qJoMDr7UcwX3qfJdyfDfqmcSil8ePLmJpet+eS3W2SLX/VHkw/5TOdq+WM8GkRRvjOPJ5vbPzr7Kb/sfZq8Z9N4VkFkC8EqVSFbLX+YjPbLKiynz6Ko1x+9LIqfpYvL89nf3gRFdi/qH4yn+WTq3ZKdHkSRlCCvlshurTy8tlyb7h/FP+SGvlt+ODvqS6myxXf6B+Pvisnp1fIjO//H5PK3jNRYRQGiwSjOZ/NzgxxOl3lp7MtFwoX8czn9vBdFg9Grm0LWp8kVe/3v0//yWAUAAAAAoEVaEtlC7emnluSS6/T6LsuFeKm5c35jvuUi/FdmtuZf2fP9XvT5bPlnzdXV2q/u5if9qDc8W2iy/BP7si/EX8qO60yI8pns8VxdrJBrevH3OiK7QXnM3Hxcm5p/F7n8nk1v8/+2WUlAaKyiAMorjix/Usq/4xDZd/NTW2JBuZBY3Q4AAACAzdOOyOZqz9CRWa6chpNkJVSsENwyXpHNf1VOcBZwUfj0ZP57fuXns9sqi27VKnD19mx6a3zvdnbY58XmJyAORm9+qaTfijXZtr/nVasjshuUh7LaO2c5fSYal2vopyfz3+1XpjSWswCaqraKbF6AQoh7Crl/NP0ZKhsAAAAAm6IVkc31kDWzNVc8e0fsNzHbbVFgXpGdLy1wfPhNxWIVvgeOMRbY+eesgudGxyzNRSRf8TI9Z4y2l84lspUC1FouUr885pWTyZ6n+lFvxFLxHZvGlWoaaqwmIptSyPw0+CjqDcczxph//ysAAAAAQAd0LbKlf+IKbGROlTYX2Vm2umVjbc+ivPKbWIWQyLZu+xuO35j5N2S6E9n1y2NcudTrQZFtm+2WarpxkS0teS8+yiJyAAAAAICuWeNMdhORbfmVjdXymjHGijSC5vrvGlWw3ucjY4yV+fj0xegKXYrsuuVxzWS7BXT5ndBMdrCxmopsfyEL7pbzS8bOy3yRmzzAEgAAAACPizWuyXZuT/SKbP4ry0puP9q2wiZV8CKSXbiXKWdOkS1WNQhJ2khkVy+PeWVt36EVfnf3xYmNVV9khwrgQN2ACwAAAADQOevMLsJlnJl6wp9dRKTn881JWwnOqtKqEIIwBW4X2TzhRlEvXWRzCa7/Smhoz1QusTzmF/LMd77p3uB3aI1VQWRreppSSPstq0yBAwAAAAA0ZZ15soVC6g1PWfmd/PTHYJ5sJTVylmXp4pJdxOOXySpLXn0Vv2Xy0YzpTy9H+z17thBXFfKDXeQczxlPsfx2cvxqka0WZ+PJOZMOF7xPb14d9b0rKLLiMJq4POGxWEFe5sIzEs8J0V+kTLlbzqf5MhguFpuUx6bCxbJsLX/2fZq8Z+fxV2dJltnzZGdpcqXlyfY0lrMA+tS1PXdKftCMnM5cLWTy8ji+YO+lFdjpzdloEEmbbsVhN9TVQQAAAAAAVVnviY/W7wy/OPIeRmPbx1Z8hpNk5dpvF8htZ6mCuXsy/+zFC+fmyFC2ONd2QCXnoFlry2mO+bGRuciuXx67vlzdvjlybH8s5tQd3ykuGGosZwGM9SH6XkzxT44jJ4tCOjZHytaGyAYAAABAx7QnsrOsPL5RKML4wkylt1peF/vzosOT6Xy5+tW7XKT43cdyYx+fbz6/LA9QnF9exKOB/K/Mn2LDVYW75ZzNJKk9GMUXRQ641fKavZ1IzwnK/LQLvlxkPP2f53EuT/ePYqYmu7DWOl2w/Cdifl1dk12/PG59uVpelztHeVHf6ikR0+SqrEs0GMUXl8pdvY1FFtlZtlrOy7aQV/J4C7lafmRS8SzWhsgGAAAAQMfUFdltcjs77NvyZ+8KruwiAAAAAABgR9kCkV2e1bejQGQDAAAAADwy1iuy08uT8Wtph+J9mrDJaN+WcmSHgMgGAAAAAHhkrFlk87WwFTfqPXQgsgEAAAAAHhnrFdn6frX+wfj1VXCj3kMHIhsAAAAA4JGxBWuyAQAAAAAA2C0gsgEAAAAAAGgZiGwAAAAAAABaBiIbAAAAAACAloHIBgAAAAAAoGUgsgEAAAAAAGgZiGwAAAAAAABaBiIbAAAAAACAloHIBgAAAAAAoGUgsgEAAAAAAGgZiGwAAAAAAABaBiIbAAAAAACAloHIBgAAAAAAoGUgsgEAAAAAAGgZiGwAAAAAAABaBiIbAAAAAACAloHIBgAAAAAAoGUgsgEAAAAAAGgZiGwAAAAAAABaBiIbAAAAAACAloHIBgAAAAAAoGUgsgEAAAAAAGgZiGwAAAAAAABaBiIbAAAAAACAloHIBgAAAAAAoGUgsgEAAAAAAGgZiGwAAAAAAABaBiIbAAAAAACAloHIBgAAAAAAoGUgsgEAAAAAAGgZiGwAAAAAAABa5nGK7D8W8We9KOpF+1+yXzddGLARfr8eP+1F0eA5S8m/uZufDqKo1/+afbrvsGgAtM7d/KSPiOegDeMgOABA4pHFoscoslfJ2UHUPxj/YzLa7zompuy4Fw0nyaq7W6yPJH4SRU/iZNPlaIPl9FkU9YZnC6llUnbc81XwdnbY70WfTZI/1lJEsKOk7KgFP/qNjfak2ML/13XZP5fTz3tR/yC+CUeidor3gKhiHCcVgsNODQpgo7TTl1J2FEW9vXjRUqm8tOJuD4naIjuZ7EW9yPgMx7PLRJ4a5MKlN6owX9gxt7PDvlBXn9iX/WpzmVXZqXi6OyL7V/Z83xwRvSL7PmVfD7Y0NKwW8fCBdbOH0Je6il2diGzeB/aO2G+W735iX/b1R0pq8fgAHB3nVnB0Nv1rD4dKxrFTLTh0OCg8BLdqmTar/PAC6cMT2S242wOjbZEdRdor+C0T2fcp+3rQfz67vRP/O//2oMvXFhDZW8gqObM2uk9kr24mw36nz2MNeHhjw4PoS7sisv9YxJ9VeGX3uER2ReNYqRgcILLbBCL7IYnsNtztodFQZGutmy7ejA+iqBc9PZn/3kLpHj4Q2Q+I0HKRreXhjQ0735d8dCKy2ws1geI9wM62ZUBktwlE9kMS2Y+RdkV2lof+/rPpbdOi7QQQ2Q8IiOz1set9yQdE9uMGIrtNILIhsreb1kU2T9pQimyrcFktP17Eo4FYXnJ4Mv1+kcqvD5LJHn9Le7ecv5uM9vOvzZehvqReORqM4gv2UfyK9yTz5a/upcXd79OETUb7zpWOJmlyNeVz+bzAjMVfmFYKVd+kikGUMuwfxe+ul3fyzfM4crda/lBe6s1NKso2n40P89/+oFy/MNRqeV3coj+aMHkVPr/+MUuzLE0Yr2Zpc7n85gp+rhuMN85Kw/Hl1ObyR9Hx/Msi/Za3i+zV8vo8Purzn/QPxq+vlE0HyWSPh6e75Ycz8bXh+I34zt1yPj0Z9oWhPpjN5TdIYcx7qeT9g/G0bFPxml77iC7ncwc7anmi/aP4LVN6Wbq4fC1qxC+o98FgXxVb9LSPc5hM4ifCAdMF4w1R9pCAKzXrsZb+oHSGqNcfTc4vVf8ykS3WPxi/vmLxv1XuZia6yM6S+InuO/7eRSuePAB7Opt9nA71lqJx5eoPx7NgpO88FuWXUDqY4Q6UVqMNCqQ408itSPU1CViA1MSipX4sI9h3wk+l5huMzn5UXEkKrUUUjfaPYpb7eKtV9gZSQgMRYnXmFCEpOybJjI4Ehu686eKSMTnQkVRKl+5GtVsD8dYZrYtsvsn689nyT/7/xkDFl0EbvXn47XXZhMlkL+oNX0yE2rOv9jZZJWeWKxeFrCayX/84fZ43NqmdVrdvpE7pcFRS9U2oBnGU4fCb+afiK4t42Iv2j8Zfq8XoH8T/a6mXTdWsSfwkigajF3/NQ6rta/z6z2cfXpclETb/dH2ql78X9Q9OP+RVoIjsfOeEum1RNL1vO8Xdkp36LW+KqtWSneiV1eyZTPaiXv+Lkxda1T6b3Pxs1Ffbahk0CDfm4Un8Qi95sazNPTYE3MFCkdpS/RTBd/XzrNTf1gJnhL5aS2RPL6Vb8x5CcKVmPVbvD6ubiaUzeGfR7BYzfpV++CbQzUwMka3f+pYZTaA3FqV4tUU2pbck8ZOofzD+u+FloX0yDWMRxTiuiJEHKEJwIA4KlA7Q0K2CocZKwALkJra11PDsZvmDXmslgLtCa/G1VqvsF9nhBiLE6qyRyO5QYOjO60pr4VcpXbpbNZFdWbx1SqsiWzyq7h9Nfy7+qg1UYuCXZ/XyB1xJL+ZtLM1M5BGtlO8GXN/vH539lF/nPk3es2k8qyGyI9qESll3PgBLz+jlrHBpJVr1TWgGydNPSjPQ+Sr50s+5J0TyLIjkveVv8z9K10/iJ9w3yof4wjEK+Wi5fpZlhYCTpyvyqfRiQKWJbLGXX4rI3Pje7RQUyztElWzPfLq6vJfZW+5+KTy8vF3+x8PpsoJBCmNK8zciYMkrsqxvOUPuYMLTGvZHL2/KfcuLy/PZ394ssqzMLF4W+D5NvjsZ9lVJROur9Je8Za9T5oRIrmT5Lb3Hav2BZ56KBqNXN8VIkyZX7PW/T//LUfT8oaV8s1FO3VXsZiZ+kU3pXbTi6QOwd+Nj+TVabxENFA1GMdNCSukpNhq1LMU4xZRN+ZYvy+6W88uL+B9XKa3VaINCtThTx61I9TUJWKBaE0stJUnz8rfij3JYswzEeZWlR6k2q+zo26QGosXq2iK7U4FhiOyXx+o7z/Snl3rrWIrYobtVEtlVxVvHtJ5dRH9frw5U3C3NZKJ8DUARLPhTu/bYJNIrOps5uK6oksiumGKGn0Rg9mN1yRSx+iYUg+QiQC9D3sXHcx7MFvHQ2JnKC6ZFH+ObfE5CXEcrhnZ9o478AcC0Kp+WFgMqUWQXFuMF5hX0T325stgqlreJKnP9iUjXlZudT7ecXstG4ZXVFZL6TZJBxOyIPqPJ1XCpQmxjQ/VldoEl6UKC67IvD+uFBWjOW01ku1YHhVzJ3mOtHmHJcKwaJDRzbGLvBvqi57v5qS37m9bNTLzlsaWBzzK1d9GKV1NkE3sLb1x9clF/HWqhSctSjONclsYhBQfaoEDsAA3cihRqTPwWqNTEekvZLaN/0xZaHddvqcr2vk1rIFqsriuyuxUYlMGCV8SXaqk7d6sosrcsP2AXKfz6B2NWPEQoAxXv+pYuzoNFoeeKhTXaPb0DsxgzivR8BpXXZNPhnduSU0XxAWr1TSgG4YOu7SK8lwsXssYRe3DRe7DL/nyuQtGFulDmccqmGG5nh/08YtJFdu6i/ePZ+d8Pggc3uppetbxNVNlSki2nz8rBoFg4qFjE9kflgjSD2I1pXN/WfEF3MBBxfPTmF1uE4sYxZE1e4PLuNOetJrKN4YfoSg16bGafIFBe0/kR9jQtpqhYflnb+Kd0MxOfyHaP2WXvohWvpsim9hZr41L2nzVoWYpxcvfRFV4OJTjQBgVqB6jvVrRQYxCwQKUmNlrK+kc9SlujaP539UG6nSrbOx6xgWixuqbI7lhgUES2cwwt6M7daqzJ3iLaXZNdvC0qfU8ZqPKXg45PYaxaIjt/e8XXMzDGmPa+oEORza3hGqeVcEOovuP6gZI7y5AvI+H/1IHIVlzU6mnFiyTXh3+/isguFo3YZlN0aJZXRZUvE3y52qymyCYapIHIDrqDiegn/H3fOWPylj5PGmZ+o4rO21BkE12pfo/l31Km9sW52fxdJGMssIXUbTFFxRK7mYlHZFN6F7F49UQ2ube0LrLbikWKWLfcntBqtEGhUpyp41bEUGO3cGjSl9jE7Ypstee3WGV7xyM2UKciu2OBYRXZaXLFGCv3WfrDkcsCrbhbQ5FtKcM6M/C0vvExnzfNbb1GkW1dXy8t8Xm0Ilv5p50R2UW9PLN9glIeeS1veetCHPy2UWSH3MGGZS+XWLDrGVO1f9pZkW3bmqMskfSaRb97lyK7eL7y9K5NiWz1nzYgsinGyTuYy/ik4LATItvZ/So1MUT2wxLZ1j2j/nDkskAb7pZBZHv/ySKyw/q1rsjmrJbXjDFW5BXKV+tuiciu8y5jN2ayg/t8685k2xbUKtAsb5vJDp5g10RkBw3STGSLf3S4g+euy49MnsPof80+/X/bOJMddKWWRTbnbjm/ZOw8z3TpWqpUSWTXOCgxOJPt712PfCY75HqkmWx/q1US2bQ4U19kV8+x8OBnsmuklfCI7GADbY3IriEwFK8Rm6zE+8wi0V7N5SKtuBuWi3j/SRmouKU8K2/kK9QW2SXqPpgORbZzwFN8gFp9k61eky3mib0P9O4FfDLV12QP/34xPVYyjVjRdwraUUUVYfdVltUV2USDtCGyS7RtYQTElvanJ/Pft2tNNtGVGvTYLLgT1LLpk/ZzRcW63TaAR2SH9ohXKN4DW5NNaFmScUIdjBIcaIMCtQPUdytaqDEIudjG1mQrc0atVtne8YgN1KnI7lhgKM7rSBJQU2S34m4Q2SrawGMTLsG5tLZEtvpsx51Td1oxIdpMZLs2m3NZU1iJWH1LNQgGqZRdpEWRLSf6yJyxxrEVXYVPgRip9XmPsmQX4YEvtDE5y4iWt6ds82+prCuyaQapJLIJQq3yVIc0D1EpuwhNDZBGQbsOo7lSkx5LENmBWS7HtnpusYrdzISQXcTfu0jFc4lso7PVzy7SoshuMRb5Oxil1YiDQpU4U8+tSPU1CblYlewi7YlsMV5raTpbqrK1bxMbiBar7SKEdwmPyO5YYCjO64hp1OwiXbgb3W47L7LL05vK3mDPk62fJpguLtlFPH5ZaTJM/9dXX8VvmXyMkJ7cUYTgIj+AdLqhX2QT1v6KleiHJ+zWuLiRxjJQfUvdSAapkCe7vsiWMtpm5SFe5VDtijV5Ul7t4MM0uWJvJ8ev5BdVZYIL+Tg3I092GfVsx9No5MuytRSeiuV1USXsqWVovk+T9+w8/upMet1fQ2STDEIU2bbEIGF30FgtzsaTcyYdY3af3ryScqVXyZNN7KuU5Cd2HUZzJUuPzdeph3usvnzo5XF8wd5LK7DTm7ORmvtcg48cUrYlqT+XpsjPuFFPvNO6mYk/pWC+FFLLF6v0LlrxjE1R9iw09fNk1xfZdVuWYhxr4t77NHkvEvdSggNtUKB1gCZuRQk1FgIWqJInu77IVk7xNFOht1xle98mNRAxVufHF1hEiHdNRacCQ3He/OzkMkdccdRuLZHdirtR7baDItv6UfKeEjYPFZ+Kb5xt/2peVnYYyxl4/dF/+49RYCZb9G//y0HpCJLy4vy0Knm0oFTfYW2CQcgnPtYX2ZaSKwHOKVkcxz5FPXlsthyqlx9OqZ34qDwZG8fTWLA1kGp5y4mPzkO21DW1dUQ2xSBUkW3sxBpOrv570B205nHsFpKS1tFPfAz3VX1DjNevrcMPwZWa9VhSthnvc4Kt/4j+rHQz+9mBXrOET3x0nuZY9BxS8czMA2Zna3TiY32R3SAWhY3jjhj5iY/h4EAcFCgdoJlbUWKvhYAF6Cc+1hfZ/ojUepWtfZvUQNRYbRMhvEv4Fy53KTBU57UdFWyMwhY6djeS3XZfZO8fxW+v1BPpra9cV8uPSmqY/mhyLucLq7dchJ8PNBrIl2VqacoT7aPyZKbAmmz6+9y75Xyau+LhyfT7RfpP7dwBWvVNqhgkTa7Ki+8fxe/UKzcU2f1n8fmP57F0QiRTsyu4PU2YiM2k2DcYqSdLZVmWJixvRDFzoARf7Y1wcdv8QCzfopGA5e3LA1bL63LXoOjkUjq8BiI7bBCyyFZfy/T6X7NPfxDcQbfONXs7kaKhMlMoSBeXpTUGo/hCzwxI7qvyawrPi0KnyObX8LoSv+l4+j9r9Vj9LdzyIyuvY72UtYRFu+RHpWqLngtr+LqZCeVwnLC7hYtnS+9ldLZ7exawYG9puFykbssSjZPPpRVOZAxw4VajDgqkONPIrSj1NQlZgNTETZaLvJj98G5SnhBpRqSWq2zp28VdfA1Ej9WaCPlhubqnHKveocAwnDc/kVEPCzVFtih8Q3ej2G2nRPbjgb+nqLEzCQCwUWrs4gAPArTs7uPKLgLAQwIiO4TzFCUAwHYDKbaroGV3H4hssAtAZAe4m58O6uQDAQBsGkixXQUtu/tAZINdACLbz+/X46eBHMwAgO0EUmxXQcvuPhDZYBeAyAYA7CiQYrsKWnb3gcgGuwBENgAAAAAAAC0DkQ0AAAAAAEDLQGQDAAAAAADQMhDZAAAAAAAAtAxENgAAgDXzxyL+LHDYJwAAPHAgsgt+Y6M97GUGNbCfk1zrQrazqQFoRGv9M0CFdBCr5Owg6h+M/34y7CuHVwMAwA4BkV3wIET2ahEPa46XXMBFxyztoFyPG4jsTaJ3bIePPOL+v3Uie3UzGfYHoze/rLLsE/uyHw2ea81ivdRvbLTXi/aO2G+tFrshDzHT3HZaEoAdBCK7ACIb1AQie5NAZIfYMpH9xyL+TJq9vk/Z18apuhDZnbKdlgRgB4HILth1kQ06AyJ7m4CP6GyZyF7zpbrmARUVALBuILILILJBTSCytwn4iA5Edpc8oKICANZNbZGdTPai3oil2X2asMloX3n3tFpen8dH/agXRb2ofzB+fZWktt/eLefvJqP9XhT1osOT6XxpjgLKpaLBKL5gH6WvyVeIesPx7DKhvQ2+T5PvZ+ND6YfvJl+YIrv29bPV8uNFPBrwH0b7R/FbptTPf2UuFI5ZmmVpwvh1/o//6/8UV5M/fOxMF5eMSYbqRYcn0+8XqbSdSBdwxS3upaL2D8bT6+WdWhW1qJa6VLUAobT176u2bH80Of+o/IbbYaSvGkjZMfX9ewnz9AAAIABJREFUaZpcTccHZckZi78wRYxafWsFzSvbRHbAm/ibX2MVhF5Nr8Pq3KfJe8beSsY371to2bvVcl4YfDCKmense/Eiu1vOpyfDft6UTO2cyRVjkrlsvpbET0SZ0wXjBuEOIhlNrAmx+Yj9ASZdXL7OSxUNRvGF1sGKm8qtMBzPCP0/0/uAEr4c/c1oTVetPbTUPz2Fd9BOW6fs2GhBflluHKkixeHqq+WPZQT7TtxutbzO7TAYnf2oh7UWxil3UbNa4YsSGCuMnu4IbFjS8n3j1lRfqDleALCTNBTZr3+cPs99Mh8w0g/f5IOW9Dn8Zv5J+e3wxaRQQkUcV7e/rJbsxHKpYmT6dH2qX6EX9Q9OP4R08N0vZbGt8TFreP0lOz2wXL8YHYNX5grm+ezD6zLg+kR2MtmzVWf47XURJe0i+/AkfqEXVdnsX2Ta8hiqqgUIpa17X3vLmnaoK7JXt2+kIdBsCM59Ov/WUn2lgjZMIRj2pkoi2+awtlou4qGtjvJ9+Xf2j8ZfGzX9bJL8kX8tmexFvf4XJy+MDj88WxQGS+InltupvsbH+OnlrBy/m4ns1c/SpTw3zZNgKF8LJ55bJWc2FxD9pJrINmvtumlL/dNfeAdN2roM/lVF9mD04q9a6wzPbpY/6I4jlyFrZ5xyF7Ve+KIERuLo6Y/ApsgmhCySL9SrOAA7SzORHRkPsqubybDfi/aP4h/yv94tP5wd9WXplv+2P5rks165nv58tvxTvZQ0M5Flq+VHdv6PyeVvhTPLUxSr5Q+T0X5w/MvHj8OTNzd5VMqnXspY0Pr1Ly/if1ylxCsXKkebonC9Ck9eHqvzTOlPL0f7vaj/bHqb/8UqsiNlqml1y8aHyq+W02dR1OuPXt6UM02Ly/PZ3954gmbIAoTS1rrv3fx0wPvVh/za6c2b8aEyAjUR2fY+yedxy0YR1ZeLkc+0GVkU9EIobUTypioi23RYRz0XZ+PJ+aX0TiO9ORsNoqh3OF0W3zG7qOg/sqCx3Dd39v5BfJN/69VXynTXfXrz6qgfKQFBiDPjZYu9Yzs2PpZf+/16/FR1w/s0+e5k2FccPFeE0gx9Ll9KU1i5nR32e9H+0dlPeRPcp8l7No1nlUW2rdZWWuufgcI7kNr6UgvslLZ+ejL/XbmUfeOjLrIV40gPTmXLij9K4aXFccpa1FrhixQYaaUKRWDdkqSQRfGFmhUHYGdpJrK1uQGhcqR4KuD7x4tIwX+rzer9uZx+LkUT/hPLLYo7nfRt//qJfdn3j398cDWFsromu/71f2XP93sWI1QqORcK8owgp8p6Ux7vRqq4NGaypZkb6Vd5BflUzZM4Cd+uJGQBQmlr3VcoA71lxYCaD+ENRDYX8aZQVte88g5mth03izw8G6htRPOmKiLb5U0kuHm1JB6yMOJ/Vq0tZjdPr1V9mA/q+t8leECQWoRPpJmdqp7IFmpAz9CsF4zfVH95xU1RoSlt/04X2VRXaq1/1twbYG/r3NTBtjakJE1kD8Zz+cJ2I6jfbG+cshe1VvhyoIVxUqmCEVizJC1kEXyhzYoDsBM0X5Mtw33VNvYsp8/KGGf9rbTArryUMYTn8CgpRbqC29lh3xfQuca1fEER2R1cv1LJpTXZClVEtiaznGuytZ8pY4YYsXhGWyIhC1BKW+e+/AqW+/IRKO9a9UW2s08qIoZX3/IYxovh7NJl2YTxid5UdU12bbQbuboi/7uqVCxyjU/I+XSq3iLl6mT9ezVENlcDmj7LsiwXDfnP7TcluKHwguezW7sbVF+THaS9/hkqvIP6ba0Gf9el3GuyfZfKskxzhxbHKXtR64QvF0RHlksVjsCqJYkhi+ALbVYcgJ2gXZHtWFJWfMT3KcHLH5dda0a1lWfWgsdPbBpLFdmNr++c6iZeuZbITpMrxli550m2eU2RLeKvWBVwzthl+J11wAK00ta+r01HimUk/J/qi2zeJy1Nr4gYx5LT/OO9hdJGRG/qTmSni0vG2Gt1CWZQZGuzWS7hZVsVmrxn7HymLDbtSGTz71jbgiuw/J9qi+x8OQrfUccY0/Z+dSCyW+yfgcL7ClC/rdcmslscpxxFrRG+yqJ6AyOlVOEIrFqSGLIovtCk4gDsIlsusl1adutFtlPNdCSyrTsp2xDZ1u2nw/EbT5KVgAVopW33vvI/QWSHceyCUnp+qyLbvgttIyJb/af6IltaoV5+yjWy2y2yA4X3FaB+W++QyK4RvrKMFhjJItvn7J2J7JoVB2Bn6UJkB89Ua2smu9aBVRVEdoPrB2ayg1euJLLFcggxeVAkw2pjuUh54+VHJs+vGItZyRaglbb2fbdkJrvewgyLyA56Uwcimy8DFbOY7/MtdMTlIjVENl+hEfWG4xljV2WP6G65yBpmsovvLq+Z/EJA7BnYsMgm9gRH4X0FqNLW5QT5WpeLtDhOeWqdZZXCFzUwdjaTHewSVXyhSsUB2GXaFdncdb2rTp2/1YJX4FLuJZUhnHt6lDXZTa/vXg9Hu3Ilkc3HLWPbSqsiWyqCtrPNUkOvBWilbfO+ba3JtieXzTQRE+oAPpQ2InpT6yJbbKIydk0RRbYqUl3dSbxWPmZprumNTZkPe022hTyt0Hh+14nI7rR/KoV3UL+t1yuyWxyn3LXWCIYvamAklCrcxNq7BVqXqOcL4YoDsMu0K7KFmgnkKSMFr9ClHMkBCDhiGY8FoeQD5Ou7p3xIV/aLbC1gOSZmSNlFqovs8GS83wK00rZ4Xy3K8yFfryDXEH4141Kf/LfFMBPqAB6UNiJ6Exe1xkwSz5JRR2S77GzNLmIMrjxJjpYHTbe2yB0kqmafSLNmF6GLbGNQr59dpC2RrdSUv13RtaDoq/VEdsf9MzzfWbutxXd05arLvrZEdovjlKuoJsHwRQyMlFIFm1izJK1L1PSFBq+FAXj4tCuyi0FCO2HrPk3es/P4q7PE91steNlyvmZpcqXmyVZSe/IvsLeT41dujZi/lRueMlFC6XwyI0929etbc5Tep8l7LU+298ouBWzdvs1lVv9gzIrs0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r5aq/pp6ISUnpwvLxhjL9WlqEFEtmPBsdb0wUU2yVzidGW+TYQxxvSVGD2JbNssAqVfkES2Kjssf6c5El1kd/dMDt96ezZXlrEqxWiccqCIbGIX7iyyaV044HIRUWz+MveMsQtl9dQ6LaILO1U80a68QZGt2srafFRraO8rNGlFi2NhRXaYItFwHmohi2zXBh7LkGHeoNPITrxjCJG9bhy7zRYXzjhmx9rTG+OhBffBF40i2xNDSIMXMa56xtlOIrtvVRaezYhs6/YFm5i4LyJb+dM9FdmOrR5qxHygIltaZFb/yEsSNyOyyf2ihch2j3Y7JbLt27b0YjRWfD2Rrf3pvohs697WakXmWnJBFXbZ7LFl0bPnyjslsvmMHcEa2iz+zfwwljdObENkBykSDYjsNXqNY6O5t6+Z2UV88dB2844iuzmGrCmytT81jrOBRXYYVRaeDYhssYZGPDZp+Xfuqcje/Ex2l+OOGsdsPnElHjHfqkncAops3ylTPYlsorlW2RWTJ/KrhYkbENlt+kXAmWzvpdqK7C6eyfVcNBhN5oxd1lV/ipls4szFKvvA5BcgfF3mWkftysKO/1vyJdqVd0pkt7CGPIufzR5bdh57T8sLK7KDFIlGC5Hd7SzSdUS2947hRHaHXiOWKTfGMTtaTyfEQ9vtO4ts8X1rDAk5k13fyTrOYia7Gbo5pzcyAAAgAElEQVTIduw+6Vtka429i2uynWOqMkLzkjctemt9/WpANbaABBTZbuvJBBfZHc2lbZvoSWTz12e8Im36BWkA8BmcaBm6yO7smbz7GFualEb3X3wX1mTTunAPIlsqo7QhqXusKIpCFnY388NYecKhXXlzIpvyjNRik1M1i/+n/nRBjGPBRXaAItFw7k5T1mTzErZb7S3oOLLT7hhCZHfuNVydN8cxO2pPp8RDG84tjDSRXaNsaqQMXuS4qqOMs1iT3QxdZDuePKxZFIKJbJFpod6CahXZRr9aYx9rh+Z0KV1+fe0x15+v16BhzHY9BOvZRfgrV70biz6piWzN713WU+GDpW4lboFOIruzuZT5DLt7kHHEKb4vXkwYtOkXJJHtNTjNMmnyyDK2WQ0SxNRa+bWVsg0Xd+yC755dpIPIdnVh/vv6i7R+1O0cOLkvd44VHCHs/oN9/9ia3cJ3ZVo1XT5mhRbe7c1Ht0Y5i//yzX9oTxfEONZKZHvGnVBFIuJ42uetpud965BjuOvITrqjIwi4Avi6fmJezRvHrJjvYTpdx6HOee6dFiJbiSGUwYscV02kytpF9pZVWXg2ILJFQiIpj2x12FI4kS1lJ60zhsqBQ/czkbfoaPZL00r8FhkZOzWnWLNxeMxuRD7K+owlI0+2UoyC71k8TybP20+zFdWCxdEJE5seqgMFVeUnIl21QVg+d03X4vqG5fJtmpzoVGzvOEu+PuVGLlNplg0hWaCbyCaYiycllc/T0hNU292jLEnkm0Yq8/lL59IZyX3b9Avq6hdLnuwiTy+1PNnNjmTfEm43SEfPFN2qdvsiT5k4lKtuZVv63rs8fVvmyXZ4Xfc82R1EtrULVweMSV8k9SOvyOa57Zl0sJ+eT7drrChKa1XrmPV1R6Qr08IFIb1PhS28i/NlpPDuiA9ldZSTF+3WqHeDGRktSHGMKLJp406YIpWl8jzPlOvW6rFAarV6/CpTMmvnMubpJXs9ffrCsyqyy8hOuqMjV4YjgDv8pGOvKfu+dLaaJY7ZUHs6LR7a4KOnNIiUSbIHTpHtjSGUwYsWV33jrOH2u6HKQrOmyLb/aMHCdupPeZ5QKJFtKYbaVMbDnL4tZi9Z2oId+Wyhbs1pO2pLHI4lj7Wuo++an3Max+xqPZn0Mxw/+6s252Q7HcrysXo8UErl3hdSG9niHsICHUW231yOnS5ypLa6Rz0ged5BO3ftyLdo0S/I6wUd7lqZjuJI1ZZwpaUcBunmmbYjx8xGdx5EVzqe1eu6n/jYSWTbC7l3MPpM/SKlHxFEtt2v5FjXrUWq2pQmtXg45cq0cOHwMRu08O6MD+6zDO0pRyPrrgZCHCOKbOq4E6JIlQr0ZXq2nRooWk0evyyb2LRoYKXzyE67o2Posccrt5/0GcdMtJ7e+TrW4CYGEafI9sQQ0uDluHWkxFXfOGu6/W6ossBsQmQXRXVQU8R32l2meeA12Yf/xt6/KW8hH9tWYnljIs+yiLcP9mCXp5d1hrX9o+SNLeVN5+aUi3F4PPtxmf9DW9BZ2vCDkugtHqvnNZr4xuzyUKtBVJ2XaYS5olBmWMWkguVj0gy0Oke4yq6UFIH7R8rRVoU6ic4fT++6r8kmmYsfHDgeyn/VPcbiHuQXi9wl/uV4Jt3Fcgtyv2i1KSdPL8+SKgYNx8n5hXJfvyNJ0yFSZa0GoV3QQvW6SXN7rZX51HXVUvtHyWtpDsbmddZ3o54uvI7I1izDL/6/bF3Y248Iy0VW2RV7PZUkkSXWdWwRjifbOuHKpHDh8DETHkWfzd81hvfG+EC0hjPrcFXgpjhGFdktxp11i9RmVYncHPJYoI9ft9mCyTnmhmP1zFoLa4hs2h0dQ48tXoXwExXJ25vimIbZ04nx0FrsqvrKIOJcLuKJIdTBqyi8cdUzztrcfkdUWUg6i2wAPj20Y0SdEMUZeLBYn5NBe7YwKD4U+IxAoP2R4FMBg1dgILIBoOI+hEwDcepTByI7EBDZXXEeZAhAAxi8AgORDQCRP64mn9H21yNOfepAZAcCIrsjt4uTYfc8M+CTBYNXYCCyAaBxuziOzWRtVhCnPnUgsgMBkd2NP64mn5nJ3QDwgcErMBDZAAQHcepTByI7EBDZAGwSDF6BgcgGAAAAAAAgMBDZAAAAAAAABAYiGwAAAAAAgMBAZAMAAAAAABAYiOxPCXECLfI6fTqIk5lJp76tTXlQvO8Y515uGiGXgo2NOgAAYMdABNgygUX2RvbUuw7MBM3wU3aJSeh2HMIB1A76dFHrQcRbhR9RuTn1efvr7EnTQdDhuZkfxoN4/O//Nt7ZrMC9RkXPxZ0OcJenTDpaeQPhdCu9Y/e6ZDsw2BHQThEHMpseAoAORPYnw0f2VbzdzrZObiCuqveO2O/SfyGym/mNPdkfRJ9P0z83ftPNTGbf5eyboajgb+zJPu2ooE2zPZHtdIB6+h8iOwD95RkMOdjl7Okgigbj+zNy5uyI4pxdRLY2oOw+3Xys8xBg2CdNHuFJphMQ2Z8Ify6Tz7ctQSCyN8oqPT3YyuTu6no6ijcxmf2RfSUfD8Tvu3tvRbclst0OcDM/jAfR4TG72eATN0R2ByCyIbI5XXxsjSEAIjsYENlgYwTMcg+RDe4N21wu4vjOURQNDmdZHwVyApHdAQx2BD6J5SLbPpUJIrsrENlgY0Bkg0+RHRXZm57RhMjuAAY7AhDZm7g/RHZH1hPZeXo5m5Rr+w6PZ4wlX5oRf5V9OE/Gw/pjPy5zwqKFVXZ1lhzFYtXgcJycsw/ZqpDizp105fhgMrvK5BfUd3n6lrHX0uae+GDy8jI1w9VttnhTfyweT88u+KVy9tT2RokrPCnwpckj/jG5zKPJfJE1D3206xPr60Kt3WgyvyhNwJONxCdX5mX4bglprsvTiF4LiBd/2g93lXx5wZjU1jYn0VQ1WWT36KJ3efrjfHIoGfbN9EtzRM+XFy+PR3HtxrpXpNM9rnjkljo8nqmfa+NjlOp4P6N+QO6AViiNaFI9d92usnd13V9d56IMi9LC+0fJO/PuaiH3jxJmuGX0KEmLVfZT3XF+EJ9ZZVelbwzHpz+ZvUkJQa7oYVqiz6i47sW5wa3dkFJlmq8WBaF3SPIxTxkvraT7++yS7pBov3uT84s1GNqPdMf2nXH/KHnNhEWJwZ/ULryouk6SPSoeT8/eX82eyC5BHQRDG5bf+ygylaUcUeODyctLlvyluV7R/lHyRrWYMYK0CLDeaqofUBrUjbvreX3MdjGn190uThx700VqhMezG9U+/N96ASSDNxvE09MNlF48HCfni3dz5VHZ6nuuuQO/T/ZNd5G9unklDaiOkF3c5YvvDszPjL67aoyYq4xVukT64V2dt9nhcfJMv7Ky5tg6nESD6PDbxUe5GqwKyvLPmOXtRHZ8MPm7UWbPcqg2IttbX6sdrbWLD07e50VRJvf57Hjxh/o13tmq3xMa0WuBJpGdTvdsjqQ4SReR3aeLijQanti3+mVeh1rT/sJ2071oMHo2NVpKWV5M9bHbjJ34quOvsrExzrSbBqURLU20TEaDaP9o8o16u/gg+e9ML6SWGMdRC7lTpMmjKBqOn/1VM9ro9Dp7963xS2VPcP5e/4AZPcz69BoVSRdvdoBGke2vMs1XSb2Dl+TJ/P3LulJigOyzSxYfr04aQmJRtHT+RgFEqYijvUT8JwZ/UruYIpviUWSRHdiw/N66yLZH1IhWL9mTrSKbEmC91fxzmXzuc0Kzpk1dr6XI9g0Bzsk1nqmJ/54usr0GaejplsITejFdZPt9cgN0Fdmr6+koVqaF6mmn2nFFp4rH0/flY1w5pdS0P8l+8Q/s7Pvpxe/SOCFNXAk1yR/CxDeWp5NqTrooiqLIr0/Hw0ieoC37w2jyqnq8WWVX7PU0edtSZEeDKBqOEyauUzp648LHNiLbW18TUTt5lq6cLxSBQzzU6m0hdzZaI5Is4Foukj5/qs5n5D8/H++rtWsvsvt00XK0qOdci+I2W8yOR7EUC8oEpbX97/L0h+NRrAbuUp7G42lpu/IhU8rRQfMxSnUIn+Eb4/aPTn8ua3eXp2/ZLJm7RTahES2GLH27nnWTBsh69rr8ZW0QSy3KDm64pTTzJw3SdbuIX0pFFc4jT5/fZu9Pj+LGJ9stRMVOF7dO+ZCqTPJVWu+wNP069qHd1B8Suzm/9VV+i86oF/viPPn+shbZ3uBPahddZNcexcryVZOIbUV2P4bVRbZjvJ5NDuR6lcdBSJ6cL19NDpQnE6vI9gZYQjX5S+B4/LxqzyJfXpzN//bKKbLpXY+wXITgdXxgMmYAs9njeobbbh9juQil3Z093Vl4ZU92+eKitcimlG0TdBTZDnGmLRDkbWmmj2lO8sXTcjUkmxMP9/qUkrHCwQbv52Xz8Kx27gQ37Way9ccjfq+mXGatZrJb19eVIJPXmn9RxCO1kEpnozUiyQJt1mTzwtcdprXI7tNFHUFKWwAqoq2uycogWE0k8FkobZZOfnPHP0WxMP9vc3UIVba/pW2P3ogm3CW0dylW82qfdKWm4t+V3VJ/MWp3DPWTt4uToSWjPA9NzseGPl2OeHGKA9hFNq3KFF+l9Q7RoK4W7KdL8nDXHBK7OL9VAFEqwv/dcHYBMfiTYogmsmkeRRukejKs9hUxBWs85SprsnmtzXqVkqtJRPoCLKGa9jU5jbToen7rkSIAb3pVPGivr2kim9Luzp5uQgwdNJFNKtsm6CayXcsM1P7JK2mpjNac1IuXuPaCULxQaR734iS5Om3WZFvK2SQEW67J1r7tqa/j4oU6UW2IOa11iI1IskAbka3rgLYiu08Xdb5uU2IBj7Y27+JxsCp8tZ5SRQtqFAs7N7RJ1aFUWVTwyfxmvSx8/g12Vpew+4niz+78GDl7qrqlMTBYf6kUVVXqMsrzp8Z2oqJycYoD2D9GrDLBV2m9wxnW+uySXM3YnpGkkNjF+W2huEVHs+2KERCDPymGqPqP5lG0Qaovw6oi2zleKyKbF8zmJ/zJRFzNvSZbQYlFlGqKQo5f/Urditym63lFNjECWGYAldfXRJFNanf65l1q6CCJbFrZNkE3kc1fTlmspvTP8v2L48eVopJfvGECuJXozJcXjLGX6kIreblb0+vs+yyyXUvSNSOYkyKqCxIbcX2RnaeXjLF6q4q2cqutyO7TRfm3LIFMjgW8stYr8Kha/SmcyKZUh1RlsdCF779hjPl37fDSZB9YUyNavtFRZLdwyw4i27G+3FOjDUTFQBe3jMTEKhN8ldQ7CmdY671LekNiB+e3hWJ6Z2yaVOtPZNM8ijRI9WZYRWS7I6oisp31Kl/b8j91ENm0aoq7RIPo8Hh2xtiFLz9Bm67nFdnU7mNMrunTBxSRTWx3ssimhg6KyCbrn/7ZWZHdYAJi3HFsOtHbvikd/X0W2VVE8zqZ+lCbzR7Lr642IbKtuxPk+FI8LJGt/SmYyBYvASnjurfKli2z8rJRs06ODcR2Q9nL3/hLiGz/xUkOoFdWvr63yp+CyG7v/GuKbH8HeRgiu71hw4ps5U+9iezClrZBXkRuLxWt6/lENjUCFNrkGtfc8ooOiOxg9C+yW2djDTSTzX1IPDS/LbcKmaHhYc9kU060kh9q+b+N/XbeRuwussUSOvHcf1FnLVpvuUifLrrjM9nN1WlV5VV2xeQXQa79ItWG+uZGtNxgLZFNcsvOIrttFN5AVAx0cafI9lZ5UyJ7013SBtX5iyaRTemMD2QmuwfD7uJMNrWa+ms954bpNl2POJNN6j7y5NrN/DBW/ZAusr0G2aLI3okTPbuJbKfEsSwQbL32xb2mSkCJO0I4GpsJlOZxr5qVq3NPRba52NpN/VBrdDZiI3YX2Y6NGuuK7D5d1LmDZ9trsil7fzv2Sm3bkF7W6V5EaESTriJbbCqluGUHke0NQVY2EBV9Fydt/ra2C7HKBF+l9Q5nWNtOl2ym2fkLeyimVMT/mf5ENs2jaINUX4ZVm9W5p3BTa7I7VlMkD3F1rjZdzyuyiRGgKBSFkM0e61KBtCabZhCyyKaGDtKa7K4+GZ5uItslYXmf0ba6t82W4todXEGJO67nGDW7iCP/QwV/+aL3atFnAohs2vW7bvT01U5CPNT+B/ve6Gy0RmwhsrVo4niOXze7SK8u6ngw4A3XLbtIEJFNqk63KjfPkRAb0aSryG7hlh1EtjcEWdlAVAx0cYvIJlaZ4qu03uEMa1vokn48E4TpdM/UykE6Y38i2+VR/Pd17yMNUj0ZVlNdjnxZPKKGyC5Cm8VoXc3mWdU2Xc//8Nmm+whF/j17+YWxdsAusnXNSjIIWWQ7U6PczA/N3Lj6ACEG1sqXOvtkaLrmyRaLMep0htLZbEbSVv20tnx5wc6TyXOXQrJlhC3y9FLJk+2JO2Jx0uiE1SmKWXnwj57dU10ylS8vRJ7ssp2qDdFl4lVtTU9XkU27fudsKuWybO3Yqjy9ZK+nT1/IX5TWcukLdUiNSLOAbec1L6ScqzVfsvLgqzVS+PXpouUSl9q7pIbrlic7jMiu2lHLSKpUx1/l9MXXyWsmn4zlSXrNg6OcAMvaiCadRbarFjzHsOyWHUR2FYK0kyDv8vQtO0u+PnXk5+o1KtIuTnEA+xsGUpUpvkrsHc6ht88uWQZ8Jb26GhJbO39RpR47mv2i+DGhIrY82Xd5+lbNk92HyLZ6VHVMoNT7SINUP4bVpzbLOFMNFtKhrSHyZHsDrLea/HQOJp2Tepdfv9By/OuQup7dx0xIEUAgbdzSJ78N+9iTwxDavYXItvbi8rzG2g3Kx5JKSEhuYObJbizbJuh84qPtYJ74y+Nnh+ro6DrOKmpWSI4Tm+QTH31xp3Rc+ac8+036rusEKdFUltObLBfpLLJJ118jZaH7fCx7win7myZCIxItUO+8rr9uOwasPAJwHZHdq4vaDCsartuJj4FEdtOJWfXHfFV27NlqyEtFa0TL9zqLbLJbdhLZ1t1L5Y87CW6vUZF6cb8DOJbxEKpM81VS72gYenvtku4duvxj7Z2/MDeciTtSKuJqr+ZNYyFEtv3WewcjbZqQNgj2YVhj/YBNGIg4E+LER0KA9VTTtd/OI44p0cbhYyaUIaBQr2k+55gjrJ5KQRTM2+4tRLZjxIz/5eBftF5sqjvbcOMv2ybofqy6+kR7eDz7cZn/Q1vOxVllH5SsXvFYPYjRQZ5eniVVVxmOk3PxEEwWneVBR4OoOrPeuponX168rk+3j8fTs7f1DLo8JyceiYKtyaZdf5284EVR3GYLNpdcbThWT+YTeNKTexqRbAFp+q2eVyjPYYr4RtXLNF97TXZV995cVH56lr3LkkSyziA5HCfneuKqsCKbWp3Gz/D54PFQ/itzbo8vikJ9U+RqRIsR1xDZhJquIbL51a+U7J/7R8lrX96xXqNioIs3tIunyjRfLSi9wzP09tklm0NiB+cv1KZRXv0TKsKnrqs77h8lr8up0F5Ftlbs/aPkzVX2v2weRRgE+zCsbZGuNIIoccbo0ellbXZeNdnmXUW2t5r8xGhJKUpHSDbijzZOH7NdjNZ9mlNTaxWX+5fyMra53duIbO0u8Xh69iFb/WbpxXnKSl8SbwDsYY2of3pkHZENAAAAgIeD9bENgO1hfVS+N0BkAwAAAKAoILLBzgGRDQAAAID7D0Q22DEgsgEAAABw/4HIBjsGRDYAAAAA7j8Q2WDHgMgGAAAAAAAASEBkAwAAAAAAEBiIbAAAAAAAAAIDkQ0AAAAAAEBgILIDg10j9xQ0HAAAAAAC0llkE8/0XgPr6cfbg59J23hGdPWxfrTajhnkgdGp4fjZs+ZhvAAAAAD41IHIpgKR/bCByAYAAABAQCCyAwORfU/BchEAAAAABAQiOzAQ2fcUiGwAAAAABKSLyBYLJ7SfWnDf5emP88mh+H08np59yFbK949s6y5y9rR8887fwuu3aNKXeXrJ2HkyHlafH03mF6m5tGOVfZA+tn+UvGYLuXS32eLNdLwvFf7iKrutaq2XIU8vZ5MDcbXD4xljyZemVlNveng8+3GZ39V/TpNHvOKr7OosOYrL8tcFa2uQ1TIZDaKnLL+Tbh0fTGa8LppF6ptG8cHk5aXFbCaqoSyW9NXaSvUgscquKsPG4ymTy1TVrijylPFb1O7kcz+Or+Ekb5ThDfG0vBn/r9Lcaq2j4Tg5Zx80u3QyOAAAAADuE8FF9u2vsydD86+j764qgdWHyE6TR+ZNo/jg5L10l9uMnRxYPlZqptUNq8SZ/DNmuU1kr25elVJJ+5FV112++M5yU9kgafIoig8mfz8exerH9r9ivxVF0VVkHx4nz/Rbx9+wj5LSzd9/q980GkSH3y4+NjhAUfy5TD73PGh5a+1ux+H42V/1UsUHyXVpU167J/P3L2v7C3ciuB+t4bqJ7FV6anMwyR86GhwAAAAA94zAy0VuFydDPn34vpy8y69fTQ4HUTR8UioTv8jmd2izOiJ98bUyk3qXX784iqNB9MU8+yf/VSmADo9fXZe3vs0WF+fJ95d5UQvH0eRVNbO4yq7Y62ny1iKyV9fTUTyI4oPJD9UE7SpbzCeHFtUlG2SV/ZSMh7JByieE4TgpZ2zL54HDWVbXkW4QLkP5BDMTxROPEPHj2Y1ahf2j5F1ZuNvs/elRbGhxjWz2OIoG8fh5ZcgiX16czf/2akmvtRVhCnnSvXo0+nya/qnW7vB4pr6GoLgfreE6ieyb+WE8iPaPTn+WptXfslky5x/obHAAAAAA3DfCimwhMsr51xKhLT47XvxRFP2IbAv/zGZfSBf8jT3ZVydEVT6yr2JZyeloIpvrOVMyqkt7/7iafGa7Ji9M+QDAZ7KVSfeiNGb9kNBeZBvzo1wcl8L9dnEytBjkLmffDGUtbmBfOVNDq7UVPpM9WaiLWsTzT/l7Xjvz+iT3ozVcJ5HNHdu9UaGzwQEAAABw7wgqsrnIiE+u9HW/XO+WsmxDIlu94O3iOLaWTSC0ly7vtKtV5eE6snxs0D9Wqi5+U3k2WsANUn69WpOtwKWktNKgtch+akway63Gq2CTvNnscaMphK3Gr361Pq8Qa23FVUc+wy2u6agdyf1oDddNZAsfezK/sVquu8EBAAAAcO8IKrK5ErJlkhbv8fmf+hLZd3n6lrGzubKuurygotJMuG6jT9+m073IpmJVrWZfKW4t2+ZFNq+C+6chIzhXk2LBxhljF8p+SmKtrbjqqEwSO2pHcj9aw3VcLsJlNF/u8pIxpu4EXcPgAAAAALhvbEhkK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" alt="" width="578" height="369" /></p>
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		</item>
		<item>
		<title>Systèmes particuliers pour toitures nues</title>
		<link>http://www.geneuxdancet.ch/non-classe/systemes-particuliers-pour-toitures-nues-794</link>
		<comments>http://www.geneuxdancet.ch/non-classe/systemes-particuliers-pour-toitures-nues-794#comments</comments>
		<pubDate>Thu, 01 Sep 2011 09:41:37 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Non classé]]></category>

		<guid isPermaLink="false">http://www.geneuxdancet.ch/?p=794</guid>
		<description><![CDATA[Les systèmes bicouches décrits ci-dessous sont conformes aux normes SIA. Système bicouche à base de lés de bitume polymère, pose en semi-indépendance On utilise des lés de bitume élastomère, pontés par un film fusible, très réactifs à la flamme, autorisant une pose rapide, dont l’une des faces de la première couche -ainsi que celle du [...]]]></description>
			<content:encoded><![CDATA[<p>Les systèmes bicouches décrits ci-dessous sont conformes aux normes SIA.<br />
<strong>Système bicouche à base de lés de bitume polymère, pose en semi-indépendance</strong><br />
<a href="http://www.geneuxdancet.ch/wp-content/uploads/2011/09/système-bicouche-01.jpg" rel="shadowbox[sbpost-794];player=img;"><img class="alignright size-medium wp-image-795" style="border: 1px solid black; margin-left: 10px; margin-right: 10px;" title="système-bicouche-01" src="http://www.geneuxdancet.ch/wp-content/uploads/2011/09/système-bicouche-01-196x300.jpg" alt="" width="147" height="225" /></a><br />
On utilise des lés de bitume élastomère, pontés par un film fusible, très réactifs à la flamme, autorisant une pose rapide, dont l’une des faces de la première couche -ainsi que celle du pare-vapeur- présente des lignes discontinues non adhésives, permettant une propagation de l’air et un équilibre des pressions.<br />
En choisissant comme isolant thermique une laine minérale sciée et poncée, soudée en plein sur le pare-vapeur, on élimine les risques de bullage ou de cloquage et l’on obtient une surface plane sans déformations. C’est actuellement, pour ce genre de toiture, la technologie la plus avancée.</p>
<p><a href="http://www.geneuxdancet.ch/wp-content/uploads/2011/09/système-bicouche-02.jpg" rel="shadowbox[sbpost-794];player=img;"><img class="alignleft size-medium wp-image-797" style="margin-left: 10px; margin-right: 10px;" title="système-bicouche-02" src="http://www.geneuxdancet.ch/wp-content/uploads/2011/09/système-bicouche-02-300x207.jpg" alt="" width="267" height="184" /></a></p>
<p>En choisissant comme isolant thermique une laine minérale sciée et poncée, soudée en plein sur le pare-vapeur, on élimine les risques de bullage ou de cloquage et l’on obtient une surface plane sans déformations. C’est actuellement, pour ce genre de toiture, la technologie la plus avancée.</p>
<p><strong>Système monocouche fixé mécaniquement Bauder Pro</strong></p>
<p>Les systèmes monocouches en lés de bitume polymère avec protection minérale sont une réponse aux besoins relatifs à des bâtiments industriels, à structure légère, ou d’une durée déterminée. On obtient de bons résultats avec les différents lés mis sur le marché par les grands fabricants. <a href="http://www.geneuxdancet.ch/wp-content/uploads/2011/09/bauder-pro.jpg" rel="shadowbox[sbpost-794];player=img;"><img class="alignright size-medium wp-image-798" title="bauder-pro" src="http://www.geneuxdancet.ch/wp-content/uploads/2011/09/bauder-pro-300x235.jpg" alt="" width="269" height="210" /></a><br />
Les lés sont réalisés à base de bitume élastomère, d’une épaisseur minimale de 5,2 mm environ, possédant des armatures très résistantes à la rupture et dilatables. Leur application relève du principe de la fixation mécanique sous les joints.<br />
Les joints des lés sont soudés entre eux avec un recouvrement respectant les largeurs de soudures minimales suivantes :<br />
Un isolant thermique résilient, en laine minérale sciée et poncée, collé ou fixé sur le support, généralement de la tôle nervurée, est recommandé.<br />
Un pare-vapeur peut être intercalé entre le support et l’isolant.</p>
<p><strong>Système en lés de bitume élastomère avec surface réfléchissante Soprastar (Soprema)</strong></p>
<p style="text-align: justify;">Il existe un système mono ou bicouche en lés de bitume élastomère à armature composite de polyester, recouverte d&#8217;un film de surface quadricouche Valéron, sur lequel est appliqué une laque réfléchissante.<a href="http://www.geneuxdancet.ch/wp-content/uploads/2011/09/plastomère-soprastar.jpg" rel="shadowbox[sbpost-794];player=img;"><img class="alignright size-medium wp-image-799" style="margin: 10px;" title="plastomère-soprastar" src="http://www.geneuxdancet.ch/wp-content/uploads/2011/09/plastomère-soprastar-300x201.jpg" alt="" width="300" height="201" /></a><br />
C’est une solution écologiquement intéressante compte tenu du pouvoir réfléchissant de la surface de l’étanchéité : en effet, avec une réflectivité de l’ordre de 0,78, on obtiendra une température surfacique plus faible, d’où une réduction des coûts de climatisation notamment.<br />
Notons qu&#8217;un revêtement en paillettes d&#8217;ardoise exposé au soleil peut atteindre la température de 70° C, alors qu&#8217;en l&#8217;occurrence et en comparaison, la température serait de 28° C.<br />
La membrane supporte des températures extrêmes, reste souple à basse température et sa finition par un gaufrage laqué blanc brillant permet d&#8217;encaisser toutes les dilatations internes et évite tout risque de fissuration.</p>
]]></content:encoded>
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		<item>
		<title>Le livre de l&#8217;étanchéité</title>
		<link>http://www.geneuxdancet.ch/actualites/le-livre-de-letancheite-318</link>
		<comments>http://www.geneuxdancet.ch/actualites/le-livre-de-letancheite-318#comments</comments>
		<pubDate>Tue, 04 May 2010 09:41:13 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[actualités]]></category>

		<guid isPermaLink="false">http://www.geneuxdancet.ch/?p=318</guid>
		<description><![CDATA[Auteur de différentes publications sur l&#8217;étanchéité, Roland Dournow nous livre ici un document qui, tout en s&#8217;inspirant de ses publications précédentes, offre au professionnel des données les plus récentes, présentées d&#8217;une façon simple, attractive, et surtout facilement utilisables à tous les niveaux d&#8217;intervention dans le domaine de l&#8217;étanchéité. Non seulement chacun peut s&#8217;y retrouver, que [...]]]></description>
			<content:encoded><![CDATA[<p>Auteur de différentes publications sur l&#8217;étanchéité, Roland Dournow nous livre  ici un document qui, tout en s&#8217;inspirant de ses publications précédentes, offre  au professionnel des données les plus récentes, présentées d&#8217;une façon simple,  attractive, et surtout facilement utilisables à tous les niveaux d&#8217;intervention  dans le domaine de l&#8217;étanchéité.</p>
<p>Non seulement chacun peut s&#8217;y  retrouver, que ce soit dans le concept et la préparation ou la réalisation des  travaux d&#8217;étanchéité, d&#8217;isolation thermique et de revêtements.</p>
<p>L&#8217;auteur  met aussi en garde les utilisateurs sur les dangers qui les guettent si certains  principes ne sont pas respectés, par l&#8217;indication de quelques trucs ou «tours de  main».</p>
<p>Une large place est donnée aux toitures végétalisées -à la mode-  et aux rénovations -indispensables-.</p>
<p>Agrémenté de nombreux dessins ou  croquis, photos-couleur et tableaux, ce livre de plus de 250 pages se consulte  aisément et donne toutes les réponses aux questions que l&#8217;on peut se poser sur  l&#8217;étanchéité des toitures terrasses. Destiné aux architectes, ingénieurs,  bureaux techniques, experts, gérants et entrepreneurs, à tous ceux qui se  doivent de «construire juste», ce manuel doit s&#8217;imposer comme le bréviaire de  l&#8217;étanchéité et permettre, dans tous les cas, de faire le bon choix.</p>
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<td><a href="http://www.geneuxdancet.ch/wp-content/uploads/2010/05/livre-étanchéité-01.jpg" rel="shadowbox[sbpost-318];player=img;"><img class="size-medium wp-image-320 alignnone" title="livre-étanchéité-01" src="http://www.geneuxdancet.ch/wp-content/uploads/2010/05/livre-étanchéité-01-211x300.jpg" alt="" width="130" height="192" /></a></td>
<td style="text-align: center;"><span style="font-size: medium;"><strong>Achetez maintenant !</strong></span><br />
Prix du livre : TTC CHF 120.-<br />
auprès de la SSE à Genève.</p>
<p>Rabais pour membres SIA et associations<br />
professionnelles de la construction :<br />
20%<br />
<span style="color: #c0c0c0;">(+ frais d&#8217;expédition 8.-)</span></p>
<p style="text-align: center;">Fax : 022 / 949 18 19<br />
Tel : 022 949 18 18</p>
<p style="text-align: center;">sse[at]sse-ge.ch</p>
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<td style="text-align: center;"><a href="../wp-content/uploads/2010/05/livre-%C3%A9tanch%C3%A9it%C3%A9-02.jpg" rel="shadowbox[sbpost-318];player=img;"><img class="alignnone" title="livre-étanchéité" src="../wp-content/uploads/2010/05/livre-%C3%A9tanch%C3%A9it%C3%A9-02-203x300.jpg" alt="" width="130" height="192" /></a></td>
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		<title>L&#8217;entretien des toitures</title>
		<link>http://www.geneuxdancet.ch/actualites/lentretien-des-toitures-314</link>
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		<pubDate>Tue, 04 May 2010 09:11:44 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[actualités]]></category>

		<guid isPermaLink="false">http://www.geneuxdancet.ch/?p=314</guid>
		<description><![CDATA[Importance de l&#8217;entretien des toitures Il en va des toitures comme de n&#8217;importe quel objet d&#8217;usage courant. Un entretien régulier est indispensable pour garantir une longue durée de vie et un fonctionnement optimal. Inaccessible pour la grande majorité de ceux qu&#8217;il abrite, le toit a tendance à être ignoré. C&#8217;est pourtant la partie la plus [...]]]></description>
			<content:encoded><![CDATA[<h2>Importance de l&#8217;entretien des toitures</h2>
<p>Il en va des toitures comme de n&#8217;importe quel objet d&#8217;usage courant. Un entretien régulier est indispensable pour garantir une longue durée de vie et un fonctionnement optimal. Inaccessible pour la grande majorité de ceux qu&#8217;il abrite, le toit a tendance à être ignoré. C&#8217;est pourtant la partie la plus exposée aux attaques du temps.</p>
<p>L&#8217;entretien permet de déceler suffisamment tôt si des travaux plus importants sont à entreprendre avant que n&#8217;émergent des sinistres dommageables pour le bâtiment. L&#8217;entretien va ainsi permettre d&#8217;écarter des atteintes fonctionnelles au système d&#8217;étanchéité et à la substance même de la toiture, en évitant ainsi des dégâts coûteux car les travaux qu&#8217;ils vont générer nécessiteront échafaudages et gros moyens de manutention.</p>
<p><span id="more-314"></span></p>
<h2>Une toiture-terrasse doit être entretenue régulièrement</h2>
<p>Tous les toits ne subissent pas les mêmes agressions et ne sont pas construits de la même manière. Le rythme d&#8217;inspection dépend de l&#8217;environnement de la toiture avant tout. Un édifice entouré d&#8217;arbres, sujet à des émanations de fumées, poussières ou suies industrielles sera contrôlé deux fois par an, voire quatre fois par an. Cette visite peut n&#8217;intervenir qu&#8217;une fois par an dans les cas considérés comme normaux.</p>
<h2>Tous les types de toitures sont touchés par l&#8217;entretien</h2>
<p>Les toitures plates non praticables, pour le désherbage, le nettoyage et l&#8217;enlèvement des feuilles mortes,</p>
<p>Les toitures-terrasses praticables, pour un nettoyage du revêtement et un démoussage éventuel,</p>
<p>Les toitures végétalisées à culture extensive, pour éviter tout débordement d¹ à l&#8217;action de la nature (mauvaises herbes, trop forte densification, dégénérescence). Les soins d&#8217;entretien réguliers et spécifiques favorisent le maintien d&#8217;une capacité fonctionnelle durable de la végétation et retardent de ce fait l&#8217;échéance de ce stade ultime du développement.</p>
<p>Les surfaces avec résines synthétiques liquides, pour un démoussage et nettoyage.</p>
<p>Dans tous les cas, on profite pour procéder au contrôle des raccords, parties vitales de l&#8217;étanchéité et des naissances d&#8217;eaux pluviales.</p>
<h2>Un toit entretenu = un bon placement</h2>
<p>Une toiture-terrasse bien réalisée et entretenu convenablement peut facilement durer 30, 40 ans ou davantage. Pas de double emploi : même en période de garantie, il est essentiel que la toiture reste sous surveillance afin d&#8217;y déceler les éventuels vices de construction, problèmes imprévus ou dus à des circonstances particulières. Pro ou amateur, il faut choisir : il est évident qu&#8217;un concierge habile et expérimenté peut balayer la surface d&#8217;un toit par exemple. Mais il ne s&#8217;agit pas là d&#8217;interventions décisives sur la santé et la durée de vie d&#8217;une toiture. Mais le long terme ne peut être obtenu que par des interventions professionnelles par une entreprise agréée. Ainsi, le contrat d&#8217;entretien doit, en conséquence, être considéré comme le meilleur moyen d&#8217;obtenir une plus longue durabilité de la toiture-terrasse, c&#8217;est-à-dire une optimisation de son coût global.</p>
<h2>Risques liés au manque d&#8217;attention porté à l&#8217;entretien des toitures en pente</h2>
<p>85 % des rénovations de toitures sont subies, 15 % sont voulues. Une étude menée par les milieux professionnels révèle ainsi le peu d&#8217;intérêt des particuliers porté à l&#8217;entretien de leur toiture.<br />
Ils ont l&#8217;impression qu&#8217;un toit dure toute une vie. Seuls cinq des soixante propriétaires interrogés ont agi pour entretenir leur toiture (démoussage, visite d&#8217;entretien, etc.). Perçue comme une lourde charge financière, la rénovation est repoussée au jour o¨ apparaissent les premières fuites engendrées par l&#8217;usure ou par les dégâts de la toiture.</p>
<p>Pourtant, toutes les maisons avec un toit en tuiles terre cuite, ardoises ou fibre-ciment (Eternit) de plus de 20 ans devraient faire l&#8217;objet d&#8217;un contrôle sérieux.<br />
Après la tempête de 1999, des milliers de propriétaires ont dû refaire leurs toitures qui, dans la plupart des cas n&#8217;ont pas résisté, faute d&#8217;entretien.  Par ailleurs, les météorologues prévoient une augmentation de 30 à 50 % des précipitations dans les prochaines années et, selon les établissements d&#8217;assurances, depuis 1992, les dégâts dus à la grêle ont été jusqu&#8217;à 4 fois plus élevés.<br />
En outre, les sous-toitures modernes ont un effet pervers : totalement étanches, elles ne permettent pas de déceler un défaut dans la toiture, l&#8217;eau infiltrée sous la couverture sature cet espace confiné, risquant de provoquer le pourrissement des liteaux et des contre-liteaux, induisant alors d&#8217;énormes travaux de rénovation.<br />
Ces constats nous incitent à sensibiliser les propriétaires de maisons individuelles ou de bâtiments construits depuis un certain temps. Beaucoup d&#8217;ennuis peuvent être éviter en suivant une recommandation simple à mettre en œuvre: faire vérifier sa toiture par son artisan couvreur tous les ans.</p>
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