tag:blogger.com,1999:blog-63521171659239220452024-03-14T05:37:34.401+01:00Mécanisation forestière / forestry mechanizationConstructeur et distributeur de matériels forestiers, nous vous conseillons sur la mécanisation forestière depuis plus de 100 ans.
Manufacturer and distributor of foresty machinery we bring you advice on forestry mechanization over the last 100 years.Unknownnoreply@blogger.comBlogger99125tag:blogger.com,1999:blog-6352117165923922045.post-19554620878446996152021-03-31T17:41:00.001+02:002021-03-31T17:41:15.072+02:00Comment gérer la fougère aige, espace invasive et non appétente pour les ruminants ?<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-Tp72QuEOptA/YGSWyV3ZM1I/AAAAAAAABe4/dfuAcQHxcJ4eyrm7xCpa_Iw7cCgx7H4lwCLcBGAsYHQ/s550/1%2BPteridium_aquilinum_7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="366" data-original-width="550" src="https://1.bp.blogspot.com/-Tp72QuEOptA/YGSWyV3ZM1I/AAAAAAAABe4/dfuAcQHxcJ4eyrm7xCpa_Iw7cCgx7H4lwCLcBGAsYHQ/s320/1%2BPteridium_aquilinum_7.jpg" width="320" /></a></div><br />Nous sommes fin mars, <span class="break-words"><span><span dir="ltr">plus que quelques mois pour se préparer avant d'intervenir sur les parcelles envahies par la fougère aigle !<br /> <br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-5Jza8caRDsA/YGSXW8P_DnI/AAAAAAAABfU/u6oMpPLNRCs0cqmvCajU4pi9U5-l8djAgCLcBGAsYHQ/s1920/1%2BRouleau%2BBrise%2BEcrase%2BFoug%25C3%25A8res.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1920" src="https://1.bp.blogspot.com/-5Jza8caRDsA/YGSXW8P_DnI/AAAAAAAABfU/u6oMpPLNRCs0cqmvCajU4pi9U5-l8djAgCLcBGAsYHQ/s320/1%2BRouleau%2BBrise%2BEcrase%2BFoug%25C3%25A8res.jpg" width="320" /></a></div><br />Le but de l'intervention est de blesser la fougère aigle sans la couper.<br /> <div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-Gt8otPLR9n0/YGSW8vf0UEI/AAAAAAAABfA/NxLqhsVYbh4RwO5Zc6ZsUkJJ5MrpL2-OACLcBGAsYHQ/s2048/1%2Btige%2Bfougere%2Baigle%2Bbris%25C3%25A9e.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" src="https://1.bp.blogspot.com/-Gt8otPLR9n0/YGSW8vf0UEI/AAAAAAAABfA/NxLqhsVYbh4RwO5Zc6ZsUkJJ5MrpL2-OACLcBGAsYHQ/s320/1%2Btige%2Bfougere%2Baigle%2Bbris%25C3%25A9e.jpg" width="320" /></a></div></span></span></span><p></p><p><span class="break-words"><span><span dir="ltr">La
plante s’épuise en essayant de réparer les parties fragilisées et a du
mal à absorber les nutriments. Elle perd de la sève par ses blessures,
épuisant le stock d’énergie des rhizomes.<br /><br />Résultat : Les tiges
diminuent en hauteur puis en nombre. Au bout de deux ou trois saisons
d’intervention, la strate herbacée se réinstalle durablement.<br /><br />Préconisation
: Prévoir un passage par an quand la troisième paire de frondes a
entièrement émergé (fin juin/ début juillet) et un second passage en
août si nécessaire.<br /><br />Plus d'informations sur le rouleau brise (écrase) fougères Sylvinov: <br /><a href="https://www.sylvinov.com/produits-neufs/26-rouleau-ecrase-fougeres/28-rouleau-ecrase-fougeres">https://www.sylvinov.com/produits-neufs/26-rouleau-ecrase-fougeres/28-rouleau-ecrase-fougeres</a><br /><br /></span></span></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-qVbiDi2fDlA/YGSW2bbl_tI/AAAAAAAABe8/3cCuNE3l8kw36DQ3IOUSkNHHwmjr_ShXgCLcBGAsYHQ/s1191/1%2BRouleau%2Bbrise%2Bfoug%25C3%25A8res%2Bv2%2BPAL%2BLinkedin.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1191" data-original-width="1071" height="320" src="https://1.bp.blogspot.com/-qVbiDi2fDlA/YGSW2bbl_tI/AAAAAAAABe8/3cCuNE3l8kw36DQ3IOUSkNHHwmjr_ShXgCLcBGAsYHQ/s320/1%2BRouleau%2Bbrise%2Bfoug%25C3%25A8res%2Bv2%2BPAL%2BLinkedin.jpg" /></a></div><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-26312510429939969962019-07-29T15:13:00.000+02:002019-07-29T15:13:08.656+02:00Intérêt du labour forestier - Dispositif Reinfforce<span id="goog_1401919842"></span><span id="goog_1401919843"></span><br />
Le labour forestier s'effectue avant plantation ou semis.<br />
<br />
Idéalement il est précédé d'un travail de préparation de sol pour supprimer la végétation concurrente et faciliter le labour notamment sur les terrains fortement colonisés ou avec une végétation résistante telle que la molinie qui avec son système racinaire freine la pénétration des charrues.<br />
<br />
<i>Quels sont les intérêts du labour forestier pour le développement optimal du plan ou de la graine ?</i><br />
<br />
<b>- Limiter le redémarrage de la végétation concurrente en l'enfouissant, limitant de ce fait la photosynthèse et donc la concurrence</b><br />
<b>- Permettre aux plants ou au semis de bénéficier du maximum des éléments nutritifs et de l'eau disponibles (ce qui sera important dans le contexte de changement climatique) </b><br />
<b>- Préparer un lit de plantation ou de semis pour un bon enracinement</b><br />
<br />
<i>Le volume de terre ameublie est un élément important de la qualité du labour car plus il est important plus le volume de végétation concurrente enfouie l'est aussi.</i><b><br /></b><br />
<br />
A ce titre je reprends ci-dessous les éléments qui ont été présentés par le CRPF lors de la réunion du GPF GRANDE LANDE et PAYS DE BORN en date du vendredi 5 juillet 2019.<br />
<br />
Le dispositif Reinfforce « Comparaison de différentes modalités de travail<br />du sol » en Lande humide a été détaillé.<br />
Il s'agit d'un essai du CRPF Nouvelle-Aquitaine qui s’inscrit dans le réseau expérimental du GIS Pin<br />Maritime du Futur.<br />
Une plantation de pins maritimes à fin 2011 a été réalisée, sur laquelle il a été testé différentes<br />modalités de travail du sol.<br />
<br />
<b>L’objectif de cet essai est de mesurer l’impact du travail du sol sur la croissance juvénile du pin maritime.</b><br />
<br />
Différentes modalités ont été pratiquées :<br />
<ol>
<li>Labour à la charrue forestière "en plein" (sur la totalité de la parcelle) <i>(lp)</i></li>
<li>Labour à la charrue forestière "en bande" (sur la ligne de plantation) sans reprise de labour <i>(lb)</i></li>
<li>Labour en bande avec reprise de l’interligne au cover-crop à 2 ans <i>(lbr)</i></li>
<li>Travail du sol au cover-crop <i>(dis)</i></li>
<li>Planteuse manuelle à deux opérateurs type "Tchèque" <i>(pl)</i></li>
<li>Sous solage préalable et labour "en plein" <i>(slp)</i></li>
</ol>
Le peuplement a été installé comme suit:<br />
- Août 2011: débroussaillement<br />- Octobre 2011: travail du sol selon protocole<br /> plantation de VF2 200cc (Le plant landais) - interligne 4 m<br />
pas de fertilisation<br />- Printemps 2014: reprise des interlignes au cover-crop sur la modalité labour en bande avec reprise<br />
<br />
Les mesures suivantes ont été effectuées:<br />
- Hauteurs à 2, 4, 7 ans<br />- Circonférences à partir de 7 ans puis tous les 3 ans ;<br />- Mesure recouvrement du sol à 1 an, 2 ans, 4 ans et 7 ans. <br />
<br />
Il en ressort:<br />
<br />
<div style="text-align: center;">
<b>TAUX DE MORTALITE </b></div>
Sauf pour le travail de préparation au cover-crop ou la plantation directe à la planteuse manuelle, le taux de mortalité a été inférieur ou égal à 5%.<br />
<br />
<div style="text-align: center;">
<b>CROISSANCE EN HAUTEUR</b></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<b><img alt="" src="data:image/png;base64,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" /> </b></div>
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<b> CROISSANCE EN CIRCONFERENCE</b></div>
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EAQERGZRYGgQBAREZlFgaBAEBERmUWBoEAQERGZRYGgQBAREZlFgaBAEBGZU1ZW1pybZIblMtcKBBGRNFouBwtZOMtlzhUIImmmvyQzm+Y78yyXOVcgiCwRy2XRkIWlec88y2XOFQgiS8RyWTRkYWneM89ymXMFwgpk+pq4XnYWV0kVDT4Do+supS4XLlcx5+u86M2el6blsmjIwtK8Z57lMucKhBXHJtT2mAct3XRU72F1fi0d7j1scN3F4/HQ4g2lewflPZbLoiELS/OeeZbLnCsQVqQQ3pYXPCzZwXflLfS7d7Mu/yK3apvwhuc/f9Da2qotDVtWVlba90Gb5l1bZsx5KlK93IdQIKRLqIXq4lMUbNvCrooW/L6XPKir435ZHt/ucOPVfQxL0nL5q2Ih6RkcmTnvmW65zLkCYQWyLCvxHz432atdeJL/JFJPwefT/i1LynJZND4GjV0yyXKZcwXCimPQdXkXW/KPUZC9ie0VTTSV7yWnoCj573aMdO+izGm5LBofg8YumWS5zLkCYUUy8A/78I2FsQCsMGO+af+WJWm5LBofg8YumWS5zLkCQWSJWC6LxsegsUsmWS5zrkAQWSKWy6LxMWjskkmWy5wrEESWiOWyaHwMGrtkkuUy5woEkSViuSwaH4PGLplkucy5AkFkiVgui8bHoLFLJlkuc65AEFkilsui8TFo7LJS3KjrnnfLyspK6XL1zYNpHYsCQWSJyOQDhcYuK8X/9+PtebesrKyULpd77nlax6JAEFkiMvlAobHLSqFASI0CQeRPyOQDhcYuK4UCITUKBJE/IZMPFBq7rBQKhNQoEET+hEw+UGjsslIoEFKjQEgT09fE9bKzuEqqaPDFwByiobIUV/El7nYF0r178h6ZfKDQ2DPLSn6bbwVCahQIaWETanvMg5ZuOqr3sDr/Li8rctha9pye15Xk/OsMnqiT7p3MKOMBg87+iXm3rKyslC4XjZnpHtKCW0kHiEm5554v6MFiJVqJ865ASI0CIW1CeFte8LBkB9+V11CVnU15lwF4cWfvotq78g4wS9mNuu4FXTQ6+yfSPaQFtxIPFAqE+a3EeVcgpEaBkC6hFqqLT1GwbQu7Km5R/kMubp9FIhC2UtYW/cMvb21t1baAm+vqkwVdNO48fJH2MS30lpWVlfZ9WOht6/HaBZ33dI9H857atpBzvvV47Ufbz1SkerkPoUBIE8uyEv/hc5O9eju5OZsoagiA3Un5+oPUTtjp3cEMozMI81uJf0nqDML8VuK86wxCahQIaWHQdXkXW/KPUZC9ie0VrQw1uNi4cQ8FuZvZVNxIMN27mGEyORBSeTnZP/PSs+MBI91DSpkCYX4KBAXColAgTGfgH/bhGwuTOJdgY/hH8A37WT7L68qRyYGQynhW6tgVCPNTICgQFoUCQZYqBUJmjl2BMD8FggJhUSgQZKlSIGTm2BUI81MgKBAWhQJBlioFQmaOXYEwPwWCAmFRKBBkqVIgZObYFQjzUyAoEBaFAkGWKgVCZo5dgTA/BYICYVEoEGSpUiBk5tgVCPNTICgQFoUCQZYqBUJmjl2BMD8FggJhUSgQZKlSIGTm2BUI81MgKBAWhQJBlioFQmaOXYEwPwWCAmFRKBBkqVIgZObYFQjzUyAoEBaFAkGWKgVCZo5dgTA/BYICYVEoEGSpUiBk5tgVCPNTICgQFoUC4S3T18T1srO4Sqpo8BkYXXcpdblwuYo5X+dFb/a8uBQImTl2BcL8FAgKhEWhQJhkE2qp5VZ9I8/Kc/hHbg2v3XvY4LqLx+OhxRtK9w5mHAVCZo5dgTA/BYICYVEoEN7lEKk/xpr8Wjrcu1mXf5FbtU14wzp/sNgUCJk5dgXC/BQICoRFoUB4R8hD6dY8qnsimL6XPKir435ZHt/ucOOdpxFaW1u1LeDmuvpkQReNOw9fpH1MqW4LHQjLaexbj9cu6NjTPZ6PsWVlZaV9HxZ6W8g533q89qPtZypSvdyHUCCki9mLe9cPHK0bwJz+8Ug9BZ+78Fjp2rHMpDMImTl2nUGYn84g/PGmMwgLRIEwyaCrfAurVq9jc3Y22XsuUv3LXnIKiijI3sT2inaMdO9ihpkvELKysmZtK+UgmcpCuVLH/keBMNe45xv7SqRAUCAsCgXCW1Z4HJ/Pl9jGwlhWmLHJ/073zmWgVM8gpLotp4PkQo57uY091TMIqW4rkQJBgbAoFAiyVCkQMnPsCoT5KRAUCItCgSBLlQIhM8eeqYHQ2T+R8phW4mNPFAipUSCIoEDI1LErEBQICoT3W1aBYIXHGQubc3zGwD88TnjGnfcm4bFR/MY7zxc0wqldbtrnRxt+45E39ud2NtTCrbtdK+rBhnM9YGulUCBk5tgVCAqEucb7Zx6cqkBYIB8+kABtFXv56sv1bF73NRtLmph6rcFQEyWbvmX9+i9Zs/FnGvwWOMPUn8xmw+bvWPdlDhVdYSDGqKeCvHVryakZSnyt+Qb3rvV8s3krG77ZnbzcO8zXlK0/RO3En3zo4Id+3TKwksJgkgIhM8euQFAg/NVNgbBAPmwgNsH6Qj7fdp1+EyBIX/vg27/MzQkGhiNAH9VbviSnZgi7rYx1OTWMYjFRm8/q/DqC9hvuXqikPP9bst1eAJzeCjZtqqDXMfFW7+CLkuZZzyCw28pYl1tL4kc/SO/Tu7jd9/H4YmD08rT+Jc11bqpve/BNdFF3/Tq3PT5MorSVZZNbO/JBt9VSpkDQYrlSxq5AUCAoEN5vGQRCGI9rw9RB/b3M15T9ezsVPWF87hxWuzxYgN1Vzr+z3fjmui5zgLqj37O14Di5205R53v3bgSL0Zq9rHF5sLCYqDvKv/Ou8vjxDc5efkHQ5yZ71XoOVt3hWt43rNl4lKp7l8n7eh81owY+d86c0bHcKRC0WK6UsSsQFAgKhPdbIYEQ4HXZDtYXNxLEmhEIeKvZ8r5ACLVSkbeLo2Ul5G/cwrH6YZwZ12vhc+cmLz9BfcFmihoCbz/tc5O92oXHmv49vbizN+DyhLE8LtZO7scKokDQYrlSxq5AUCAoEN5vGQSCyZB7N58frEue5o8x7puY9vLEUXqqc9l09CE+EybfAGl1Tg2jU2+GVEcQmBkINhO1+1lT1EAMsDwuVk+FxCRr2lmAAA1F35FfNwbYxIz4PIHgnxkqK4gCQYvlShm7AkGBoEB4v2UQCIDRQVXON3y54XuyN69no6tx6kGKdlc561etYd3mH8jO3sae6i5so52K7ZvIPpxP9rfJBx/aXVTv+YENa//O6nWb2VPdheW7x75vviO3qJDcjRvZd3/gnTMIYLWU8GVuLRM4GF2VbP9mC3v3/sCW4kZCfxgIo3oMwjKiQMjMsSsQFAgKhPdbHoEAJJ7KOMdLEU++RLHPh883/PZpkFYIX28fvqmnRZqEx4ZnX87wM9Dbx4D/PU9IjDbh+lcBdUEbsDH8PrwDE8kHSRr4x5P7YwQYD5vJy0wQjndQvn4v7qG5npa5vCkQtFiulLErEBQICoT3W0aBkC5RemsrqOmK/LkvG2vgSqUH/8fZqbRSIGixXCljVyAoEBQI76dASBPT18T1srO4Sqpo8MXAHKKhshRX8SXudgXmv4KPJPfc83m3rKyslC5X3zyYtnH8WQqEzBy7AkGBoEB4PwVCWtiEWmq5Vd/Is/Ic/pF7ixcVOWwte07P60py/nUGT/TdR0MsjoVcMG7UdadlDB9CgZCZY1cgKBAUCO+nQEiryWdZlHExO5vyLgPw4s7eRbU3PY9dUCBk3kFSgaBAUCAoEOaiQEinkIfSrXlU93Tizs7F7bNIBMJWytqif/ilra2tH2VbyAXDdfXJR9vPhd5cV58s6KJx5+GLtI9pIed8pY596/HaBR17useT6nbn4YsFD4TlNO8LOedbj9d+tP1MRaqX+xAKhHQxe3Hv+oGjdQOYjFCbuynxIkx2J+XrD1I78b43j/q4FnLB0BmE5WGhA2E5jV1nEBbu9305zftCzrnOICwQBcIkg67yLaxavY7N2dlk76ng+VMXGzfuoSB3M5uKG5Mv7LT4FAiZd5BUICgQFAgKhLkoENLECo8nX5Nh8rUdbAz/CL5hf1rfIlqBkHkHSQWCAkGBoECYiwJBZlAgZN5BUoGgQFAgKBDmokCQGeZbKN7dFAhaLJfz2BUICgQFwvspEGSGhfzFUSAsDwoEBYICQYEwFwWCzKBAyLyDpAJBgaBAUCDMRYEgMygQMu8gqUBQICgQFAhzUSDIDAqEzDtIKhAUCAoEBcJcFAgygwIh8w6SCgQFggJBgTAXBYLMoEDIvIOkAkGBoEBQIMxFgSAzKBAy7yCpQFAgKBAUCHNRIMgMCoTMO0gqEBQI7wuDP/O6J8tp3hUIqVEgyAwKhMw7SCoQFAiZNu8KhNQoEGQGBYIWy0wauwIhM+ddgZAaBULa2IR7HlJ+vg6v7WB03aXU5cLlKuZ8nZf0vNmzAkGLZWaNXYGQmfOuQEiNAiEtHKLNl9i17TvWrnbhsSx87j1scN3F4/HQ4g2lbc8UCFosM2nsCoTMnHcFQmoUCOliWVg+N9lTgbCbdfkXuVXbhDc8//mD1tbWj7It5C+O6+qTj7afC725rj5Z0LHfefgi7WNKx5wvt7FvPV67oGNP93hS3e48fJHR876Q4956vPaj7WcqUr3ch1AgpNNUIIDpe8mDujrul+Xx7Q433jTdx7CQvzg6g7A8LPSBYjmNXWcQMnPeF3LcOoOwQBQI75gWCFMi9RR8/s7HFpECQYtlJo1dgZCZ865ASI0CIU3srmr2bF7H6lVr2bDrAhXn9pBTUERB9ia2V7RjpGm/FAhaLDNp7AqEzJx3BUJqFAjpYoUZ8/nw+Xz4xsJYk/8eC5OmkweAAkGLZWaNXYGQmfOuQEiNAkFmUCBoscyksSsQMnPeFQipUSDIDAoELZaZNHYFQmbOuwIhNQoEmUGBoMUyk8auQMjMeVcgpEaBIDMoELRYZtLYFQiZOe8KhNQoEGQGBYIWy0wauwIhM+ddgZAaBYLMoEDQYplJY1cgZOa8KxBSo0CQGRQIWiwzaewKhMycdwVCahQIMoMCQYtlJo1dgZCZ865ASI0CQWZQIGixzKSxKxAyc94VCKlRIMgMCgQtlpk0dgVCZs67AiE1CgSZQYGgxTKTxq5AyMx5VyCkRoGQNjbhnoeUn69LvLWzOURDZSmu4kvc7Qqkba8UCFosM2nsCoTMnHcFQmoUCGnhEG2+xK5t37F2tQuPFaOnIoetZc/peV1Jzr/O4Ik6adkzBYIWy0wauwIhM+ddgZAaBUK6WBaWz032ahcey4s7O5vyLgPw4s7eRbXXTMtuKRC0WGbS2BUImTnvCoTUKBDSaUYg5OL2WSQCYStlbdE//NLW1taPsi3kL47r6pOPtp8LvbmuPlnQsd95+CLtY0rHnC+3sW89XrugY0/3eFLd7jx8kdHzvpDj3nq89qPtZypSvdyHUCCk01QgjFCbu4mihgDYnZSvP0jthJ2WXVrIXxydQVgeFvpAsZzGrjMImTnvCzlunUFYIAqEt+yuavZsXsfqVWvZsOsKTx652LhxDwW5m9lU3EgwTfulQNBimUljVyBk5rwrEFKjQEgXK8yYz4fP58M3FsbCxvCP4Bv2Y6RxtxQIWiwzaewKhMycdwVCahQIMoMCQYtlJo1dgZCZ865ASI0CQWZQIGixzKSxKxAyc94VCKlRIMgMCgQtlpk0dgVCZs67AiE1CgSZQYGgxTKTxq5AyMx5VyCkRoEgMygQtFhm0tgVCJk57wqE1CgQZAYFghbLTBq7AiEz512BkBoFgsygQNBimUljVyBk5rwrEFKjQJAZFAhaLDNp7AqEzJx3BUJqFAgygwJBi2UmjV2BkJnzrkBIjQJBZlAgaLHMpLErEDJz3hUIqVEgyAwKBC2WmTR2BUJmzrsCITUKBJlBgaDFMpPGrkDIzHlXIKRGgbBUGF3UlBbjcrlwna/Dm553eyjhu6QAACAASURBVFYgaLHMqLErEDJz3hUIqVEgLBU+N9kbXNR6PHhavITTtBsKBC2WmTR2BUJmzrsCITUKhKXC5yZ7XT7ltx7Q6A2lbTcUCFosM2nsCoTMnHcFQmoUCEuF6cPz4CF198vI/TYXtzf2hxdvbW39KNtC/uK4rj75aPu50Jvr6pMFHfudhy/SPqZ0zPlyG/vW47ULOvZ0jyfV7c7DFxk97ws57q3Haz/afqYi1ct9CAXCkjNBfcFWXJ703MmwkL84OoOwPCz0gWI5jV1nEDJz3hdy3DqDsEAUCO9nt13mh5wCThds49vtlXQZTlr2Q4GgxTKTxq5AyMx5VyCkRoGwZJiEx4bx+cYJW+nbCwWCFstMGrsCITPnXYGQGgWCzKBA0GKZSWNXIGTmvCsQUqNAkBkUCFosM2nsCoTMnHcFQmoUCDKDAkGLZSaNXYGQmfOuQEiNAkFmUCBoscyksSsQMnPeFQipUSDIDAoELZaZNHYFQmbOuwIhNQoEmUGBoMUyk8auQMjMeVcgpEaBIDMoELRYZtLYFQiZOe8KhNQoEGQGBYIWy0wauwIhM+ddgZAaBYLMoEDQYplJY1cgZOa8KxBSo0CQGRQIWiwzaewKhMycdwVCahQIMoMCQYtlJo1dgZCZ865ASI0CQWZQIGixzKSxKxAyc94VCKlRICwZMXwNVZS4zlJ2t5NQmvZCgaDFMpPGrkDIzHlXIKRGgbBE2D0VbN5aRlOPh4qcrbg8gbTshwJBi2UmjV2BkJnzrkBIjQJhSbDwuXfz7/JObCx87r1sqe5Ly54oELRYZtLYFQiZOe8KhNQoEJYEC587l2y3N/nfu/hn2WvsP/iK1tZWbdq0adO2grdUpHq5D6FAWBJsJmr3s6aogRgGXeU7yK0dSfdOiYjIEqdAyAT+p5zYuJncgj1s3PQzTcE/On8gIiKiQMgchp9h3wh+Q3EgIiLzUyCIiIjILAoEERERmUWBICIiIrMoEERERGQWBYIsDVYzJetLafbVc/58PaNOundosQxRk3OQmlFv8v+tdO/QIrAYrTlITo03+f9D6d6hxTdaQ05ODaPp3o8lYSiDfvbh7c//0v+5VyBImtkYY710ex/jWuvCE/XS2OjFxMYY66GtexQj3bv4UXlxZ+fi9vXizt5LdVcfXW9W+pgnX7yrN/H/1a/xdvUyZtiAQSAQxO8dxL+Sjxc+N9nZbnwYBAIhgt43vBlb2bP+1rtjnvwdWMkTPn09m/z571ryc69AkDRyiDaf5z9b9lOUu5HVq114vImFc9DrZueWPE4X/UxNbyzdO/oRTQ+EL/gyO5/jORvYVNaygiNheiDk8I8vf+Dg8Ry+2XSRtp6bZP/jKzbnFOHuWrm3wFQg+NyJ8eblk/PND5S1peut1BbRrDG3rfhAsGesZ+HEz7+raMnPvQJB0miC+oLNFDUEwPIkziBMBkJPBZs3FXKzoZ9wunfzo5oeCLuo9pqJBfSLElpW7Ho5PRAm3xvEizv7O0p+u0z2pgp6V/pdTNMDYUs1Xix87hy+KGlmxU77pFljdnN9pQfCjPXMehsIS3zuFQiSRtMCIdZA0RdvA8GHib/nGRV5W8ivW8n31M4RCN5qtvyzjLYV+5pWcwVCH9VbtlBWezU5/yvcrEAw8VbvmPd9UlaEWWO+s+IDgRnr2dA7gbB0516BIGlk4W9wsWnLfo7nbubLtcXJQLjO6wcn2F5QRP6WbZQ0B9O9ox/RzLsY1m7OpSBnMzuquzHTvWsfzTt3MazdTF5BDht3VNPT7868QJg8zbwxl+qeaLr37OObNebOFX4Xg83EjPVsYvZdDEt07hUIkmYm4bFhhv0RjHAEC4NAwAAM/MM+hv0r+H5oAGyMQBADGyMQIBwaxzcWXnKnGhecESRg2In/DwcZ840TtoCp+V/pkuP0ucnOrqJrbISx8MpNwhlmjXnyd2Ale2c9M4IEem8s+blXIIiIpEuohevXW1h6D0/7iDJxzHNZBreDAkFERERmUSCIiIjILAoEERERmUWBICIiIrMoEERERGQWBYKIiIjMsqICQZs2bdq0adO2cNvHsqiBICIiIsuDAkFERERmUSCIiIjILAoEERERmUWBICIiIrMoEERERGQWBYKIiIjMokAQERGRWRQIIiIiMosCQURERGZRIIiIiMgsCgQRERGZRYEgIiIisyxKIIRCIUKhEJFIhGg0qk2bNm3atGn7C1soFKKnp4dgMIjjODiOs+DH7kUJhMkB2bY9NRBt2rRp06ZN24dthmHQ0dHB+Pj41McW2qIGwscYgIiISKaJxWK0t7czMTGhQBAREZEEBYKIiIjMokAQERGRWRQIIiIiMosCQWQJcrBxpv6X+G+cxOY4JP6d3Bb8Jz551Ynva2MDNiR+txx72j5M+1gaOcn9s0neGsl9fHsrOdNuTxscC8exk2NKXoGIzKJAEFmCHMfEdhxsx8FxzMTBzZn2FN6pg579cQLBdnCIYTsmlgOm42DbJo5l4tg2jkNi/2wLx44v9B78KbZjYzoWccch7jhYjgWOxVQgODaOYyVvSxvsOI5jESNx+2JrzRCZiwJBZAlybMCycUwb2078YsaBOA4OBo5tY04e2xb4L/hEdMTAiYFtg2lhRaL0DY4yFjMxHAecOFY8zNjYBIGold7fOzsGdgAzFmAwEMJvOZi8PaPgOA5YTuL2tB1MB+IOmFgzoktEZlIgiCxBpm2DGSA42E1zazutzS20+8aZsG3i5iAD3T0M+uPEbcAyF/R7O9jYjpmoj3gE09/H0wd32VtYwtMuH1HbxrbG6Wh8yOnTpTR1B9J6kLUdC8fyM9HrobjkLA3dQ4QciJO4C8R2bBzTIDLUSfsrDy9fd9Hc0srr9ld0Do7hjykSROaiQBBZMiZfwQxM089ISy2njh5g05b/ZeeP29hz+DSN/f34A138craERy1eDNMBM554XABm8q/lxEmFxNkFC9OxsG0LK/mXv+PYWICFDcm7MkwSp+pxTKzkQdW0HJz4KC33Szh05DAP2vp53R8mGo0THX/DrUtnqXTXMWwkTtnbybseHCeG7djJA7SdPK1vYzuTf9GbibMUk49fsE3iybsssBxsK7HvidvCwnJsLMfBsZ3EmROSX2bbWCTuVrAdAzvcy5N71VTdeYg3bBF1Et/fsi0sY5zGmnJytn3Htm3b2L0jm43f/P/8Z/dRGvqjMxe/5FkFK7n/2HZyHGbikQy2mbwNE3Nl205yrHFwLGyHqUc8TJ7HEFmOFAgiS0Ly4XR2Ygt2PqR453/YV3KfN8MTjI/7qL/9O09ft2PEDYbf9DFgWsT9fiK+QQKBYVq62xkLhLDjDnawjw7PQxp7o0QsA9O2MJ0Qhr+b50+f0dg1QMi0IR4mMDGGb3yMYDRI54sn9A8FMRybiG3h72uk6sh3ZOeeoOq5l4jfwrEMBl7VUXy8mGfDMUwniu1ECI2OEBwLMjz2ipY3/QzGHBwnQCQ0zMuGRtr7kmcfHIPQeD+h8QlCE+N0Nj6nYzxCxHbAsIlZDvGRJhobGukct4g7UeLEcaxhRgeaefSqhYA/hmk7GJhgWjhWHMcOMPz6CcUFhTxvGySUuFchcZsmXzY2EAgw4R8jMNpB1ek8dheU0j5hzlj8Io6NFQ8x0nyfxsZGBgKJyAr7vQQCQYJj/Xg8HgaDMWKOg2U7hLGJG8O0NTbQ0tFD1HamggutSbJMKRBElgQr8cwBx8Z2QjRVl5C35wAvfRFijk3cjuFEbYK2RTQ8TPXxc3T4ong9tVw6eIiLlSXkHb/Ik+YufGPtPLhVypFDP3LkZze1rR2MxGIE3tRRdfUc2/cdIP/YKR793k8oYvPmSTmleQe5XHmTwzk7OF54iecDYUwzTM+Tqxz87v+y5pv/kOdqYGLQS3/nMy6XF5N36CBnr9fi6R0hbkZpuHmFX04Wcab8OLknf6Wtb4TIQAO/3b7GvsPHKS79hScv2xmPG7TXXOHMwcNcqqri8PYdnDxbSdt4BNMy6O94SWVZLvsP7ebnXx/xqm8U0xilu62a86UnOXDwGNer7tM1MELUieHEI1hxg7aXzyk/U8jhXds4dfY8DW9GiNgkH1SZWNxs2yZk25jt1ykuOkrp01Es05jx+vORaJim329x+dhP7N6zF9elh7waD+Kpvc7PBYVcqChl5459nDt3j05/FMMxMUd7eXr/d44dLOR08UU6e0cxLUcnEGRZUyCILAmx5EkEk5jVQ93ZY2w7eZ3BeOIvUcOxwYSIY2AEuijZXkB9V5iuF7/w09pNFF64wgPPG7wD3dwrP8r2fZeoG/Tje/YLpQ31+PrbuHw0h33nbuAdH+Xlg1vk/LAXt2eAnvtn+HH1eg5evE1n8zPO5O3lRPkdBqIWVtTLs2t7KTx/nbZRm8DAPc4ePMjVh3UMR/zc/fUiR89WMRQN8vRaMf/7rw2U/PYbD172MeHt4fbZgxSXVTLoD9Da8JBDhwt5NTpO+9Wf+W7ttxy5cZe+picU/ZTHmZt1DI57qdq1m59+qefN+Bte3SumqsXHxIsnFB04zJ3nAwTHfFSUlHHmyi2GLBvbjmPGIty/cZ3Xr14QGe/EdfIoe85cxxu2Eo+ngKkFzjTGeXQpn7wT53kZACxjxuft8U7cFRd56vUz2t9G8a5cjt2t4UX1RTb/13eU1jygveEZBdu2cen3JkbsECN1l9m1o5DXAxP0+0Z51daLab99aqrIcqRAEFkSosm/NuOEYq/4rSCP/5x8iNc0cSyDiGOBZROzg8QCrynZeYza3hCtjSUc23qcp28MIk4Ua7yFi4fyOH3rOaOOAxEDwzQYbb7Onp27ue41iNlhrIEGyo5n8+PVu7y8dR7XnnM8CVrErBFeXTnISdd5GvwW4XiQl5e3c/R8LZ3BMP0vjrHlnzs4eOEmlysqqMjfzo5dRbwY91J37TTH9pfSGIxhOHGivU8p2LKBbUeuUVl1hV/PHiB7yxZ+a39Dy5UyTh8+z9O4Tdzo4fnZgxy/5Oal5xFF2/K50+kjYsdwIlEi8TE6qvLZ/O2PHLj6OzevFnJ890/8VHiOl4E4cSfx9Es7MkH9o/tUXHJRkJfNfwpv0hs0sZwYDonHFNiOTbz3ISeOHKH4xjNiVhxz8mmjybt3TNsgEhzlyZ1KbpQe4/CO/eRVVtFQeY5zJ2/QGXdwwp3cP7WFkxW/0xELEm66ysG8IgouX6eho5Ow42DbMRzHSLz2gsgypEAQWRIMsBMPdIuabTw4ncuu/Jt0xCxMK47tGOCYOJafSOg153ce4rZ3kK66Kgp3nsYzbBIjSGToBT8fKqTkQS8Bx4GIjWkF6W2oIifvLE+HYkQdA3PMQ83ZffxY/ogXd65wIvccjcE4pjmBp2IPx103aBlziJoRmsu/58CFe7QEIgzVFLBu008cLvyZs6fOcObUGcqv1/Im4OXJFReugipaozGwQ4x2XOPglg1s2X8O11kXLlchxb9cpNnn5WnlLxwvuEhX1MawR2g5+z1FF+/T8vgG+/POcr93gpht4sQsTMPL46vH+PZ/vmd/8RWKTxdS5DrLtbtP8QZMTCeOGR6i/vYVfi4qpODkKY7++F+sO/mY4YkoFnFMTOJY2LaftrvFHNx3jud9ESzHj2lZWCSeAulYiQdg3rz2C8UnznDmyH62Z2dzsPwRj9zFnDldQ1/cwjK6eVC0g5MVj3gTAyfWTdfDCk6eKCTv8CluPOsjahhYThxL9zHIMqVAEFkSzMRjEGwT2xml6/5ltm3dzvW6p0xYDk4sRu+bIXqHvIyGX1Py0yHu9g/S86iaIz+dpmHUxHAMrLFmfjmwi5+vPmEsbmGZfjoH+uh+UkPu9j086Bgi6BgEB19y/sR+Ljx6yat7Fzm2t5iXgTiWGaShcj/Hiqt4PWpimBEay3M4fOE2bcEYI40V7M07xKuhQPIBehYxB2x7hPqLJzh12E1b1MFxDMJDjbh+2kfN0z6CjoNtO4kHFjp+Gi67KDxykRYDwnaQl2d/5OjFWjqbHrB/+wHuvugnYsUIhYfp6umh5davHNt/jO5gnLgVw7YSz1KIOzaOZTI6dIf924/x5KmfUPwNTeX72HTqAcPjgcSzHDBxnAniQ42UHt5J/oX7DJqJ/TSnnpFg4TjD9Hl+Y/f2fJp6w9j+fqpLD3Lo6j0eXnfhKqrDa9hYRg/3Tu7h9LU6fOE4puPHtEzsUB8PLp1ie2EFvUbyGRtpfqVJkQ+lQBBZEibvq3bAMTHGvNwuP0DOD9vYW3gcV8FRftrn4klzF/5gB6d3HOD3Xh/dDyo5+FMhr3wh4o4FxhCNN0vI27mH3UdOcuTET7gqHjLU28OtCyfJyTvAoWNH2Lcvj0PHS+gcDeKpucjBPcdoHTew4xHqKvI5UnyVrrEosXiY38sOUFBSQVcgRnysk8oSFztzD3HsWCFHCk9S+Vs9EWOU+5eLOHaoiq5w4qmFdmyM51W/snv/AfYfLeJYQSnnyqoZCvuov3yGI/nneR11CNkBnhdvI/9CLaMD7dw4e5yffjrG/sJCDp84QOWjLvy9HZQXHuKnvEMcLzzO0YLT1DxpIuxY2Hac0FgDx/bks3P7cQ6d3M+FXf/m26Jahv1jmLaVOPtij9D0Wzl7d+zhTvcAEdvGMR1iWMlAsHHsAKMdv7N76/fszDvDmWNHyN/zIwcv1/Kw+jSnj99nKGoRj/Rx88Q+XFceMBYK09fzlJKzP1N0OJei/Xs4d/sV46adePVJrUmyTCkQRJaMyQe1QdyJYwUbaX7wgMqblVRfr8Zd14IvaGIbI/Q2tNITihEdeM3rxnb8RgzLsXFsAyv0huZHd7hy4w6Vdy5S3+UnYMeJjbXze81vuH+9zvVbdTR0TGBYNqGBdlo87YzEbBwzjr//KZ6ufsZjMSwrhr/7Bc3dQ4zGbRw7Sqi/ndqbN7nzaxUVv/7Gg6Y+glaYwX4PLc0+Rk0Ly3aw7MSLLD16UkXVr5VUV9zDfa+RISNMsKeD182DjNoOUTtI9HUtDb1BYvEAxuBLHvz2kCs3bnLj/h2aRixiVoCJzufcuv4rN6pvcq26lmftXgKOg4mBE4/R8+o+NdUXqLrxmNf1D3F3G0TMMLZlgm1h2wG8Xe14PF0M21EsK4pjgoGZvIsBsB3s6BDtT93UVFVw+/Zd6ps6eN4XYayvkfbX44QsG9saY6TlOa1944TjBqGhF/zuruTy9dvcrHtFr9/EsaJYdgwr3T9WIh9IgSCyhE1/+t30n+33fXyuz01+PpWPv+9yqX7+r17uQ/Z/vnHP9fn5bnPbtpMv/PTXxyeyXCkQRJYwBcLiB8IfXZ8CQTKJAkFERERmUSCILILJ1+6ffJiBPfkug8nHJX7AFSavJ3FdOHbyupzkuzFO+17O5OeTf/lO/W/y2yfea8B2HBwS78zoJL9H4mve2cHJx1I6DpNvpZxOzrTHbiRuAmfG7ftnn0OQGLuF7diJr333WQj25Pwl74L4i09jTOxm4v0s9MqLspQoEEQWgW2ZRBKPPiTuOMRxkm+exJ8/ggEk31/AxCGOlXxrZpLhEJ86ODoOye+TeGtjmB4Ik/+zcGwTy3awnSi2/fYAm/iaOQLBThyILccm8fZJ6eMkQ8ZxHGzHwbZsDCwsO/Hqk/E/eX0WgBXCdOJEHMB+5xrMxBw6tjX1FMm/tP+2g8VE4oWVLBs9LVKWCgWCyCKwTYg7FtaEn/FQAGPq3RX54EDAMXCcOLaTOGBZybMKiXcjBBsbxzIIj40SNEwsZ/Kv4+QZBQxw4li2Q9yxiIf8hCdiGLaZ+LgD5tSZgsQD95j8etvEioUZGhlj3LD+0u/dX77f3pk8a2DhmFGM4Qkm4haGA1iJiPozTMcBY5Tg2DjjVvJNl6Z/O9sgNhogGI0TSZ5F+CtsJ0IsMsL4YATDjKc9uEQmKRBEFoFj29hWgOcVVfx6s47xUBBr8m6BDwkExwLGCI/309vhZThqY0yeVk++3XOcOFZ0lOvnSnjU3JN44yIcsC2wLHDGCI710dkxyJgRovluFb9dfs5wZJzRvtd0DY4StKadSp/63bJx4hO0Nz7gxOkSGnsCf2nxmB4gH3Q9duJulDgG5oSXG67zPG3rZzx53dafvIFNbAxfO5fPlNLU5yf6TmBE4z4el17lt+fNiZeztv9qIMTp73zMhVOldA6Fies+BlkiFAgii8CxI8RGmzl3sIjbtR0YVoy444AJpp24/x/bIs7kQc3BwUwce5wYib+PAcdMnBlwTBxnhJaG+5xzXeGVN0zUdnAsG0wL03IIOXHMYCfFe3ZzpeZV4vn7tp144SDTxDGHefnsLmddFbT7hmi8XExxvpvOwBD3rpyn3F3DSCRKZGyEkdFxDNtKPqbBwhh/w53yUipvP2bIiL89wzD5GAjHTpyrtxN3cUzezYFD4kyGTeK1CTATj32wTKITIwwODxOzHKypx04kHr+ROGNiJ86OJIPAcoxE7JiJcRmOQWykk3M/7qX692YGHXCSL6TkOHbyDIqN5RiJswKT14OVfNyGhY2D6VhM9Hs4+mMut5u9RBwTi8R1OY5FONZD9Z4jlFx/hNe2cWx78sEg2A7Jt3lOnNlJBFv87Xjs5GkcC7ATd89YpkVkwsPNS8e4dr+DoGm/fYzI1ONARBafAkFkEVhWmIn6S+SevsjTHj+BoU76jTC2AVEnStQIMPbmDQOmRTxuYoz30/L8Js/bfYxZBpYTwTc8jOEfpG/gDZ0Do8Qtk0iwj4GeMfxWFMcKEfGN4Hl0m1dvOhlxHKzQU8p25XOzppuBYS9tja8YidnYVuJFkWITfYy1jzFqjdJ64TQFBVW0x0wivUP0+icY6W+l8tBOcvYd4vLjZ0yMGVhOmIGXdZw6epr6oRgxO5p4wyMzcYS0HRvbMrGMNzR76nnVPoHfsrGcGFY4xvDQBLFwH+3Pn9HdHyHqRAl527l5Yic79uZx9c5LeifCRIwoE31eImEf7W1v8I4EsO0ojjFEX0cjT1504wubRG0Tx7SIOSbR8Q4uZ//EtQcdeLHBDDA23E/Ds0YGxqPEnThxO4hlG4wMNfPo6VMGxmKYjoXpJF5syjYdBnzP+HlLPlUdwwz1N9PU8YawbeI4BrFYO5X79lFa8YIB28RxAkTHRnjxqIGX7d7E3Q52BNuxsGMB+loaePa6A79l4tgWTtyPt60Vz7NXDIUN4paFExuh7cEF8k646QsaxJNBqECQdFIgiCwC0wrQdOkYp6/+TncoRkvVWc7du09PzMaJBeht+Z1jJy7yJhBi3NvP06tnOJ7/Awf3n6Ss7jVjoWHuXzjO5Z/PcLr0JCcu/044atLzopbyoov0hvwM9bzCfbGcI/nbOHI4hztPe/GFGynfmcPhI6c5c+k8h3YfpuL2U3oiMeJ2jJ5n97l+tIL2iI9XF89wrLCKzliIRxcuUvHgGY319zny3f/l0//+lh+OXKW7uYOetkdcuXyG/QVHOFNdS2PvIAEnjpP48xnHNgn5erhX+wuHju3hpOsCd5+2MxKJM+Ft5vy+Y1yrKuXQ7v0UHb7By4Ehul7cwvW/n/DVV+vYvO8Sjzt6mRjq5peDB/j1ajF7C89w7mEz0aiPrqc3OHemkNwjF7h4r5nWMQPTdjCdGMZ4O+e253G5roNxa4KR1odcvHqZ3PyjXLp6G0/3IJG4wWBHK9cuniH/wFGq7rxiMGglHntgORA3GfPd5/z6rew+X8Hl4iMczt3HTY+PiGliGq1c25/HuapGRiyDsd46rl89w97cfRwscHHncQujcYf4RD8Nd69wuPAIBSeP4H72jJHxQXqbH3Lh9HEOHnFxp6GHCSOO6YTwNvxK3o+FNPWHiE6+N8Rffo6EyIdTIIgsAsMa5E5BLqfLn9NvRvA+Pc/u3JM8HI5ihgZ5fq2AncUP8BlhvG2vuHnjdwaDQXprfiVndx4POtp4ePQHNm3exdXHv/OobZi4FaDj0a8Ubj/NqxGT10+f8/x2I8HwBI9unGL73koeDj/h15y9bNy6hyu/19FR/5jcbVspfdBCyIrQ9vsNzmQX8zwwRFP5WQqPV/DGGKHm6FGOX3nAaHCUp7/mUHChkrZxk2BvPT/vP0TF748ZiQa4X1XO0TMV9EQTb5uME8GJd3Pv0mEKT9bSPRTgTXc1h/NP87RzBJ/3Ifu+XsfRi495/bqFsoPZFFx6RCAyTHP1EY6fOYtn1CJgGwR6X7Dnv9eTe/Q4d5t6ae4ZpKPhNgcPXOT3dh+jgSecP1nItRsvCZpgO2GM8TbO7jxEVd1rRgZf8kv+Xq7ee4o/HORe1a8cP1PO4HgrF08fo6z0BWPhME1dzfSOhDEdK/mOjhbDI/f4+et/s+7AWR4/eUrz7Yts2XeapoEYttHB5QO5XLjxnNGJAcoK8yk6U0rfmJ/XT+6zY+c2ql700P7gV/J27ODWyy583c+oultHi6eOE3uOcvduE0PhMA2dzUyEgsSJMdFZy8mdedS8HiGAg+MYiWdlpPuHVzKWAkFkEUTiXVTt30vRLy8YsEJEh+9z6qcjXHsxxNCIh2v7v+PsYx9BK4oVn2Cos5nLFVXcPJLLf+cUcfXVa+oKd3Ds3H064jZRx8ZxBml7co0jO0/iGZsAw0f/65dcqTjHhaPf8Z+dV6jqe8TNPQe5WvOaHtvB8Xdy++xP/FT8G2NGiLbHVZzcUcKT4AhNl36m8HgFPcYg948e5tSVBnyRCRorf6Kg7D6dwQD9z0+z9aufOHD+BpevXuPavh/5addJnngjRB0Hx/ETH2ng1I5tbM4r4nzlVa5cOM32zd9TUddMd98DSnYU89hvEjb9tF49RW5JOZ0TIZpvFLH/3M80j9uYTohg92OOfL+LysZ+xkxwwj3cv3iI//zPdi5cukz1xQvk7dzJgbNXGAw6WE6Y6EQbJTuPcOdBCx3Pb7Jj+bk2pwAAIABJREFU3f+w/+xNKq+coyQ/hx27D9Lc0UXN9VL2H97PlbtP6QuYxJw4FtHEAxQdhwHfA85v3kFVi59h28bu+42jBfu53DCIaXRz+cA+yqqf0fn6Ift3FPGsazzxjpXDjZS7drCz+Ar3ywo5eOoG3aaDEx0gEjMJjXRypTif/CIX1Y8bCUZMnJiD6ZgEe3/n7IHdXG7oZyIZW9bkazGIpIECQWQRRIx2ru7fSWF5IwOmgR0e5P4vezhVdpumxkoO7DjF4xE/Vtygq/0hF88UcfLUaYryd/HtznxuvmzCXXSQs1eeMmyayQfV+Wl9Us2xnFO8Hh6i79ldzrtK+Pn4cY7kb+S/cs9S0/mE63sPcPVeO304OJFufq84xO6SB/iMKN2/X+T4zlLqg6O0/FJKUWEVb6LD1BQe4v+x9+Z/UV35vvf/9bxez/O6957TSRTBIYNJtLuTc86953Z3Oj2cobuTGMEhcYgmzgLO8zwrUBMUg8igIgiCyjzVPI97r7Xezw9VIChgoagkrne/PmlFoGpvau96s9Z3fdfZ0/cYSkd5eH49e05X0ReKM1i7hy//vpEd+05wZv9Rju8/wjlLHV3hFAkESkhSww3s2ria/9x6gmPHtnPgyAkOnj3Hne4RRvraOLixmKaYwBQ+ei8Ws/fQVe7Hwgxc2cP3Z0/T61YklCDa38j+1RuoehTOjBDE2yg7s56//+d29h88zfGDhzl88DiWW+0Eo5K0SpEIdXFy/XYstfe513iO7/76Z34ovcLRY8c4dPgQ5ypqGArGiXt6qLl8gC3bt7LzTAUPR6PjN8AUivhIDcVrN1P3II5PCfDXcvjoIcqbPCSNPi5v28HFy610tp1i89ZLtI76SEuQkS4qz+9g067LlJ/4kfVnH+OVCqXipJQgLUxC3RYunzrOhu3bOH3VQcBnkFaCyHA9x3Zu4OKdIYKKjCDMeg2GRjN3aEHQaF4DhnBz8/CPFJ9toD8hUGYET6eD3YWbObplI3svd9JnJJDJfppOHWLH3lpCRhx/n42d2/Zy495dLKXbOXKxebIgNJZRvP4k94c6uXJ0LSdPPCJm+Bm4d4miXUep7W7i4sadbD1QRn8qheHv4eKxLey13cNrxhmoO8uBohPcifi5f/4Ee/deZzDpw1qyi3OnbjOYjtJ2aSN7zlyjL2ow2m5h+8bddLgjGDKzrXNaKoQ0UCqeWYkR7uDEzm3cqGwjYaaRpsCUkqQy8fc1cvC7PdyKS0zhpf/8DkoPnKctFqb3cjFbzh5l2C0JKUm4/zb7V2+guitETIIyBqkvP8CekrO4kgKhMisy4tnmSEpFMILtnFm7CWtDJ10dt9i/diudo2kSCoRQGAoMkUKaaQxpEBu6xfZNGymv7kWKsRUkSZIDt9j2t1Xsv9qA3zCJDdWx58Bxah/HSBhDXPrpJ85fa+VRt5V135Vws6OftBAk3W2cPLKbS+V3qLy8lx/2XmU0GUaIIP3+OF5vDENGIRlh8G4lRd8d5M5DHwkMwv21lG78kcr7o8SUQpHm5dswaTQvjhYEjeY1YKgwDy/vYsfhG3QGTaQUJCM9nPt+Nf/x+79h7Q2SFIKUdPGg/BT//R8/8eOuEo7sLGLthj2U379HefFPHDrXiEcY2aWEETpuXWPXmoM8GO3DeWE3f//Pvezes43Duwr5+of91D26zfnvdvDd+p/48cBetm/cxLqNm2ga9hNVUR7XnWZ30XHuRfzcuXCCnXuuMhj3c7V4J2eP1zJsJhi8eYTC1UV8t+88rV13qThylO82bWfHnt3sKN5Hma2RWDIx3oVRSR+dNRXs2LSVDXv2cnBnCaUHr9PnDeDtb+Lgul00RwwM4ePhhRJ277tAayyCv+4S/7V5FT9uPUnjkJfAQAslX6+jriNIXEmUjOPrbmHfnp1s3LKd4r3F7Cg5RG37IwxTIFSMVOAxx1av50ZDB8GwB8eR/azfso1te0rZteMQNxy1ROJ9NNSeZceeXZRs3Ubx7pO0dkczz10p0iRI9nez829f8f3On9izdy+bNhSy5/BVXAlBPDXI+a2bOXH1Np5IL5bzx9n4/U627drGzh83sGXfUYZdMfo6Hez9fj1rfvqe7Ts3s+vUNR60tVN24wIHftzGvh8L2XPSQo/PIKUSuB9UsGPbcR66EqSyy0kzbZ70PU3zZtCCoNG8BgwVJdZ6ja27DlPV6UMIRVqGiDxsor6lm1EzBimIY5IKdnG76jqWsmru3LxLXZeX3liE0MM2ugYihFV2BEHFifu6edzSk/ktd7CH+sprVN5w0HC7kcaHboZiHkKtDxlob6Oqzo7FWsvN+wOETUFSxUj42nnY5mbUSBLt76LzUYCITOJ52MHA4yB+lUKEOmirq+VqbSu90QiJ0V4abHasFeVcLXfS2DpMWIpMe2NBprguNsSD5mrO2y04rt+grLKLkUiKZMyFq7UXt1SYIkyqt4P2bi/D0kAFeqhrrcNuvc2DQAwj5mbodhsjIZmpDlAC0jFcj+/hvFGGo6yCaxU3uTfoJ60grQRmKoKrpYOeQJykTJBw3cdZcw1LRTnlN2poaO8hlk7R334Pe/klLtvKaeweIGxmG0KhSCoTGUkzcreFh48bqbJZuOqoo2sghFApTOHF09bCo5E4URnBCHTSXHmTG9YblFXWcmcwiGFCOuViuO0mN2xWbpSXUf+gn3BwlAfNlZRfs3Gjuoo2j5eYEBhJL3etR/npUAWeuJlp4awyvTBerJOWRvPyaEHQaF4DUiUwQv2U7tzJaVsbpmnO2F54YnfBiR0Gp9tu+Om/T/y6sT8/3akw1+2KZ7ut8Yt837G/z3S8M33/XB5/4nmY6nzk8vynet5TPedcz4NSipSKE3N1cfSnLdyof0RcvETbaY1mDtGCoNG8BpRUYCYYGeqjzxee8g1l0uc/9fHZCsJs/z4fBGGmr3/Zf3/e583m63P9frkKglQGZsLP0OMuAgkzsxGUFgTNPEALgkbzGsjsZzC2rfKbfjaaeUW2+6TgBfei0GheEVoQNJrXgCKZ3UOB7H7CGk0Wmdk1M43KbC2tt3vWzBO0IGg0Go1Go3kGLQgajUaj0WieQQuCRqPRaDSaZ9CC8IKo8V1YszuuKTINTcb+4cn/ZT8us8lWOL+WZ6nRaDQazYuhBeEFUQqkUkAKhYnMCsJYpfqYIMhsU1yUyCZTgKQFQaPRaDTzGS0Is+TJ+mUJ0kSMCYE0UEphAGmlMhXrmKCSIAVSgUmmgF2PIWg0Go1mvqMFYZaMC4JI4RvspKXtMdFwhM4GKxWXb3Dzfh9BqTCUgVRxIsMd3LSUc/lGLY89YVLjUxF6rZtGo9Fo5i9aEHJmrOtZtvNZ3MelE6V8v7GYGqedfTs2s/fHrew6eobGgShplSAe6sF+6SDbt+3ghx93cM7WhCsqsifayHxX3TVNo9FoNK+ZXN5ztCDkjEAokZk+MLz0tdVyufw6e74/wOkjP3H1gZdEspfG+oscrwpgigiuexbOXTlLQyhN3H+TYxcc3O1LghAIlQByb8eqo6Ojo6MzVxlr9z4TWhByRCGQSiCFSSL4kFrHFTpHejm76SDnSoqxhWMkxSjNDRUcqniMSJv0NjiwWa7wyDBJhW5y+Kyd5p4QCBOh0pnvmz3p6XSaUChEIBAgGAzq6Ojo6Oi8kgQCAQKBAIZhzPjGrwUhRxQSqSSkY/S03OCn9UWs/2Ed//l/vmDtf6+nvK+beLAfR9kVjt3qIGXAYGsNVddP8TAQx99TycHTDlqHgiBSiLHVDBMEIRAI4PP5dHR0dHR0Xmn8fr8WhLlCkqk/UEaMmKuNu9U1XD53gtUbVnPu5HXW/fQDO75by+Hig+xz3qTuXg+pcDeOC/v5dv0Odn63mnLnPbypFIhURjaYPMUghJhyS1odHR0dHZ25immaSDnzjrKgBWHWjJ9QaSJSEfwjfaRjAVpuN+Gsb6Gje5i+0SB9o0EMYRDof8Dtmlrqmh7iD6eREpACslMMGo1Go9HMR7QgzJInxiWzO68Z2R4IJiYCE4GhTAwkppIgkihpYiiQcuzrBWOrGDQajUajmY9oQXhh1KRk/ifHI5EIQKrMn4QyMyMHCCQmQu/5q9FoNJp5jBaEF0Q9nac+oFSma6IJmAiUSmWnFTJyYKL3fNdoNBrN/EULgkaj0Wg0mmfQgqDRaDQajeYZtCBoNBqNRqN5Bi0IGo1Go9FonkELgkaj0Wg0mmfQgqDRaDQajeYZtCBoNBqNRqN5Bi0IuTKhv4HMBmWAkkgFQhkoKZ78m8zs/pgGFGamYZISSJVGCdCNljUajWa+Mdb0DlAy2/VWPpXJ2yaP3/SlyrxP/ILQgpAzCjAzLZVlmmg8QiQaI5VMY5oG8bibaDhKOGFgSoUUJqYUiHSUdMRDKJokIiRpZUBakfqlvZI0Go3mZ86TxneZdvqmMDGEeipMiCJtZmIIhSl/Wfd1LQg5kmmhHEepMK7BNor3bGDV2m0cOXqethYbOzdvoqhoMycvWgnFDdLKJCkiDNSdZ/v3m1hftAlHWy8BAYjo+G6O49//KSvV0dHR0Xm9kdkoaZI0FW39AWzN/Vgae7Ppw9Iw+CSN/Vy73c+lOyNcb+5hJJR848eQa3JBC0KOKFRmdwWVwIgM8fheJZX2Rk6fukJNw3GOHLhKdW0HbT0BYlIiSBPua+D66d2cqGvlTvU5TlyrpcMjUQQxnnqaSmW2ezZNEyGEjo6Ojs5rjiklhpQoM044Ldln7eLzzQ5+872FzzbZ+Wyjnc82Vk2Ig19vtvPhlnp+8/0NGroCb/wYcs3Yds8zoQUhRxQKqQxQcYzoIOePbmPdxh1YbNW0tVxl/ZpNrCvazrnLjQwYEmmmcN26ztXr5dQbEiPYwInzVm71Gph4MbJDUWMnPZ1OEwwG8fl8+P1+HR0dHZ3XHF8ggNcfJOJ30+/189PlLhatqWLBaht5RQ7yCh3kFVaNZ1FhJQWrHfyqsJYF35RhaxokHA4TCATe+LE8L6FQCNM0Z3zj14KQK4rM7ktCoowUXtcwQ51Oas7v4Virj+GhXnoeVHL5+mGcfQaG8jFcb8NaZqXDTJP23ebIGQsNvSkkXpTMTDGMnfRUKkUwGHzjLxodHR2dtzU+vxefP0Aw4GMg4GbXxYcsXWunoMjC4jXWZ1JQZOP91Rbyi+zkFVlwNHYTiUTe+HE8L4FAgGAwqAVhzlAqs12zSJEMjzD4+A7trQ1cuXwWR20t7Q8f0tZUy4XLV7HfeUxvKEGgt5myq8exNN2i2n6WYxdsdHlTKJVCMFkQpJTjwz46Ojo6Oq8/QmaH34VBIBWn+GoPS9fayS98niDYWFBYQf390cz3+Rncy4UQz61J0IKQK0qCSqFEiMf3nez+4b/503e72HetGl/VXtZvWMOaDfu4cuMejXVXsDcHEIafeuclNqzawvdbd3O7c4iIUmBCGuPVPE+NRqPRvBCKzFJGlEkwnaD4Wi9L1znIL6x4riAsLKygocP9pg9hTtGCkCsKkIAAmTaIR8LEYyHSqRgpIYhGovgScWJmBJlIEDWTSGUgUhGS/hSBmEFCKNJKgQAT8Wqep0aj0WheiDctCEo9SeYPcvIHp4wE5JOvm0O0IGg0Go1Gw/wQBCmzb8TPNGiaOk8kQgvCtGhB0Gg0uTKbm92rujFq5h9vXBCkQsg0vugwg4EOBgJtDAbuT5uBYCuDgYfE04lxqZhLtCBoNJq3jlfZXEbz8+VNCwISEskAdfdPcbLmvzlW+0eOV/952hyr/R0nq1cxFHz0ZDRhDtGCoNHMAUqZKJUCZWZqVcaH/qaJzPy2kLno3vSzf7tQUuENG7QNxukYCtM17KVz2P9sRvx0Dvt4PBIhGDNRSjzp06/5RTIfBCGZ9uFo2cFey4fstRdQYnt/2uyx5bPP/ht6/U0oqUDNbW2bFgSNZg5QApSUmZjZN/+ZomIoUiglkXMr/ZrnYEpBRXMff95zi/8sqeMfe6v5+97bU+QO/72nmfUHm2jscCGVgdSC8ItmfgiCh8qW7ZRWrKDEupx91k+nTbHlU/ZbP6PP34gUZH5BmUO0IGg0c4ASgmC0m/r2E9R2HKa+49iMqXtwkG5XM4ZI6dfsayYlBYcd7fzqHxW8+42T/G+sLFrlmDILvrLxm/VWKpqHMKTQIz6/cLQgTEYLgkYzByiZos9jo+TGJ+yo+BV7ypfMmF3lH1DdcZyEGc3uD655XRhCccz2mHe/qWLB2lvkr7OSt7bsmSxaV87CNTdYudnOtbv+zBJl9cvb0lfzBC0Ik9GCkCMqu59jZsVp9p6eXauqEAgkEgXKQCmByJ5Mg0yH5szcUBowM1+obzLzCqUkJpmflxzreTFDkmQ+MY1EYIIJg94WDlh+yx77EkosHz+VjyZlr2MJNV1Hs4LwS5tjyJwkIRWGjJOSfgyRnCFp0iKNkOaTc/wKMYXglKWPBV/ZWLjWzuI1dhavqXwmBWsqyfvWyq831nC9xU1aSpASoSRppTBQCDJXtDFDpDIxMFFSItQrPzzNS6AFYTJaEHIkowGZG4IA5Pg61UzZklAgUJlui8rEVJm5ZgOFGGvTTILMLUMLwnxDKUlaCqSQkDBJy/SMMYw0xNKklYGpDJAw6G7loGUFxdYPp7iYl09KiX05tZ0nSBjxX947RrZxSyId51b7Ba43ruV60/fT5kbTRsoaNnPv8VlSxsicF1o9jSnTnLT0s+ArK4vWWllcWDnlzX9xkZVFq8v5bGMNZS39GEKghInpDpF43EO8q53kg4ckurqId3U+k8TDLuIPuzC8oyRJoYTAlOgWafMYLQiT0YIwa0S2uCyBUEnSKvMLoDLFeCcrObbaRCiQKZAmCJVtbKHNYD4ilMJIxPDebsZ7+QpD5ddmjOvGZfxXy0n5PQiVuetrQciSvQ7ihpfr9WvZc/1ddliWTpvdFYspub4M+93NRNIDmRv0K+RlBEEaBoFyC/V//QuNv/s3Gn7/B2598QduffH7Z/OH39Hwxe/pv3aNtEoipcj+IqGZr2hBmIwWhFzJDjsrlcZM+/D7uhlx+xmKpDCFQdLXh8flwx9OYgrAVChTIeI+gq5hPKMhUkmRXaY6NoatmS+kFRh+H7e3b6V65Sfc/GRFNiunjHPlB1R//n8It7ejsnd9LQhZsv1a4oaXsoa1lJYvpNj6m2lTYv2UkvJfY7u3m2DK98pLMl5WEIbPnsT64TKc7/wv7Avew7rwPawL3nkmlvd+hT3vXQaOnMAQSYQSSD3FMK/RgjAZLQi5kt3uWYkEowN3Kdn5DatXb2Dn/gs8euSkdO+PFP59FfsPn6AnYiJMgUz5aam8zNq1m/j+H19RXXefiGGANDJTFFM9zAs2cNF5uaSVIuEdpWV9EZWLFmAfz8IpU7Xgn3C+/zHhey2ZrbsFDHpmEoSPJ6XUvpy6rpPjgvCmj3/OIyFm+LnWsJG9ZYufOf6JKbF+SHHFx9hafyScGkK+4uc2Lgj/yE0QVm6sxnK7n7QUCNNg8OIZHMs/xJn/LvYl+TgW5+NYnPdM7AULqVySz+CR4xgiiamyO+m96Z+NzgyRyBcRhMKMIDQ+cL/c40s1O0Go+JQDtieCkOnHMrvHnAktCLky9ku/SiKSQ/R22LhV3cTpYze4ePYnTtkbGXj4AKvlKudaXBhGmkDPLa6e3kt5azfdrVZOXqqjfTQEIpUZln76IZR641uAvq0xpSLqH+b+unVULimgcvGiGVNVsADn8pWE7t1BSRMlFAMzjiBMTqn9Y2o6jpMwYijxy/q5K6lQQhFJ+7h0awO7K5bMeC5KrMsprViB4+52YgnXKz8fhkhxyjrAwq9tOQnCik3V2Jv7SQuBEAYD509R/eGHOJa8h3VJPpUF+VO+RhwFC6lakk//saOYIo0pFVKYmZGEefBz0pkqAikFShqEjBQl1/tmOYLgeqnHV0KRSHlwzEYQ7J8/EQRp5P5YObxXakHIETW+w5ZBKu7m1JFd/LDhR64fP8XJffuoHo5hpr0019s4UNmFIUz6mi2UV5yjzRDE4y0cPVfJ7d4gCAOhjOz3zZx00zSJRqOEQiGdN5BwLIZr4CEthYXYF099w59KEEbqa4hFw0RDMTp762chCMtxtB7CE3ATC8de7bGFw7POSz1eKEw0HGM0OMCFm9+x17IsJ0GwNG3B7e0mGoq/svMQiUQIhHwcvvaIhV/byFtrZXHRzILwyUYn12u7CMZixGIxHp88kqMg5FG1JJ9HB/YRi4cJhuOEQwGC4eAbf73rTJ1gOEgwFCYWCTESCbDr4kOWrrWTX2iZURAKiuzkFVmovtP/UvfxaCiO199LReMPlFpW5iQI+62f8WComkgoSSTkz/laiMViCCFmfOPXgpAjksxyJqkESqZIxEIE/IPc2LeWwr+s4upoDMMYornqCsdqukkJwWCznQrrDR6lBUlvJYfOWrnTGwchECoJPBGERCKBz+fD4/Hgdrt1XnM8fj/9j9u4vWpVziMI1ctXMlBThc/jxuvy0tpVnbMglNiWY7mzn4HRfnxu36s9No8Hv99PMBgkEAg8N36//+Uez+3B6/bR53rE2Zq1zxWEUtvHlFpWUN7wA4NDHXhdL/f4M50Hr9fLqHuY/ZcesOArK3lrLCwpqnquIFyuamfU78fn8/HgyP5ZCcKDkmK8Phejbh8etwuXx/XGX+8608Tjwu324PW46HYPsf3cA5autVNQ9HxBWFhYgaX+4UtdPx6Xn6HhB5Td2sy+HASh1LqS/bbPuNdjxeMK4XWP5PxYXq+XdDqtBWEuGBcEaRDxDHK/8SbO2kounNrOwT3F7Lt4A4ftEieP7eZ0VQuPXVGCQ+1YLx7j2g0L5ecOcfx6Lf0BgZISqVLAE0F480Nrb3dMIYn5huhYuw5HwcxyMHEEIXzvDlKYKFPRN9qScw1CiX05tQ9OEEtHkeZcH49AShMpBUJIkuk0fV4/D0YjPHD76BqN0OkKTkiADneQztEInSN++gNh4mmBECZSmogXeQ6mJJzycqVxE3ssS587glCSnWKIxkdfzxSDpT/nEYQVm2qwN/eTEiaGmWbg/Clqly/HvuTdnASh7+gRDDOFIRRCmAippxjma4Q0EUIghUEwnaDkWm9OIwj5RTbyiizU3x99uecgFPGkG8fd7TmPIBywfU6vrwFhKKRIz+rxnleLoAUhR8ZLEESKwQe3ObpzCxs27+SS087ISC+nd+1my6YfuWq5ROXte9S2DmGaIdprrrBrw3q27TlBa7+XhCLbUEkvdppPSKlI+EboXLeeqmlu+FMKQutdVLbBz/xZxSCZ2G9jyB1m47EWvtjWzJ92V/PX7Xf5885b4/nTrlv8cXcjX26/y5c/1rLrcjuDvgSZam4j099jNmQvlqjhzwhCRQ6CUP4plS2ZGoRXXeYvpMFp2+CsahAc2SJFUxgMXjidEYTF72JbWkDVNFNSYzUIA8ePYsh0ZtWzlEi9jmHeMnEVQ/iFahDezCqGfn+TXsUwE69DEBSAEigziZmMkkqbJMZ+W0smMdIGhkyRlJKEUEiZQplRzGScpCFJqfE+iuP/1cwPXlQQMkWKYl4KQuaChkdDAX63rZH3/uEkr7CCxV/fJP/bqvEs+raShaud5K+qZ9FXNr46dIc+VxSlxC9SEEyZ5pR1IOdljloQ3h4mCkLISGZGEH4GgqCXOT6HV98oKaMI6qk/qWxTRDmxOaLK3CHHPk+NLQxXEq0H85MXF4TbmdGgeSgIoFASuof9/H6nk/dWVZC/7jJLC+0UrCkbT/7aMvLWVlCwxsGiVVf56kh9VhB+mSMIs+2DsGJzjRaEtwTdB2EyWhBy5okWZBrJjr3pZyRBjosA2Y+L7McnTClk9gQe/26aOWT855DtZjl+7qeOYKLC/bIFoWc4yJfbG8j72knB2gqWra5jaVHleJYUOSgoclJQVE/+N1a+PXyHHncs099BiWxbcXJP9iRrQcgKwrETGDKJUBIpFTJ7H1BSTB1lZJbOKpld1y5f2c1ZM5mXFoR2N0Ip0ozt72KOt+efKgbZUWUlx29MWhBeAXo3x7ecsWEcmdlQR6nM1kvTRqVBpTMXlBK/cEEI8MftdSz8xk7euusUFDqfeiO0kF9kZ+HaGhauKmPVoSa6PXFk9nyOLfGdTbQgTBSEkxgyke1/oBBSIYVCSjXN+ZPjTXMyzW9ya2qjeXleXhBcGFKRMCTxzsf4W5sJt7ZOm1BbO6HWVsJtLaRHPZCWWhBeBVoQ3m4yOzAKMFOkDUnSNEkJk5QwpoxpJEmZAkMoMNNaECYIwreHm3nsjqPGBEFmNhzLKZDdnEwLwhNBOIYhUwilSKYCPHI7ae2/StvAtWlylbbBi7T0XaLb00zKiGtBeE3MjSBIUpEY99ZvoeH3/5fbf/xi2jT/8Uua//B76v/jS3qvXULFYloQXgVaEN5uVFYQogmTEmsX35+5x9YL7fxwrm3KbDnfwvcXOjhT3U08ktCC8IwgxDIdEU2BNBUYMvcILQiTaxCOYEgDoST+YBeXm79in3UFhyp/O3Ucn3Oo6mP22T6h7N5Wwkmvvq+9Jl5WEBrbXRjSJBX0ceuLL6n85/+B4713po1twTs43vknbIsLeHD4MDIa14LwKtCC8HYjs10uR8JpPvuxiv/5X1d596ty3vlH2ZT51T/K+R9fWfjqQD3+QFILwiRBuE2vK45UgojXjetWNa4qJ25nNW5nNS5nNa7qJ3E7a3A7a3A5qxitriXscqOk0oIwLgiHnwhCqJPzDd+w+/rHFFs+ocSykhLLryel2Ppriq0r2FP2AVebfyCcCMzv+5qpMoWsIrPt/fOmn5IIDNR4PdB8Yi5GEExpkg56afrTn6jO+2cqC/KmjX3xIqry3qNy2ft0HTmmBeFVoQXh7SbTVSKFO5Lm99tqWfBNOUvW2Cgosk5aU1kqAAAgAElEQVSZpasryS+s4tvDDfhCeophUg3C4bv0j8ZRIs1gYxP1f/0dtb/5LTc/+5z6z/+Fm5//C7X/8iQ3P/9Xbn72r9T/y2+o/bd/x11bgxJaEKYWhIdcvLWaPTc+otT6PvusH7PP8tRN376cYutv2FtWQNnt74jE/fP6vpZSipBII0IR0tEQZtQ3Y2QogErEUcLEmGfl2nMiCMrEDPho+vIvOBa9M+N9xLEkH2feAirfX0bX0aOoqJ5ieCVoQXi7GRMET9Tgix11LBwXBMuUGROE1Uca8Ye1IEwUhG8O36XHFYd0Gq+tllufLKfyvX/CufBXOBe+gzPvHRyLnsSZ9y7OvPdw5v0vnEvy8VRcy27WpAVhSkFoKGRv2fLnCkJxeQFlt78nMs9HEAwpGWm7R+1//IO6//ort/72lynT8PfMvzX/7Vv6Ll9GxcOkp9i07k2iBWEyWhA0vwgmC8LNcUGY8sa/xsrSwiryC50UHm3EH9GCMKUgGGlclXXU/fZTKgoWYF2Sh21pHtaleVQsexLb0nxsSwuwLHkX60fvM2IvR0m0IEwjCJcaCyku/5h9tpkFoaRiMeV3vic6zwVBmYqA04n9n9/FvuD/wfnOO1Om5t13qfrVr6hcWEB7yU5kzIs5x29oL4sWhMm8tYKgGFsLLyetM56U8f4FY1tjqidr7BWgTJQyMyvrlABlZubVlMquZx5bIqayy+p0H4RXxewFwUF+YRWFR5rwRwwtCE8JQrc7M8UwVH2Tms9X4FiYhzO/YDxVBU/izF+Cs2AJ1YsW4Fz2IW6rRQvCWyQIhlJ4blZhyV9AxdL/iX3JomljLVhI3bLFPNhfjIwFM/fNeYQWhMm8tYIwtvnS2Jp4JaYQBKWyb/ITBUEhlUIqMJXM7u4oQSZRysRQ2WVewsg270ll1uRLOS4NoAVhrpm9INjIL3JQeOQ2/rCpBeEpQXjsjoNIM1pdT93nK7Atem+G85GPY0kB1Yveper99xnWIwhvlSAoqfDXO3HkFVC5aPprp2pJPo6ChVS/v4QH+w8go4lME655hBaEyby1gjD2m71phBnu7+Lh/fvcz6a9vZ2O9vvcb2+no3eYcNJAKTG+F0M6FuRRVxu3O/vweKMY8QEGOjpoa+uka8BNUkqQaRAmsfgDHnXdobNtCH8sqfdieEVoQZiIFoSZ+LkJwnyvQdCCoAXhZZiXgpDtr0ssNMSF46X8sLaIjRs3smXLFrZs2cLWLZtZ/90Gth+7ymNXODOVACDT+Po62LetkKJ1W7h0oZKW1itsXLuDNet3cPJqFYF0GqniGHEXlZazbFxTxOpvNnG15i7BpKl3c3wFaEGYiBaEmfhZCcLdDVoQXiNaECbzdguCkkgRJx0PkQh5GO1uxXmziqpqG7bqetp7hnGnJAmZqSmQkKk7MKKkY4N4h3s5c7acm42XOVFylGtVHdT3J0iLMHEVx9VVT9mpU9zqHWC45w4nL1lpHwkjUKisIIyddCnnVzXvzw2hFEol8cRmJwhFR2/jD2da4Cb9o3St+47K/Fnu5qgESMWgp212gvDgBEkz8cp3c+wdCfLl9joWfG17riDkrSpj1ZEWHnsygjCSFQR7/gKqlkxzPgrysS/Jpzr/XSqXLWPEkRGEqBHgSuMmdlcseb4gVKzA0bKdeNL9ygRh7FobF4R/WMlba2Vx0dSCUFBkmSAIA6SlQAiDoYtnqF3+EY4l72Fdkk/lNELpKMh7plFSIPyISw2F7M1hmWNxeQHldzcQTQTntSBIpfDfqsaRvxhHQUHughCb34IQNlJPdnNc/RxBKMw2SupwYygjIwh/+gv2vF89XxAWLaTqg/d5ePQoKhonaXgzgmBZSbHlo5kFoeJT9ts+o+8Ft3t+Xhvvt1cQsowddNI/iO3kT/yw+ydK925j255jWG49ICoyu68pyfgUAzKNSHhpsFdQZrnFw64WTuzayabNP3DgzFUGg3FSymTgVhm2G1YaTBPTX8/p82U09AWQCLK6Mf74qVSKUChEMBgkFArpzDL+YJhwyE2PK8DvttWQt6oiJ0FYdaCBvsEwkXAUT18X9wuLcM5wkxu/2eVnBGHkZg3hUIBwIEJX363cBcG2HPu9g3gCLsKByByfjwChkJdgMEAoFKW1a5AvfqplQQ4jCIu+LefvB5po6XYRDfh4XGaj5refZN/sZhaEmoL3qFy2jEdXLxAJRRj293Hh5nfPH0GwLae0YgUVTVsYdT8iHIy+4teKh0NXH7LgKyt5aywsKaqaQRAq+HRjNddru/CFw4RCQR6dOEzNRx/mLAgP95cQDPkJhEMMDN3lXN3XOS1zLKlYzLXGtQy7+t/49TVTgpEY/fYbOAqWYF+ciyAspmX3HsIjLgLBwBt//pOOJRQgGAwRDgUYDHjYcaGLpWvtFBRZchKEqqZugpEAof5e6n//x5wEoTo/j6oP3qd13z4iwx48vh4qmrawz7Ly+SMIWUHoGKwiFIwRDvlzO85gkGAwiGmaWhCeh1KKRGCQuzWnsdc3UV1uwVJeT1t/kKRS44KQmWIwkEk/3XdqKLtgx+8zECKFkTRJee7ReOMY1x4nMc0Ew3eucaXCQWdSEh+p4cCZcloGQiiVnFIQ3G43IyMjjI6O6swyQy43HvcAHX2j/PuPzpwF4e8ldXQ+9uBxe+nvvEfLN6twznCTe3oEoafSisc1gnvEw71OZ86CUGz7iPLmUvqHe/GMeOb4fIww6hpgZGSY0REPjfce8futTvJWOWYUhAVrq1n0bTn/VXqLWx39+EaHab90Heevl2PPXzj9+RgThPyMIHRcOIV71EPPSBdnqtewxzKzIJTaPqa0YgVlDZvpG7iPa8T7Sl4jLpcLt9vN0MgApRfbcxSEcj7ZUMVFRxuDLheu0VHaD5VS/eEH2Be/m5MgdBTvxuUeYdjl4tHjes7Ufk1J+cc5CcKlm4V093W+8etrxvPq9fOo7BK2/MXYcxhBcC5bTPP2Hbi7exmZB89/YkZGhxkZdeEaHebRyAA/nWlnyVo7BUVT30eeFgRL7QPcvlHcjzqp/fff5zyC4Fi2jNt79uDpHmRgqIOyW5sptaykxDazIJRYVrDf+hl3uy24RgK4RodyO86REdxuN+l0WgvCTEiZWaFghEeov7KPou/3crDkMPuOnKO+Y4hEVhCkzM5ziyTh/lZ2FP6ZvbtPcf2qk+a7lVy6eIlTxw9z/swpKm620NAXIua/j/38HvYXn2ffge2cKm9mOCZARp4RBCnleKZeTaEzU8zsFIM7kuYPExolPb8GoRlfyEQIScI3zIM163AsypvdFIMwUUIxMJsaBNtH1HaeIGlmNkWa2/MhUcpAKYkUip7hAF9uv/ncKYYFa6vJ+7aMrw/f4ZE7hpowxWBbtABHwXTnJVuDkP8u1R98wGhlBXJCo6TdOdQglFasGK9BmH5F0ctHSokhUpy09D1XEMZqEFZurqHyziApKTBNg6ELZ6j56KPcaxBOHMEQaQwpCIQecamxKKcahOLyxZTfeVKDMF9jKoW3vgrrogJsM9TvTBSETA1CHDndEvM3FKlE5h4sDUJGktLr/S+wWZOB6ffR/Ke/Ylv4zzPeR+yLF+HMW0DVB+/z6NgxVDROIuWh8t6O3GoQKj7lgO1z+gJNSKHIbA+e23Uw9l4zE2+9IIwddHioB1vpTzS0PCRmSBKmJK4gjczMS00YQYi6+rBePsWRI2e4eP4S9Y12Tp44xrEz12hse8yj+83U93gwZYThdicXDp/h1JXr9LlDpJUCmcwUKsJLv6B1MhFKMVUnxecKwuFmfEEjW4MwQufa9VTlMsWQFYRw61gNArMWhJqO4+NFinN7PiRKpTM3AaHoHg7w5Y6bLPzm+SMIeavK+ObwncxmTSLNiPMmdZ99im3RghnOx/RFipcbNs6qBiGWcL0CYXoSyBYpWjNFijPVIEwUhLEahEyR4qlZCUL/scMYIluDEHqUc5FicfnibKvl+S0IUim8N6uwLyrAPkP9zrggvL+Yjn37s4Lw5p//5GPJCALSJGQkcy5SLCiys2B1OQ3to5OKFJ87grB4QpHikaPISIxE2oMjxyLFEssKDto/Hy9SzFUQnr4mpkMLQvagE55RnEf3snN/MbsPHWf/niNUN7SSNNOZbUXk5M+f9KKa5W/9mrlHr2KYiF7FMBM/q1UMug/Ca0WvYpiMFoSxN/l0lOEHtVyx3ODidQfXL1fS8qCXlDAmCcLTX/c8EZhKJjRzjxaEiWhBmAktCHOLFgQtCC/Dz0IQlDSQZpS0kqSVxBBpEgJMJaYUBM38QgvCRLQgzIQWhLlFC4IWhJdh3guClJJEJMz9pka6hoZJywS99xtpvtVOVAqUVFoQ5jlaECaiBWEmtCDMLVoQtCC8DPNeEJRShEb6qbt0nLueMFGZpu9mOecu2+hLJjPnXDc+nNdoQZiIFoSZ0IIwt2hB0ILwMvwsBCHpH6LmQgnHKu/ywBXAduEYhy12hqVAmeObMGrmKVoQJqIFYSa0IMwtWhC0ILwMPwtBECJJyPsQ67XLrNm8iyu1rYwG48QVYIA5v17HmqfQgjARLQgzoQVhbtGCoAXhZZiXgqAAqSRShAmM9jLc00/vQDcDD+5w+/Y9bncP0Nc3QI87SjSlMH8hQwjjQqQUQkqUaWBKQVoJTGU8iTQxpcSUAlNKpDAxlURkThxynhVlaEGYiBaEmdCCMBkpQQpFKGrS5zMY8SVmTJ8/xXDAJG4amT1QXlIQDCkJpzz4k4P4km6CycGpkxokkOglknYjFCgEcz33qwVhMm+vIKiMIETDPVw6tocfvimisLCQtWvXsn79etatKWJ1YRFbD1/i4UgIpPGKj+D1MPZDNg2DyOPH+Bw23I5KRqqduKvtE1KJ2+nE7axitKoSb7WTuGsEaSowJeY8K8rQgjARLQgzoQXhKRSEowbHylr5zfdl/PYH+4z59cbL/Nd2B/f6BzCFeGlBCCR7sdzeyhHHv3PI8QXH7L+bMscdv+eI5X9jv1NMPJ1GkZrzXXG1IEzmrRYEpRRSxEhEPIR9Pvx+P4FAAJ/Ph8/rxef344kmSQr1TBHCy3TrepOM92MIh3h46ACO99+neukyKj/6COeHH04Zx/vLcP76t7hsNlTKBKEw9QiCFgQtCL8MQZAmvohgy6VO/r/VTt5d7Zgx/29RFSs31HG7z4Uw5EsLgjfew7WGIorLF7HXsoDiiqVTpsSyjN3XF3Kj6Stihh9FMnMjn0O0IEzmrRWEzHbP2TdMBFO3qMy8WBRPvudM3ROn+9jTH3+TTBKEvcXUvvceN/N+ReXiBVTn503IAqoL3qW64D2ceb+i5qNluKxXkGYKBOOtoucLWhAmogVhJrQgPIUwCURMdlzp4J1COx+uLpsxvyqq5F831XOn14M0Xn6KwR9zU9bwE6Vlv6a4fGWmzfQz+TXF1l+z+8aHlDUVETPC2REELQhaEHJg9oIgEUoiBEiRwBBRYklJQvrwP27hbtcwISmRwgDDxFAKhYlSCRKhQVqbHNTW3uOxK0rMGGW45S511Y10dI4QkZnGS0oaRH0Paau3U+nsoD8QJ5GZ20CQfqnjlTJ7bUgJ2Q1PsrtGTJmMABmZugslScfCPCrZR3VeHo7F72BdmodtyaIJycO2ZCH2pQuxLH6Pqk8/ZMh+FVNkBSErWLPKK2T2guAgv7CKwiNN+CPGaxCEjydl3guCRwvC2yIISgoCUYM9l1tZ9G0ZBUWOGZO/uoJ/3VxNa7cLQ2T2YvDVO3Pei+GZKYZ4H9eb11Ns+YDS8k8osS1/Kh9SnM3usiXcaNxIIpXI3s+0IGhByIEXEYS0kgiRJDLUzg2rgwqHhcY7dk6f2s+Rkou0PBwgItMoU2IoiSQFKk6g/wEnSn9g0+btnD5bSXNbOSVbd/P9+u/YU3qBeyNJhEiSCg/ivHKc3d8XsmbdDs467zKcToNQGCRe6niVSqOIYao4BkmESoGcPkIZGEhMJFKZJBMhuktKcC5ciGPxuzin3alvEfb8hVR98jGD1usIYYAguxulOYu8WkOYvSBUkV/opPBoI/5I+jUIwlNvivNcELq1ILw9gqAEvqjJrsvtLPx2+mtmLPmrrazcWsP9xyMkpUQohe+WM+fdHJ8WhFBshKu317HXupT9ZVO9RpZTavmIUstH7ClbyvXm9SRTcVDGnFdC/VwFod/fpAVhJmYtCBKEVAjjIQ+qz7Jt71kuXi2heNsByjtHCN5uo/5GLV3pOCmlUEpkRhCkRBkSMxnC6+3lbPFJzhzay+W2IWKJQWpqKrlc5cIQMUbbHVw/fZ1HIwFCnjscu2jn3mAYpZKI7Et7qumJmXgyVWESiKWo7PBy9baL67ddXL/jnjZXbruo6/KQMEwUxiwEIS8rCMsnCYIJCJUNM0RlloiqCc//VTBREHLb7jkrCEca8YVSL7ybY6jlNkoKeO52z1MIwoMTJMxXJwiZFuK5C8KCNWO7Od6lx5tAmWlGqm9yM7vd87TnoyAf+5J8avLfw/nB+4w4KlBSETVmt5tjZct24kn3pN0c55LxAl2Z5pR14Lm7ORYUWabczXHo4mlqPvoIx5L3sC7Jp3KaN0VHQV5WEI5gyie7OV5sKGRv2XJKrfNHEAIxkbMg5K2ysHJLNe2PR0lmV0R566uw5S/GPsO186wgZHZzDEWzgmBbxv7y5wvCjdvfkcqOIJivYARhbDfHsJGi5FofS9fayS+0zCgIBUX2J9s9ZwWhcba7OR49ipq4m6NlJcWWj2YWhIpP2W/7jP5AU6ZeM0dByPV95y0WhMzcmUwPMdh0mZLdxzh8ppQfTxzkdkuY4c4mnNYa+hMphFSYKpWpWUCgSGHGvFSWWTl/+TplJ3ZT7QpjqFFuN1zjzPURkiLGUL0Fa8U1HpgSM1DLmdNlNHUnUAQz7Zt58oNKp9NEIhHC4fBzE4lESIQj3On0828/1JL3NxsL/2Hln7+xTJ+vK/jrDhuDIwFiUT8uzwCdO3dRnTezIDgKsoLw8XIeX7tAKBgkHkrgjozS5+ug/znp87bT5+vA4x/N+fheJIFIlGjES58nxO9+qs5ZEL4+cJP+4QDRSAxP30PuFxbhzFEQqpevZPRWHdFIiFg4RldfQ+6CYFuO/d5B3P5RosHo3J6PSIhwxE84HCIUitLaNcgXP9Ww4OvnC8Kib8v5+/4m7vV4SESCdFfYqc1u9+yYTiLHBKFgAc4PPqD7+kVikRijgX4u3Pzu+SMItuWUVqygomkLo+5HREKxV/ZaiUQiBMI+jlx/xMKvbeStsbCkqGoGQahgxaZqyuoe4o9ECIVCPDpxmOoPP8xZEB4eKCEcCRGMhBkYusvZum8ozlEQrjWuZdjdTygUemXXTjgSpN8V5qdzLeStduQkCJ/+4KTx3mM8kSihaJw+23UcBUuwL85NEFp27yEy6iYciTDifsTFhiKK7e9zoHzFcwXhSsNa/D4P0bCfYCQ299dOOEI0EmQw6GHnhS6WrrVTUDSzIOQX2Viwuhxncw/heIjIYD+3/vDlcwXBvngRzrwFOJYto3XfPqKjXjy+Hioat7DPsvL5IwhZQegYdBIKxomE/LO6FkzT1IIwFeNFiGaC2Oh9ys+f4cKVK9ju2ak4buH4iUPUdnQTFgoMRVKlsl+TxEy5aKm3YqloZdjfR11FKY1dLuKJAWyVR7jiGCVkRnA127hmPUlXUOIbrOPQiWu09UeQxDO1AzwRhFQqhc/nw+Px4Ha7p43H48Hj8RD2j1B/v5t/2+Ekr9DBkkIriwst02ZhYSV/3VNH36CfSNDH4GAP97ftoDpvEY6C93AWTPcizghC5fLlPLhwFo/bTdgX5v5ADWdq/oPTNX/kTM1fOVPzZ87U/GVC/sSZmj9zuvovnKv7b5ruX8gcn9ubPZaZj3O2GfX6CAZG6Rr08O9bneStqshJEL7aV0t3v4dwKMJIdwf3Vn07qymGgZpK/D4PAW+Q+49qcq9BsH2E5c4+hlyDBLyBOT0XbrcLt2cYj8eNzxfkdnsPf/ixmgXPG0FYmxGEv+1rpLlrmGjAR+fVcmp++0lOglCd/x7O99+n6/I5ouEYA55uztWue64glNo+prRiBZamLQwOdxDwhsZf53N5XjweD16vlxHXEPsvPcgIQg4jCJ9sqOJyVTujfj8Bf4AHR/ZT/eEHOQtCZ+legkE/3oCf3r4mztZ9ndMIQnHFYq7cKqJv6DFer3fOz8dY/AEvjwd9bD1zh0WFzxeERasrWPFDDTfvPGI0GCAUjtFnuYYjfzGOHEYQnMsWc3vHTkJDIwSCQfoG2zlf/23OIwgXb65maLAfn2eEUY9/bs+Hx4Xb48Xv9dDjGWH7uQc5jyAsWF2Ovf4hoWiAYF83N3/3Rc6CYF+6lDt79hIcGGXU/ZDyhs2UWlZSYptZEEosK9hv/Yx7PTa87hBez2jOx+r1ejEMQwvC1CjARCkTqUyEEiAFyowy9OgBDY6b9PqCRJQEoUghM82BZAJv7z3W/eNLNmzax4lTR7BYj7J7SzF7ftzO3v0lnLFU0dDuJuV/yPWLe9m64QQbd2zkUlUzgYSRWQGgnp1iME0T0zQRQjw30kzR3hfg/+6sZdG3DhYXzjw0mFdk4x/7b+IPGShTEA2H6C7eT82ixZmLdoY3xcwIwqf0l5eRTqVQhuCR9zYl5SsorlhCSfmnlFQsp6Ti4yexfEBJxUeUlH/CfutvaejYh2EkEaaJMA2E+fxjnE3SQiBFHHckzR921OUsCIVHGnEHEgghiXoGaS9aQ2X+zHIwURCCd5sRZhppSPpGW3JexVBs+whn+1GiyTAyLef0XAhhIEQSUxiYpuRhvze3KYa11eR9W8ZXB5vpGo2gzBRDVXXUfbZiZkGYUIPg/OADBq3XkaYklPRy6daGnKYYSrNTDOHoMMKY6/Mx4bqRkrSZ5KSlL+cahE83OrE19pIwDQwjTd/ZEzlOMWRqEPqOHsIQadKmidvbwYVb37LnxkfPF4TyxdxoXk8g4sEwjJzvDbOONPCEDXZeuk/eansOgnCDX2+9RWuXm7gwkELiravMeRWDc9li7peUYoajmMIkEBnictOa3GoQbizlauM64vEIwkySFnP7WslcMybCTOFLRCm+2pNbDUKhjfe+LeNW2wiGNDC8bhq++POsRhAeHD6MDEeJJ93Y727LsQZhBQdsn9PjvYVpKISZyu04TXNcDmbirRWETG1/Zl4wJQSxtEEyZWCko5jJBK5Hg7TeaSYkUmCSXcUgUCpF1D9MY/UNKq6VcbXuHr0jj2hxlGO/Xkt72xBdI7d50JvClHH8j2pxXLNwtbYBdyiGMT4fP3mKYex559xPQRp0DkVyFoSFhVb+se8mgbAJUpKMR+kuPkD1wvwcBeETBi0VCJHpg9ATuEdpxUpKre9TWrGCUsvHlFo+eRLrh5RallNa8SkHbJ/R3HUQIdKZGg5pTppnnosIpVAvWoMQnlCDMMsixXDr3fEixSFPW+7LHG2ZIsVktgZhLs+FUiJTxKrkeA3Cn3bczE0QVpXx9aE7dHuyNQjOm9RlpximPx+TBWHEUY4SiqgR4ErjppxrEBxT1CDMdQBMmZpVkeLK6YoUcxSEgeNHxosUfYEuLjaszm0EoXwx5Xc2jNcgvLoI/DHB7isd5H2boyBsuUX7Yx+p7Aqq2S1zXEzn/oPjNQjByHDuRYo3lnKtaR3JZAwl05hzfC6kEkgpUNJ44SLFsRqEpj/9dXY1CEeOICMxkmkvlS07ci5SPGj/fHwVg5LGrI73ebzFgqAQKjNi0N9eT8mP69jwwza2bN3Mjz9spejv33P0TBlDUiJNUOLpEYc0hjIxpECqKMpQKNNAyThSpTFVGikFpjSRysi0NZZi/Pm99GlWBp2DYX63q45Fqx0sXv2cecNCK1/trycYMUGIcUFw5iwInzJoqcA0TZBjgrCCUusy9llWZIfOJ754P8pe2JkX8O2Hh5AynWk4pcScL2qY/6sYfl59EPQqBqtexTBN8leXsXLLLe4/8pJU4gUEQa9iGH+N6GWO81UQJBIDJVL4els5e+QnbtTc5E57G+1t96gqs+GobsJtmpgSspsQoLJtk0ylMBQgDJRMYUpQMgVEsze4GEoJUpBZsSDNbL+CbO3Byx6wEnQORvliRx2LVlunnSObThBS8Qg9e0tx5uVhW/weVYufs8zxJQWh6eEhzHklCHbyCyspPNKMP/w6+iD8vARB90HQgjC9IFSwcksd9x+7SMoXGUHQgqAF4QnzVhAURmY1gxEnFR/F5/fg8QVw+2MkkibpRJK0ymwJMs86C4OSdA7G+HJ7HYtWW1hUNPULeDpBSMcj9O0twZm3EOuSd6l8xYLQ+OgQpsoKgpwPgqA7Kc4oCLqTohaEaQVhch8ELQhaEF6GeSoIKrMbmEoj0mEettxk9/pC1qxaQ9GmEiy3HhFKmJhKoJCvvBPgrNGCMAktCBPRgjATWhAmowVhwrnQgjCJt1gQRObNPzlCz92znL7eizspSUsTM+2iyXGBw5dsDKRNpIC0FgQtCFoQtCBoQdCCoAVhTtGC8CrQgjAJLQgT0YIwE1oQJqMFYcK50IIwibdWECSKOArTDDLQZOHA/qt0DY3iDQTwjg5iu3CBU9cdjJoCZWbaBc8rtCBMQgvCRLQgzIQWhMloQZhwLrQgTOKtFQSlIK0Uhkxj+gO0Nfz/7L33d1THmqj9x31r5hiEAAPGB/CMz9y17sycNOm798ycw7FJDsc2xgYHEDmZKHJQzhklglBCWWp12nt3Uqe9q+q5P+wWdGMktUDChHpYtdp4Ian3q6raT9d+q95mTn/2FZ9v38XWPd9yvqaBaSNKGLfgwFJXDXthtCDkoAUhGy0I86EFIRctCFmx0IKQw1srCEjlnsAnHVQ8QtD3gPudLdx50EffiJ/JMbA3Zd4AACAASURBVIsp7zSWEiihkOoV28agBSEHLQjZaEGYDy0IuWhByIqFFoQc3lpBUMot4ezYYXz3y/nqs538ddsnfH36FAOTHibuDdDZWodHpDPFmpa6K74gWhBy0IKQjRaE+dCCkIsWhKxYaEHI4a0VBInCQUJskKHWGxyp6mF4ystgZwm3zh7k7PGrlJU2ERQSJW0cEsCzj8R9nv//wmhByEELQjZaEOZDC0IuWhCyYqEFIYe3VhCUkgglkQkvw3frOFXXQ8h2UOkg/oEujn5/mEs3WwhLCY7zeAVhzjO8MwMlu772855/nd8FaEHIRgtCNloQ5kMLQi5aELJioQUhh7dWEFAOjrKJS4Gww8ykHRJKkVQKJdKkIkHCKUFSSbAVIlNkSSmJUjZ2Msbwo2GsmSgzUYMHd7tpbWln8NE4CSeBFBKl0oStMfq67tPRcZdAKEZKKRRO5sDmrLezgFT8vGWOWt6XOWp5jnrlcwlCKh5l9MAh6gsKqMxLEDYxWV6K49hZxZoWIQiDx3DkbLEm8RzXO38TSqHU8x+1LDKC0PfJp3MW31lOQVjaeLinhM4Waxr2WPxhX9Pjcs9r8hQEJWaLNb1cQVjOYk1KKexFFmt6WhAmLp17KYJQVLqGks7Pib6EYk2LEYRV28r5YE8jD4e8pKREZgShqqCQ6nkqof5cENxiTeHYIoo1zQpCMo5SdmbcL/HYWQpBMF1BqCpYZkHIFMN7XKxJOYu+5vl4iwVBoKSTOUo57u5jVBIyt26lMiWZpXQn8NnDFFUa4Zh0193g60++oH7gHoMPa9jz6U52f3mMq9e78Iog0pak42M0lO7lx7/uZceuT7lc18NEWqGIuKWjs9/OYjuyfLFiTYl41K3mWLA6v2JNm37NZMWtjCDAiPlgcbUY+o8hRMoVBLX01Rzdqm7JRRdr2naiDSOcwlGKGXOa3k8/pWqOCf/FBOGpm+KyCoJAkUZKiRTwaMrkd9+5glC46xbvbstTEJx0VrnnN0gQxIsKwlkaNr637IJwoHQ1tzs+feUEYcWOErbsaaX3URBbCoQCo7WBilWrqFwzd9XPWUFo2PAuvYePuIIgJaHoFNc68iz3nCMIy1XNUYJ8MUGwzSAd+VRzXApBeIFqjgvdL99aQVBIlJRIJVDEUIJMyWBwiyoJVwoUoDITOIBySM9YtJRc5sKRwzQPDdDf28ihAwe4UdJJ76MQISVQaQdfTxW3z59lYCyKx3+HM9fqueeJoVQCkRGExx1TLq6uuRRpeifCT8o95ykIVsRBOYKZWIShA0eoX7mQIBRQVbiSuk2/ZqL8FradRjmKYSPPFYSM4d7pO4LjpBDCQQgb4SxtTfu0lCiZwB9NL6rc88fH2wiGkjhSETWm6Pnkk0UJgtXdgRQOylGM++5yrHwLB/IRhMqNNPadIZ6OIZ2lrWkvhIOQSRzHwXEkg5MGv/uuiXe2Vi4oCLPlngd9MZSTYqqmMSMI85R7Xl1I1dpC6gt/Rd2G9UxVlaCEIpIK5l/uuXQzVd17icWnlyEeT/UVJ8mZ8jFW/KWCgnwE4ct6KtvHSAkH27EZLz5Dw8aNGUFYuNzz2OnjpJ00jhQErX6utG2jKK9yz6sp6fyMyIyx6Plhcc0mELH5Pm9BuM3mr1t4OBgg5dg4UhForqOycHGCIKIzCCGwIpNca9/JgYp1eZZ7/pREPIYUKewljosj7Mz8amOl4hy4McK7u6rmLIb3M0Ho8bqCYATyK/e8tpC6VbnlnuMpP9Xdi1lB+CdGgm04tkKI9KKudyFReGsFQaIQUoFIYlojdD+YIGYLpFIokWJyeIih4SBCuv9WItz6DVKBkIhQgPqrZ2keHGZ8opfTp07w3bd7OHnuIv2WgxBpJptvU3GrhP60IB3t5OyF29wdtkA6boIkTwQhmUximiaGYWCa5oItZgW50zvF/95b5wrC9vkHdsGOSv7vgXrGp0LMhEJ4Jifo27d/wXLP1asLMo8Y3mfg2kWCwQBRM8a9sWYOlX3gfgpaQBCOVHxIw90fMQ0T0wxhmgamYeV1nfm2gBkiEg4wPG3yL9/U5S0IfzncyPC4n1A0xtRIL10ffUT12tV5CUL9+x8w0VBDyDKwgiF6h5s5Vr45L0EoqtxIZfdRpgNThI3wksbCNA1My4dhBDHNMN19Y/zr3gZWflS9oCCs+riUPx1uo/PRNDMhk4FbZTR8uJnq1QXUrp1fEBpWv0Pt+vUMXCsmFo4xGRimuPET9pcvvIJQVLqJkravmJrux1ryeJg5Yyto+jlytY+Vf6mkYGc5a3fUzisIm/5Wx7WaHvyhEJZp0XfyCA0b36N67TtUrJ1PEAqoXVvIwOEDRCIhDMtidLydi01b8xKEQ+VrudG2k4npESxracdLTlzMAEOTJrvPdeQlCO9sv8Wm3U20dY0QMA0isTSjFbepXrOaqrUr8xCEtXR9/yPhKS9WKMTY5EOKmz+iqGo9R8u2LLiCcLVlO97pKUKmn6AVWdpYWEFM0yJkBhkNevnuUj/v7qpi9RyPcJ8WhOq2R0RmwkQmRmn+7R/yEoT6wgKq16+j+0AR4Skf/sAQpW1fcbj8gwUF4WDFFo5U/oYHY9WYRgzLDOQ9FgzDIJ1Oa0F4FlJJ1z5TIR52VXDixh3MhI2jJMqJ01ZVRcmNemK2wFEqU7RJuY8cbAcVCdBy4yztQ5OkZQopk8StfkoqL1M7FCImBZ6uWkoqixmIO0TGWjl9/joPx0IoKXFUriCkUinC4TDhcJhQKDRvsyyLmbBJR/80/7K3nlXbqlizfYEVhB2V/KmogcnpCDOhML7pKfq/P0DdylVUrVlB7eo5OvDqJysIQzeuYJkmMSvGg8nWvFcQjlR8SOP9A4TCIcKhCOGQRTgUWfA6F9OMUIRIOMCIL8S/flufhyDUULi9lr8ebWHcYxGOxvCM9nF/+3aqF5GDMN3cQNgyiVhR+kdb5xGETTntUNWvqbl/Ap/pJRqKLmksQmGLUDhIKGQRDkW5NzDBb7MEYe18Kwgfl/A/R9q5NxogHrYYLq2i8TdbqFq9cmFBKHQF4dGNS8TCMTzGKFdaPudAxbq8BKHszm68/kdErNjSxiNr3IRCIaywwYmbj1i51RWENTvmX0HY/EUdNxv6CYYjWJbFozMnaHx/Y96C8OjoIcLREFY4zMRkF5ea/7oIQdjFlHd0WeLxpL+YjE6H+OZiN6u2Vy+8grCthE27G7lzdwQjHCISTTFRVUr16tVUr1lYEOo3rOXuj/uJeLyEwiGmvANcadtOUeV6jpYuLAjXWncS8HsJWwGMJR47VtjEskKELYNx0893lwfyEoTVO6oo2FFOXccIkZkw0clxWv/w73klKdYXrqRm/XoeHD5MbDqIYY1S3rGHQ3kIQlH5Zo5U/obeyTrCVpxIyMj7WsPhMI7jaEF4JipNSqaw4z4mmy9yrjtIyFY4ygGRYKS9m9qSKnwi6S7vqUzWgEwjZvw0XDnO5//9H+zef5yrVQ38dOoYJw8f4mzxeW40dHKnP0As1MOtq0c4uPsa3//wN4qr2jHiNpJMfkP223mO54YDU/FF72Kwog5KCNIzkUXtYqjbtIWpinK3QwnJsHl30bsY7EySIuJVyEFwdzFsO96OEXJ3MSTNxe9iiN7vRkk3B2Eq2LPoJMWkE1+GZ+5uIq1SEikVwx5z0bsYRoIJlEjjqW2i4cPNi8pBmK4uQ0lFzLYWl4Nw7zsSKf8rl4PwwVcN1HRNuDkIznPsYjhzEieTgxCKDHHtzo7F7WJIhpY1HkoJzBmx6F0MD4e9JKXbx8zm2ufYxeAmKS4qB+H2u9zq+OxxkuJy5SAo6RC2Uxy8NbboHARbOtim8QI5CEFq7n63qF0M41b7opIUpZSPd9zNx1ssCAJHOYi0hdVbzu7vD3D2ZgPReIqBux0c+3YfN5t78SuFcpQb+MzX2TMW7TWl3C6+wNXblVQ3tXDt+lWu3a7iXt8DBkdGGBj1kpARAv21lJ8v5VJVDR4rRlpl0iDVCyYpKkHfRIw/7n2ebY7yubY5TpRl7WJYpCC0DR4jnUlSRIolvwksfhdDRhBOtGOEM4LwHNscI/e7UJnTNieeZxeDs0y7GLIFYWqx2xy7HicpTtc10fibxQmCp7o0IwiLS1KsvruPmbj31dvF8GU9VR3jpMXzbXMc/+kEtki7SYqhQa62Pd82x+VrAvM5tjk+FgQhMZpqXkgQrnfsei5BWOpdDFJJpHLPvrHSCTcH4Xm3OT6PIERnSKQCVC9ym+O4uThByPc++fYKAgqFjVRpnESQnrYKLl+6wv4fj3H61AXqG5oZjSSJKAW2O+nCkwlYCgcp3DwGqRykcpN1pEqjlIOQkrQSKHsGJdIkH3c+RSbv8cXQ5yDkoM9ByEafgzAf+hyEXPQ5CFmx0Ocg5PBWCwKksZHElUKJEImQl7amTvpH/CSUxFaZA5Ls2WJN7s1dKndXpCNxPxErG6Uc95OxSmVEwEbJNCkJtrJRMgXSebxyoAXhRQOQixaEbLQgzIcWhFy0IGTFQgtCDm+xIOSy2KWXXxwtCDloQchGC8J8aEHIRQtCViy0IOSgBSGDFgQtCFoQtCBoQdCCoAXhCVoQXle0IOSgBSEbLQjzoQUhFy0IWbHQgpCDFoTXFS0IOWhByEYLwnxoQchFC0JWLLQg5KAF4XVFC0IOWhCy0YIwH1oQctGCkBULLQg5aEF4XdGCkIMWhGy0IMyHFoRctCBkxUILQg5aEF5XtCDkoAUhGy0I86EFIRctCFmx0IKQgxaEPFGZP+5BCO5ZCFJJECn3BC4kCgehFCjHPUxJSWxAItzTuTJVIpEK8aJvUwtCDloQstGCMB9aEHLRgpAVCy0IOWhByJPHwZEKHIHjCGzpIO2Ye661k0CoBCkUSqZQ0sZWDkllI9UMKSlxpEDINKQVCS0IS4oWhGy0IMyHFoRctCBkxUILQg5aEPJEzZZPkBLkDHbMy92OHoYjNk4ixGBrLaXXq+m8O0jIcc97T6sk8fFOWiorqLjdwIQvRkIqsCU2L/iL1IKQwy8pCOpNFITAiwqCWrwg3PuOeNL/6gnCl/W/mCCUdH1OLBFaVkGQzykIs7UYXqog3H55ghC2k1oQtCDkx2wNBpSNkzRovX2Rr3d+Q0XPOCNdpXz3/SF+2P0Vx48co96TJi2S2NYQjZcPsnPfcYq+/JwrVZ1MJRxw3JoNL/aGXi9BaB868UYKQuR+N0o6b5QgbD3exXAw8fyCUF2KEosv1uRWcwwsuyAIaXO+cpKVWyufSxCmrlygYePGlyMInZ8xkwwvazykEpgzixeE3hEfqcxN4+UKwmcvRRAiz1nN8ZcQhNliTVoQ5mD5BUGgVBKpUqSTMe5WVXD55DnqO+7QcOFHbvR4ScRHaW8q5VCLn3Q6Sri7jOtXL1Eftkn4Ojl5rYJOTwTpZKoaknuC46LeuxL0T8b4w74mVm2roHCOeuVPC8JsuefUTITRAwepL1hJ5bvzCUJBptxzliCIbEFYP78glG3maOVvuDN4DGe23PNyCIJSLK6aYxWF22vYfrIDI2wvXhAKV1C3cQvhe10oKVCCx9UcD+QrCH1nSNgzqBdOSHkaVxBmqzmOeCz+LQ9BWLGr/rEgDPlnUE4qSxBWzB2P1YVUrS2kvvCJIEihiNom19u/Wlw1x4Tv6UKnS8bsGHNkmvMVE6zcWknBPIKwek5BOJ8lCIXUzNFfHldzPH0CW2QEITTAlbZtFJW8746deQShqGwNJZ1PVhCWa26TysFYhCAUbCtny9cN9A77SWf6WLC5hupVq6kuzFMQDj+p5hiOvZqCEEonOXhzlHd3VVG4/dnz69OCcKfX59bwMRchCKtcQRjMrubYvTdPQdjC0con5Z4XKwgL3Xu0IORLJv8grZRbgzwSov7WeWpbGqj86Rz1/hAz9jT3Gks4XDmKbcfxNlZRfbuGHjuNY3Ry9lw5bSMpBH6EyhWEZDJJMBjE7/fn1UJBLy33x/jfe+tZ9XE1a7bPP7BX7ajk/+yvY3gsiBUIMDU6RO83e2lYtYqqde9Qu3aODry64PEKQt+VS3i9XkJBk7tj9Rwq+yAvQThS8SENd3/E5/MRCBj4/T78/vyvNZ/mDRgEA1MMTAb412/qKPiobAFBqKVwex1/OdxI/5AH07CYetTDvb9+lLcg1GzYxHhdNUbAT9Bn0DPYwLHyzXkJwqGqX1PRfZRJ7zgBb2BJY+H3+/AHPO6rz6DjwTC//7YhL0FYta2U/z58h/b+KQyfh95rt2n4cDPVqwvm7COzgtCw+h3qNmyg98p5jIDJmHeQy02fcaB83YKCUFS6iZK2r5iY6iXoM5c4Hm4LBAIEAgGmfVMcvtLLir9UULCznLU7aueY/MtZta2MLV/Wc632IV7DIBgI0nfiMHUbNlC99h0q1s4nCAXUri2k/9B+DCNAwDQYHr3DxaateQnCwbK1XGvezujko8fvfXni4mNwPMDuc50UbKtaUBDe2X6LTbubaOkYwhvwEzBCDJddp3r1WqrWrF5QEOrWraHzu+8Jjk7gDwQYHn/A5dZtFFWt52jplgUF4UrTNjyT4wT9HrwBY2njEfDh9wcIBnwM+SbZe7GPd3dVsXqOD2CzgrB6RxUFO8qpahkgYPoJDg3S8vt/o7pgYUGoLyygdsN6ug8cwBidYmq6j9K2rzhc/kFeKwhHK/+Je6OVBP1hggFv3mMhGAxi27YWhCVBuY7gKIlSNsoK0HqlmNbOdkpvX6F+ZJJYdILa0ktcbhgh4Tj47tVSU3KZ4bCFf7iVE+dLuTs5g1IzCHIFIZVKEQqFME2TUCi0YIuGgnT0e/jnffkJQsGOSv50sJEJT4ioZeGfmqD/233UF6ykat071Kx99grCrCDUvL+JgatXMIJBoqEw9yeaFiUITfcPYJkmlhUmFDIJWeG8rjPfFgyFCYV8DE0b/Pbb+rwFYeuRJkYnDcLhCL7Rfu5/vC1/QXhvM1NN9YQsg5ARpm+keVGCUHX3GN6gh5CxdHFwm0koFMCyTEwzzN2+MX73TT0FH1XPLwg76yn4uIT/OdpB15CXqBXkUUkljR9upmr1yoUFofAdatat49GNy4StCFPGKJebP2N/+cIrCEWlmyhr/5pp3yAhM7LE8XCbZVlYlkXA9HH8xoC7grCznDU75lpBKGfVtlI2f1HHjfo+gqEwlmUxcPoY9e+9l7cgDB45SChsYoQsRsc7KG76a34rCKWrud66kynv6LLE43FcQgYjHos9F7oWIQjNtHWNEDANrHCUsapbVK1ek7cgdH//I6GpaUzLYtI7wJW27RRVruPIQoJQ8i7XWnfi900TtgIYoaXtK1bIxLJChEMmY4aP7y4P5CUIhdsrWbm9nNr2YcywQWhshJbf/TGvFYT6wpXUrF/P/UOHCU/58AeHKbvzNYfyEISD5Vs4XPEhDydqCJkxQlYwr+s0TZNwOIzjOFoQlgQ1u4hgY8f8VJwu4tN//3f+9vVuztw4xe4vf2DPl3s4dPBHLpbU0vAgQDI8TtmVY3z9yV6+/PobbjZ2408LcBTiqaWg2eBLKRdsSimUtOmfjPDbH5pYta2aNdsWWBZcohwE8TgH4e6ichA6Bo4jRAopBFI6SLHwdS6mOUqhVHIRjxhcQdh+6g5mNP2L5yAsZSykFEiVRkqBUq9RDsLsIwaR3zh4nqaUwhapX2wXgxV+9Ny7GJYrJovNQVixo4Qte1rpHzJxpEQohdFaR8Wq1VTOM3Z+noMQR0r5fDkIyThKpnHk0sZFSAchBUrar9UuhtkcBCXtRY2Fhe6XWhDyJSMIChuZNBnrbuROXT3N7e088vbTV3+P5toHDAwOMT49QZ8/gZIpjMlBuiq6qW/rZyqaJq4k2CCUnfvt88xDePzvpE3/ZJTffd/Eqm1VrN7+cgTBeU5BaB90BUFJ6W4LXOJfk8NiBaGGwu21bD/Zjhl9jhyEx4LQ9comKbr9RDE89RyC8CK7GDKC8Kptc5wdO7+kIJihV2+bo1RiUTkIK7eXsmVPMw8H/aSleCwIlatWU5VvDsKRrByEVzRJ8XUShLFFJinme7/RgrBEzBXwZSsj/ZrtYniTtznqcxD0OQh5C4I+B0Gfg7AsgqC3Oc6LFgQtCFoQZtGCMB9aEHLRgpAVCy0IOWhBeF3RgpCDFoRstCDMhxaEXLQgZMVCC0IOWhBeV7Qg5KAFIRstCPOhBSEXLQhZsdCCkIMWhNcVLQg5aEHIRgvCfGhByEULQlYstCDkoAXhdUULQg5aELLRgjAfWhBy0YKQFQstCDloQXhd0YKQgxaEbLQgzIcWhFy0IGTFQgtCDloQXle0IOSgBSEbLQjzoQUhFy0IWbHQgpCDFoTXFS0IOWhByEYLwnxoQchFC0JWLLQg5KAF4XVFC0IOWhCy0YIwH1oQctGCkBULLQg5aEF4XdGCkIMWhGy0IMyHFoRctCBkxUILQg5aEJ4b+fjGgHJQwj37Xij3ZiWVytwMHRA2Qrr/TyrlfumLzoJK0D8ZywhCBavmqDamBUELghaEXLQg5LJ4QSjngz2N9Ax5tSBoQXhh3kxBUO6NHyeNOX2fy6dOc6DoFDeqOwjZEkc54CTwDdzjxvH9HDlaTO9YkLhSkAYbe+GfMS82/VMRVxA+rmbVjvkH9S8tCJ2Dx5EyIwjLUKxJC0I2WhDmQwtCLosXhBI++LqVnkdBkkpoQdCC8EK8oYKgwAElvQz1lnF47xnOXqunvnuEhC1BJEj4xrh54TRHT/3EmROHOFvWyNCMjVQ2qUzXzq7VsLhmMzAVXZQg/PlwM6GoQAlBeibCWNEh6hcUhIIsQSjNKvd8j4OleQhC2WaOVv7msSAoKVGZSWUpm1AK9TyCcKIDM+IgpCJheJ5LEJQSKKGYDCxSEPrOkHRcQVjaeEgUtvs6Kwh7FxaEFbvqnwhCII4Sabz1zTT9ZvMiBGHd8wlC2WZq7n1HPOlHyaXtG083R6Y5W+EKQkE+gvBl/RNBcLIEYe2vqHy3kJo5+kv16oJnl3tu205RyfscqlhYEEo6PyOaEYTlalI5GDGRtyCs+vh2jiBIqTCaM4JQuHoRgvAc1RxL3GqOqVQcpWx33C/12FESJbMEYVcVhdufvUL7tCDceejDVg6OuThBqH4sCHES6QDVGUEoqtiYhyB8+FgQlHKe+9qfhRaE50VJEBIlQgz1VrJn57fs3f8TZU09zDgKKVJ4O6q5efUSPTGblHWP01eqaRtPILEQyv2YlDNQF1W7PM2AJ8Yf9zWyals1hTvmH9grt1fwP4ebCEUdlOOQjIUZO7CwIFSvdgWhbtPsCoKNEpIR6y4HS7dwsHx+QThYtpnD5R/S3n8Ux0khhUBKZ8lr2rt14ZP4o2l+/11T3oLw8fE7GGEHISQJw0Pfrk+oKZxfDrIFIfKgGymcjCA8yFsQDlX9msb+sySdONJZ2lhIKZAynXlVjHgs/rC3kRVbK+cXhJ31FHxcwtYTXQwFZpB2ium6Zpr+6QMqV62gevVcEvlEEOo2bMBTXYoUimja4Eb7V+wvn18Qiso3crBsCzV39xFP+pDOYsfC4lraSXK2fJyVf6mkYGc5a3fU5iEIE6SEwLbTTF25QOP771O99h0q1s4tCDVrCqhdu8oVBCeNIwVBs5/LLR+z//bGBQWhqHQ1JZ2fEYmbyxoPIWzMGcGP13sp2Fa1oCCs/OtNPtjdQu+wQVIKhCMJNtVQu2oNtavX5CUI/UeOIaIzCCkXLQi3Oz8nmZhBynRm3C9hLKSDEAIpbaxUnKIbI7y7q4rVczzCzRaEgh3lriBIG9sI0P5v/0lVwd/NO49UrVnlCsK6dfSfOIGIzDCT8FF9dx8Hy7ZQVD6/IBwo3cThig8z5Z4VUtqL+L0LpJRaEJYFZaNkCuUo4hEP9+80U1lynbPFl7k3FiMt03hbblJZdpt7jsI26zh7toyOoRSOMlBOriCkUik8Hg9TU1N4PJ4Fm3d6gqa7o/xuTx2rtlVRuMAKwsrtFfzXDzUMDHnxezyMDw3y8Otv8haEmvd/Tc/F80xMTBCY9tH+qIqDpVvcZdJ5BOFwxRYOlf0jNZ3fMTk5icfjxTM1hWdqOq/rzLdNeLxMe0Z4OOrhX/bUUfBRWV6C8N9FDTzsn8Y77WO0t5vuv2ylYe3avAVhpLoCr2cS76SXu/21i1pBKG0/yOjkMN5J75LGwuOZwuMZw+OZxOPx0do9wG+/rqXg45oFVxAKt5Xxp8NttPaOE/BM0HPlJg0fbspbEGrWraOn+Cxej49Hk71cbNi14ArCocpfc6hsCyVtXzEydp/pKf8Sx+OpvjI1xuErvazcmp8gbPpbLZer7jM2PY3HM82Do0XUv/de3oLw8MAPeH0epqan6Rto5HzDnykqeZ/DlRsWFIQrTR8zONK7rPGYmprg4ZCHL35qy2sFoWDbbTZ/2UR9az9jXg8Bv8HQzSuLEoT2vfvwPhrGM+1hcLib4uaP8haEK83bmBgfYXpqjAmPb2lj4ZlkyjON1zNJ/9Qo3154mJcgrN5RxcrtZZQ2PGTa78E30EfL7/5ITeGv8hSEd+n44Qf8QxOMTfRQ0vql+wi38ul59anVt/ItHKn4kM7BUjxTQaY9E3lfq8/nw7ZtLQjLgbs0p5BS4KSTRCMhzKm7VJSep7YvQjJp4LvXQNP1Yto8IcYeXuXU2dv0TyZJYqPEk++jlMJxHGKxWN5tJhbh7iODP3zbwKpt5RTunH8Xw8rtFfypqAGPL0YiGsXyT/Poux/yFoTaX29m+OZ1IuEwyVic3unW/B4xlG/hcPk/Ut9ThBUJMROdIR6JEIvOLOp6F2rh2AwzMYOxQJjf7m3IewVh65EWJqZjzMTiGJNDPNi2fVGPGALtLczEIsSjCR5N3FnECsL71Dw4iRkJMhNZ2ljEYlFiMYtYLEIsjQ2ANAAAIABJREFUFqfnkYfff1PPiq0LP2JY9XEpfz7WwYNxg0QkxGh5TSYHId8VhPWM3L5GPBbHH57kauvf8nrEcKhsCxUdewgYI8xEE0scj9wWipicvDWU9wrC5i/rKWl+RGjG/fqRc6do2Lgxb0EYPn6YaCxMdGaGyaluipu2cqDk/QVzEIpKV3Pzzi68wclljUckGmYyEOPb4nt5CcKvtt1i0+5munumiMSixGeSeGvKFiUIDw4cJB4wmInH8QaGuXpnZ96CcL1tF5YZYCZqEY7FlzQW0ViEaGZ+9YQNvr88uKgVhIauMaLxKDHPBHf++B9UrsxzBWH9OnqOHCHuNzGsMSo7v8krB+FAmbuC0O+pJxZNMhMLL+p6hRBaEJYDCe7zLzvBcGcte3b9J3/e9QOXSu8xOdNHVf0dWrru0n3lFNv++jc+/ewrajqGiKQUSjog3GSS539WJng0nXi8zbEwj22O/3O4mXAsk4MQjzJedDj/Rwy/3sxURRlCOCAUo3nmIBws28SRig+5M3QCR7k5CMhXJwdh24l2rIhASPlcSYqR+93M5iBMBXsWJQiN/WdJicTy5iAoGJ0O8ce9jaxYKAdhZz0FmRyE4cc5CC2PBWHuPJWMIBRmkhSrS1FSPclByPMRQ+3970mmgy8lB+FcxcRjQVizI58chAnSUiCEjefqhbwEoTr7EYO0caSbg3ClbRsH8nnEULaGko7PiCVCyxoPqQRWXPLDtd68BOHvP77Jlj2t9A0ZOCqzi6G1nppFPmLITlK83rFrUY8YUqkEy5uDYBO2kxzM5CDku4KQk4Pw7/+1qEcMAydPomJxkukgNfe+c3MQFnjEUFS2mcMVHzIe6nDzv3UOwrN56SsImYa0SYa8TPR3cH/Ew3hUIoSHaTOEP5EiFZxm/GEvvcN+wikbqZJgK5RKveAb0OcgZKN3MWSjdzHMh97FkMtidzGs2FHClj2t9D4KYku9i0HvYngx3khBmFUEBQgUQjjYMkZc2ZCU2CqBo9LYSoFMYiuBkklQUZQDzot2bS0IOWhByEYLwnxoQchlsYKwcnspW/Y08/BRgLTU5yBoQXgx3lBB+IXRgpCDFoRstCDMhxaEXPRJilmx0IKQgxaE1xUtCDloQchGC8J8aEHIRQtCViy0IOSgBeF1RQtCDloQstGCMB9aEHLRgpAVCy0IOWhBeF3RgpCDFoRstCDMhxaEXLQgZMVCC0IOWhBeV7Qg5KAFIRstCPOhBSEXLQhZsdCCkIMWhNcVLQg5aEHIRgvCfGhByEULQlYstCDkoAXhdUULQg5aELLRgjAfWhBy0YKQFQstCDloQXhunpyDoLL/ptymVOYemH1SlXvU1eOvfrEf/+KCMJoRhEotCFoQtCBoQdCCoAXhKbQgPDdPBEFmmuLJUZ1SuQcooWyUEjhKuTeS2SqOL/zjX0wQkokowwcPUrdyJdVrfkXdnOfsa0HQgqAFQQuCFgQtCFoQ8sZdKMjc9KWNSMex0zZJoUgrEEoicUDM4KSSJNIOaakQzN4bX/B9akHIYS5BWD1HlcsngtChBWEOQXBrMTTT+JvNWhCyBGHi0rmXIghFpWso6fyc6JsuCDHPGykId/Io96wF4Q0WBKEUyDQJc4qbPx3i2799zbnbjfhTIlOYKMLQvWaOfP8du78por1/gqScfRTxyx61/KYLwoqtJazeUTFnkZXHxZqOt2OEtCDMJQie2iYaPtSCkCsIZ2nY+N6yC8KB0tXc7vj0jReEUHSKax35V3N8LQTBNGj7w39oQciDN1IQJJBWCpmwuFtzg4unjlNdepsTl29R+8BLSsWxpnu5de4I16/c4Ma1W5y9VcuoEUeiUBlBeP6qYw69UzF+t6+ZFR9VUrCtglXbq+ZsKz6u5s+H7hCKuNUcUzMRhg4eoHbl31Ff8Hc0rFpJbeGzW3XBO9S9/z7e0lKE7d5MR0KdFJVt5mBlIYcq3udQxcbMa6ZVbuBQxXscLH+fI1X/4AqCTKKkREnHfX3ua/95E0qiVJJA1OZ3+5r41V/KMtde+cx4rNlWzcrttXx0op1g2MaWklRwmr5dn1BXWDhnLGZb48p3qNm4hXB3t1uhUigm/N0cLf+A/ZVrc2NR8T6HKt7LaUVV79I4cJqEMwNLXr1Q4lZ1k0ipGPaY/H5vAyv+UsWKnWUU7KjJiUXh9kpWba9mxY4GVmwt4y/H77mC4NgEqhto/octVK381ZyxqCssoHZ1AY0r/56adWvxVd5yqznaBtfaP+eHsoJnxONJK6pcz4HSjdTc/Y540r/s1RxtYfNTxRi/+ks5K3ZVUri9es5xs/LjCjZ/2UBF5xS2EDiOw+TFMzS8t4HaVX9P1ZoCagsLnhmXmlUrqFtdwPhPJ3CEja0kVmiQq3f+yoHSDRyqXPfzcVPxPkWVGymq2MT+0lXc6vyEaMJc1nhI5RCYEey73sc7H80di9n2zrYatuyu4/6Qn5SUOEpiNdVRubKA2oJ35uwn9asLqFm1gqa1axk4fBg1M4NUCis2yfX2HRSVr+Fw6c/jcajiPQ5WuPPJ/pI13OrYQTIdQUkHscR9RSqJlBJkmlA6xf5bo6zdWUvBtkoKt1dR+My5pJx3dlSzYlsJLb0BHCVwzCCtf/g3at75/xacSxpW/Iqad99l8OQJVCxGIh2k+u4+isrcsTHf2DlQvoHDFf/ImNmOFIrFVnNcCC0Iz4kA4grsQB81l49SNRwmpSbpunON4ttBEnKGyfYybl29Sm9cYIe6uFB8lfaJkFvcKfN9cjqndDtnXr9cmaR32uL3+xtZv62c93eUs2FXxZzt3e01bD/UTiTiIISNHYnRc+wQt9/7FXVrV1O9biOVG9b/rFWsX0fZu+9S/o+bMEpKEUlBSglGQ+0cLPkXDlau42D5Fg6W/ebZrfw3HKn8X3QMnEHIGaSjUDK96I684KQvBVKkCEZs/u37GtZ8fIuNn1bOGY/3d1by7q4atp9qwwgnmVESxz9N55dfULZhwzNjkd0a1hRy/R9/Q7irB5lWKEcw7u/kaMl/sL9i49zxyLSi6o009J8hbseQztLGIrsJIRjy+PmvH8vZ8NcK1u2qZc1nt3Ji8d6uCt7fWcHGHeWs//g2207cZ8QXx047hCtrafynf6bs3bVUrF/37D6yYR1VG9ZQv3Ydt7dsIlBxE+nYRNJBrt75gh/K180fj8otHCz/J2q6jzITD6LEMguCLTlX1U/h9hus/qSUDTtvP7OPrN9ZxtptJXy4u5rbnT5EykGmBVNXi6n8h3+gbu27lG1cQ/l7c8Rl/XqqNmxg6NxpVNohqSSWNcT11o84UPKPc8ej9J85WL6FA6WbuNm9h1A8gBBLXyL9yVzi4I3bfHerh7Xb5p5DZlvBjmr+dU8pXUMWjuOQlAqzrpFr69ZRueGdOcdM1XsbqFi3jqb3NtF37CAibiGkxIyNU9r6N46VbuFI2T/MGZfDFf9E0e0PKOv8jBnH5y5ELnFfEUphSwkiTiSt2F82wOZPq9m4o9wdIzsrnho7pWz45BYrP6tl/bZimnsDCKGwTS9Vf/p3KgsL5p9L1r9L1Zq1lP76H+g7cxo1EyGRNKnuPsKhiv9FUeXmecfOgcqNHC7/HaNGD1I4qDz7Sfa9Zj60IDwnbpAV6cAglZeLaPWGsOU0zc1lnC8dJy1m8LZd5mZ5Fb22IGU1cOLiDTrHTJRyfiYItm0TDocJhUJ5tZmQxcSUwc2WIYpreyiuvc+Fup4529n6Xio6+wkE/YRCFpY/xHhLG70XT9N38Ty9Fy/Tf6H4ma3vQjG91y4x3Xcf04piRcJM+oZofnib5t7zNPdeofnhdZp7r/2stfRdp23gJo/GW7FCfiwrRihkZlp+15pPM60EYSuKNxDmeusjztb2cLHh4ZzxKK7r4VzdANWd4xi+EIFwmLBvmqG6CvqunJ0zFrNt6PwpHl69jDU0QtSKETJNpnxDtD0spbHv0jNjkd2a+orpG7+LYVmELGNJY5HdLMtiYtpLaXMfl6pGuFA7yrn6vpxYXKzr4VKt2y7WPKCqY5QJTxgjHMHb95DBmzfoO3+R/guX5ugfFxm4cI6hcxfpuXKdyZ77hEMWfjPI3eEmGvsuzh+L3is0PbzGw+E2goaXkLU8sZhtYdPkXt8E52r7OV83yMW6ufvJ+dr7XG4e4u6wQdQMETHDTHTdpe/KdR6du0jvxXP0Xrg4Rz+5xGDxFXxdXcTMCMFwBL9/mHtDlbT0PXu8NPdeo/nhLZp7r9DSd5V7I234Df+yxiMRiBEIGDQ+GORczdxzyOOxU9PLrYYehidNTCuGFU4QejhE74Vi+i7+NPe4uXiJvvMXGSo+y2h7A5bpI2RF8AdGeThcSWvv/P2kpe86TT1XuTfciM8KYFmRpZ9HQmHMUJhYKIjfitLY6+Fy/UOKax5wqdadN54eOxdr+/ipbpjimgcMjfkJh6JYQQ+9FTfoP3t63nmkp/giPRcv0nvpBuPt3YQDBobhpWeohebe6zT2Xl5gHrlEW38p495xt28vIh7hcBgn68PJs9CC8JzM2qaITNFdforyllYGB+5z8cptbt4ZIBQNMNHTRM21C9T1e+huvcXRK5UM+uMgE+4OB54IQjqdxjRNDMPIq1mGhWmECAQtAkYQvxHEaxpzNyNIwAhgmEEMw8QKmoT9fsL+aaygDysYwAoG52kBLMPAMk1CQQMz6H6/gOHPvM7fgoYf0zQwjPyvcTEtaFgYRohgMITXH8FrWPPGw2dYeI0QftPECBkEzLAbF8OPFZhaIBZBIoEAoWAQwwhimCaGYWXeh5+g4c0jJtMEAv7M11nLEpMnzSQYDBMIRAgEIviDodxYmAYB40kLGiamYRI0DPzBAIGAf95YhAIBIgEvoUCAYNDCb4QeX1fQCBA0fQvEwkfQ8BE0Apn+sTx9ZLaZmZj4gxYBw8RvzDNuTAOfaWGYVmZ8mhiBEGbAIhQIYBreOcdOKNOsoIUZDLk/3/QSXHDMBAkYfoJmgOCy9gu3RXxxrGAQv+HHa0Tmn0dMA69p4jMsAkYY04gSMANYRpBQwE9ogb5iBYOE/FOYhp+gaRI0woQCFpYZxG968Vrzjx2/GcAbDuK3ghimH9PwLct4MQ0D07IIGFbO2Hi6r/hMg0DQxG+ECBgWhmkSNA0M050zQ/7542EYmeYPYPiDmIbljlcjQNDwETDmHzv+oJdA0EfQmJ2D8hs7pumKhG3bWhCWA4UihUI6UYyBVr78/HM+3rqTc8UVjEQsypsqabl7j4e3fmLr1i/45PN9NPUME5PqmYIgpURknnEKIRZstpSZZfU0SjhIIRBy7iYdB2ULhJA4QiJFCimSCOmglEAoga3UnE0IhXIUyna/j3QcpCOQjsqvCYXjuEle+Vzf4lsKR9juI4y0Qjpy3ngIIRHCwVZJkiqJLRTObGyknDcWtlI4EhzpLkemZBpHKIQjkY5AOfaC8VBCIDOxcIRapphkmuNer5QOSthI56m+IZ5uDlKkkbaDEBJbLhALJZHKwVaStFJuLB2FEA5KOCgh54+FM9ufJMJxfw/LGQ9HSjdnRaRRIun+HuYbOyKFEikcIXCEQDhuTNJKYuNe97NjI0krSVrOXpONEO51zt8/ZKaPKKR0ECK/OeG54+Eo97qEgxRq/nEjBQklSUmJkAphS9IyRlolsZWDnDMW2WNHIoVECElauONVOWT6Wnre2AghSSubtEwgZBIh0ssTEyGQjo1yUj8bH7l9w0GJlNuPnDS2cLClk5lflDtHzDevzj7WUAIhbXf+dxRSSJTjZMbGfGNHuv3XsZmd2/O9xqcfZz8LLQgvyOxz3kAggM/nIxqNIqUkMpMgkkhjx/wEvBNMGmHS6fRLf38ajUaj0TwPWhBekOyEj2wjk0rhKIUSCZS0sRXLFmCNRqPRaJYaLQjLhJr9ozLSsNQb/zUajUajWUa0ICwXyq3J4B7BzOMjll9ZVOaUR+VKjVQSVPY2mFckri8JpdzzGhylUMpx91wr91AZ+XaFwu3HmYZyMq/qcRGSty4czK4U8rjWCkq4Y11laq6Q3d6yCKns/1DumIGn5pO3hMw4UUplzr+RCMiMIfHK9wwtCBoXKUgriZQ2SqZwlJsIKR6vfrxdcRUiiXIixKSNIyIoO0EMhVIzOK+67C01ykEoG0cJkHH3+qVy74Pqcf2xtwZB2h0XAhACqdIolSSlFEJKUDbgZLW3LEA5giBRMkVKKZSwsd+yzuKeM+G+OspByjhJ5Sa4IuLLfWjoC6MF4S3nyWEpaWxjFM/4CONjozwcGMKTcItMuY9K5s92fdNwRBoZnWQq4Mfnn2ZsfJKxmIOSicxBT29PLCQKKRLELA9Tfh8B7wQjEwE3A13xzJMP32QEjnvMulIoZ4akOcxYMEQ8szuFnDi8fXLtHiMnH1+6kGmS5gSjPoOQ/XbFQgBp5a5IIpLI6BSTvgBGUoBIITLheFXHjBaEt5wn2ywdYoMN3CyvpvbeCPfuduGL2SgngZCuKORz8tabgi1sHH8Pd1qbabnTQWnZLdpGLYQU2Eq8FTfCWRzASQWYvF9Laes9uupLuFHbzYyjkPJtFAR3mRglEE4A372bXOsYxUqkkU4COVvZXT759Pg2oVQchYOSCulATCQI9ZVx7U4vk4lX/TPz0iKVRCBRma2dqale6hubGAgmkFLkHBX9KqIF4W0lk3Mglc3EUC+nzp7h5Of/xd5zJbRPBvF5JglMjlJ/4yeOnrlA5yMPKUe4z+bfgpTLtHCQ/rt03mnkTkc3F0/sYes3hzlxopjWgWlsqTJ5Gm9+LGwUdtKPt6eMko5B7lZf5K9fFPHdsQvcvnWL1sZ6jp44RUPHAxKOQL1oIbJXHJF5jqxwELYPs+caFzqnGBvso/LmVU4cO0VJWT3BSBopX93Jf7lIJ6e419HAmXOXOX7iPC0Do4T6bnKlc4TR5JvdN2Z5LMt2lKF7jRw/dYob1W1M93dTV3qdk9frOX3uMmdPnWVgeIp0pn7KqzaZaEF4S1FKkUZhhwZouXmcH0+f5OqPn/Hl5Toedl+numWIu411/M8fP+BPe4/TNjVDVLmTotvebGzpIIz7NHc009F5lxsnfuCro8VcPPElh693MRlKuEVdlFjyinKvGg4OIhHH03+V8pYB7tae5ot9hzlx/iInvtvOp19+xueHi6nu9RKVCintX/otLy/KyaQfKlQqgtF7myttg4xUXWDPkTNcPlnEgZOXKHvgJyndxLS3CdvXwI2zRew7dZWzJ77l0LVG7neVUn5nhNFk8pd+ey+Fx4Iw4+PGwS/48F9+y/mGTibG79Nwbi8ff3Wc/WfKKD5UxE+32xmL2yg188r1FS0IbylSgVRpEsNl1N46yz2fxUx/M2fq7/Oo8xLVbaOMj4zQ03KTU5dvUX6nH8OWb5Eg2AjjPo13GrnT3kV1aTHtQ4JYoJSfrjUxOG1lVhDeBkEQiHgST99NShsH6Gq+zpXmPpJhHx03D/I/e4uonXYQMokScd74x8yzgqBcQTAflnD5zgD9Ddc40zxCODJJQ2sTl5ruEnkLHzGI6RqulZXSNJUgOd7K8ZuNtNVfoLLtEeOJ+C/99l4KjwUhHcX7qIvrt65zobSKR3dLqS7ex9aT9dwPJglMNHHqVh1DPgclbQSvllxrQXhLcbftCURsiNay8/zli684seNP7LvawqPu21S1jVBffZszP3zMv/zxT5y8UoORdo/UfRsEIS1tnOB9mtubaO/o5kbx5/z31/vZu+NTrtUME0g4iLdGECQinma6r5TK1gnuNRTz6bffs/uTLzmy+yOOlpTRMJZEiCSIOEtbkf4V5ClBMHqquNE1QH/tKX6/s4idn3zOvoNHeTARIPEWPmKQ/laOHNnL73buZ/9HH3O1tpOxhxVUt/QxEY/90m/vpaGUIh4JUHH1GNu2/v/8+dM9dLZV03j5R/6w7Tv+89P9fP35R9xqeUgkJVEyif2KzaxaEN5WRJKkkiSVQyIwQHt7E4/aWuj0h4lHp/CFHfwTvfTfKaW1q59xM0k8cw6A4tXfv/uiOFKgUh6CkSChaARzZIz6njq668YYiRok4fEKwqu1KLj0CBQiLUhHHuENO6QCPQz2tFHXOkB/fy++aIBQyj2DX6q3YEk9+8wDkSAVnmQ4ZDLWdJx9hy5QUtvFvUdeEpl6Cm/bPtB0oJMbZ/dxrLic5qYBvOEETmIcnxUmLN+OFQRw+4edDDHe20hHczX3hn34YxHCD0o4feAQJ6+30drSx3TExlZxlJp5xdYPtCBoNBrNCyGlQqWmGbhXzvXah8TSr3Zm+nIT93Vxu6KR+6MWUr3x60mLIolCeOopLy+n0yvAebVlWguCRqPRvADCAZwEqbgHfzSO/YpvXVtuZHIGM5wglHSQ6u1ZMcgHRwFJAytkYToqc6jWq4sWBI1Go3kBnpz/4JY7ftvnIHf3r3Dzld7wLa+LRWU9hpNKoF7xB5RaEDQazWuFe7y9ApwnpxZmHQiuZk85ZHZb+VNzgmL2LpbJD3ixSVphI5GZb/X25Rw8jUChSLqfjl/t+9/LR9mkUUglQNqvfHi0IGg0mtcKqTIFk0i4BW+yBSFzrK3KFMLJlAt66hsAKgnKcb8ZqZd+DRrN64AWBI1G81rwpG6Iu3RtK/W4JoLbBKg0NsLdaplZ7pdZx4S7X+8W3XIFAdQr/hxYo/ml0IKg0WheC54cPmMRDnjwxRxSSoF0QCiQKVIzPsaNAGEBSqSQSuYkDc4KglQh/H4fZiD5FhwcrtE8H1oQNBrNy+XxswAHpMwk9gmUyNR9QD55TKAUCJFZJHBQMokTHaWqooSae5OklYMQNkpIbCfOVH8Np2/XMRK1ETEPk8YMKalIxmbwThnYUiKFTcwcpLq2lv4hCyUyxXSUQknh5idoNBotCBqN5iUjFSpmYHiH6Wq/S11dF8HpKR7cbaK6ow8rniDmeUh19W1qu4aZSUuEUsi0yVBPLbUlRzl5vZLbvWMM97Vz41YlD7q6mE6niPWd4XBJL72RONGHxRxq8OELT9Bw+SifbD1AbWeAeNxPY/FRig5VMBRJExvvpK3sJn3jHmJSuidkajQaLQgajeblIpRABLu5cOYE23af4tieIo6eKObw6WMUfbuPBy2tlJde4ftD37P3yDlKHvhJpGNMP+ri/JlTnN73MV8fOE9pzwT32q5x/PABThw4QttEiMjARY6UPKQ3OoPZcYoDtR78wT5uHfmU//PvX3LhVhf3e+u5UHyKQ0euceXWFW5cPMThI2eo758kJCW21FvzNBrQgqDRaF4yKRT4Gzh98idONoyTGL7J/nO36BhMM1Zzmh9+2MEXVf1MJ0w898v59qcywp5+7lRcpObBMFFPKyfO36S2N0Ai2EPdzcvs/ugLrnZ7iQxd5VhZD33RGczOU+yvniKciON5MEDxhQas0BDXz3zFpz8WcejkR+zY9l9s/fICP5U/YDLhIEUSnJlfOkQazSuBFgSNRvNSSQJMNVBaVsXtsRRqtIzrHQ/onQlgNH7PF9v+L/tqH2LaEaZGOtlb3EF4ooPmW6doHLVIxjopa2jheu09HjTc4Mb5s3y7Yz/XurwYIzc5VvKQwaiFr+s0RZWjmKkIQw+buHKuhtDkCDd/+jO7j52huPg2bS0NNLe1cetyMbdaHjAVc7D1HKLRAFoQNBrNSyYNKN89bt++TdVgGDVex422uwyG4nhbTnLo2BE++2Y/B/bu5pvvD1DSPMxMepCexmt8+9kBin7YylcnrlFdUs71I7v54vu97Nh6gorWHkamajh+7QGToWEG7l7iREk3/qTE+6iOAx/t4cqlSq7WH+fbH7/n6InjHDt2jNOH9rF37x6O3GhkKuq4RyNoNBotCBqN5uUiABIBpjwepmICFR1jLGhhpm3sYC++6THa77RRfvsmlc2dTM84CGURNyZoqmymvPomDb2ThAMGE/fqKC27QVVZFxOBMLH4GAPTIWbSYWKhQfp9URJCYc9M86Cpiwf3B/BM99JSXkNVSRmlZWVUlpRSXlbLgMcioSTqjS/grdHkhxYEjUbzUnEPL3K3N0opENJBSgdHSYS0UdLObHGUOEphK3fbI9IBR5KSipSSKFsgRQIl0yipEEoiVZqUSqOERMg0CSVQwv057quDFAIpZg9MyrxK99AlNfuzNBqNFgSNRvOSUZI0uOfRiyQpQMk0UjqkAKmUe+6RUiDTIBPuiYdSgrRxBCiZQkmBjcrIhA3KcW/0zIAjcaTCVimUIxDK3T2hlI0jFSkUDuqxrCjlPD5ZUZ+bpNG4aEHQaDQajUbzM7QgaDQajUaj+RlaEDQajUaj0fwMLQgajUaj0Wh+hhYEjUaj0Wg0P0MLgkaj0Wg0mp+hBUGj0Wg0Gs3P0IKg0Wg0Go3mZ2hB0Gg0Go1G8zO0IGg0Go1Go/kZWhA0Go1Go9H8DC0IGo1Go9FofoYWBI1Go9FoND9DC4JG84YyO6Bnx8TTf1/M17/I5PCi72Ou7/NLvY//1977PslRnXm++VfciHpdb/ud3ulVRexGzUxo7wZxYzUbVmzkbvTGXnZXEde73J2K2zsGZGNbtsvTY2ZtYzNbRgMeGyMnlg0I0aiQAUHTuMAyILcLMIimVZJopFZ1dXf9yB/f+yJPZp08ec7Jk9nV3dXN84nosFFVZZ4fz3nyyfPj+RLEFwUKEAjikHJYAoTDVg6COChQgEAQB5EAQBDA8wMMvQAjFxh4wMgPH2RuECDwtrA98jDwfQS+i8Ddwrbnw/d9BIEPH4APHwGG8OECgQ/4QBBED0MXgT/EaLOP7VEAN/CBwEeAIF0UzwOGA/juEMFohGA0QMDuE7hdjAYDDP0AfhDA80cYuR5GXoDAD+AH4UXCoesigAsfAXwEQODCHWxgY/1zrG8Mse35CAIv6ayi3yOADw+tyb2nAAAgAElEQVRuMIQbePCCIfxgGJYhAAJ/gNGojy3fhx8AgbeNkbuNoR/AwxB+4CFg9Y+uCUTBgA/fG2CweRd31zfQ7fXD8gdxwQni0EEBAkEcRHygvz1A60+r+M3SJzj/xnWcW7qOl97p4Ob6Nrq+h8HqK1h47QN8cLcPd3Abdz58Db99/zNsDTwE/gie58P1PQyCLfieC7gefG+EoT+AGwTwgg3cvf4nOD/4CZpvr6AbBIA3hAcvWZQgQPfD93H910/jg/O/wsoz53Ht/Dn0P16F7w7R/eg8nr/8Pj7Z8uANXXjdNq68dxVXbw4QeB48vw/XH8H3AsAbwfcHGCLAMPARjNbx/u8v4Xtfq+Ebf/8TvHT1Ojx/KA0QRsEIN3of4L3OC/jDyst475MFXLv5BkajTbgB4G38GW+99RIuffg5Rm6A0a130HrvdXxwK8Ag6GHob8N1A/huH3ADBF6AIPDgBT6CYIjh5qd4/slH8fVTp/Gth/8Jf/jzzTAQI59DHFIoQCCIA0jge+jc6eNbT7Vw/NsX8aVvXcTx0y/jvz/6GlqfbKLne9j68zP4p19cxKvvfozbn/wRH7x9Ec7vO7i77WPkbmG78wk+W/kcNzaGcPs9rF2/ieuf38Vt14UbBBi4m3j52afQ+OZpvPjW+7jjB4Drw4MvlGWEj379S1z8t3+Nl04cx2t/fQIXv/TXWHuhCQw3ceu9J/Hjp17FW3/+BLdvrKP/+e/xyuJl/Pb6CNubd3Hz+of49NZNDAYDbN65gxvXb2Ct10c/CBB4fWzd+RyfLrfw8mtN/HyhhcEgUAQIW3jnk1/hZy//Z5y5eC+eePFeLLz5MLaHd8IA4W4br7z4M/x04Qqud1ax9sEiXnhtEVdvbGJzcw3Xr6/ixs27GAxHCEZD3F27ic6tz3BncwA38BC4t3Hjgyt48/Lr+OnZ5/DW+6vYZrMiBHEYoQCBIA4gQTDEyp0B7n/iLVRPNfGXp5r4i68s4r/8w2v43cd3seV7GFw7i69/+4f4r3/zdTz8lf+GXzzxI/zzlTvo9vu4/uclfO+b38RXal/F4088gYuv/gwPPnA//uGR3+CPnw7hBuHsQu/mJ7j8q5/hpT9cxW0vAEaAFyRnEALfxUfOU3ip+pd45a/+JRb/4i/w27+s4sYz5xG427hz9Sl84/5T+B//Xw3f/PZjeOPqW3i99Rp+98lNvLTwLB6YewgP3l/HS5dewJknfoC//eop/PKF1/F534cf+Ai8IfyNW3jz5UU8ffEKBq4nNEa4LjAKBnj7o7P4ycUT+OEL/wY/fuH/xDNLD2FzdBujAAh6f8JF53/hP/737+IrD3wZZx4+hV9c/AOu3l7G+V/9bzz4tw/iwa9+D2+9exM3b17Dj773TTz4jTpefOOP2HI9+P4G3rj0PL7z1fvx0yfP4oPP7qIXBPDI5xCHFAoQCOIA4gdDfHpnCw89/ib+9VcW8K8euIBjf3sZ/8/3LuHKn29h4I0wuPY0fvH0c3j9vRV8+No5fOfb9+OHizdx9/Z1vNP83zi/+A4+uPYRzj12Gl9+4Ft48/fLuPF5FxujEbzAg+d7CPp38YcXf4mXr76Hz33AGwGeLywx+D7aztNYqP4FXjr2L3DxX/0lmn/1V/j4+QWMvG2sLb+Ax371Bt758E+48srL+NXz57B45U283DyPF58/h1a7jT9fPY+HvvL/4uEfX8B7K3fQ2Rhiww/gBz684ef46Hev49xPL+P6nRHcYAAA3FgfAUEA1/Nw5cNn8dgL/zd++PyX8KML/xq/fuMhbAzX0A8Af+NdtF58DE+//AE+/vhNnP3Hb+E7ZxZw/o1XcfE3l/Gn9z/EH/54Ab/49TM4f+GXePWVZ/Fh5xZubnrh/gl/G9sbt3Fr5X28cvE5OC+9jk97fZpBIA4tFCAQxAEk8D2sdO/i78/+HrNffw3/4VsX8dffeRVzjddw9ZO7CLwBNj6+jKee+hl+s/QBrrzwGB7+3tfwgzduYXt9Fe9dehxnFy6j9fabePofH8DfPPRdPPPyG/jDtQ4+77sIAh+e18PaR1dw7kd1PPHsr/HenU1sBQBcN1kWz8e13zyDV770f+HNE/8Gl/7Dv8er//bf4dOLl+B5a1h/+wIe/cXzuNi6gjfPP4HzzUt46ffv4NJvX0Pzmafw3BtttBYfw989+D/wd//wIl5654/48NYdbPoBAn8Tt957DY9+72E898pVLH/8GQYDV3BWXrhh0xti+c8X8HSzhp81/yN+dvE/4cXWj7E5uIEuAHfjbbzx/GP40fN/wO9/9wrO/ugUHv7nX6K5+CrOnr+Ei79bwhu//Tl++exLeHHh53jquafw2vInuLW2Cd8F3O27uPbxVVx9t4U3n/spfn35PVzf8gAhYCKIwwIFCARxAPGDAHdHW3jzo09x4a1VLLzZwbO/u4XX3+vg8/VNeP4Ig847ePHsY/jaN/4O3/vWd3Hx8qu4eG0DW8Mt3P74Kn7y3e/ioQe/gSee+iV+e+lZPPD1b+LhM79G+2YffuDBHfbQ/NXP8d0H/gYPfOdbuPjWVWy6QXhiQSjLZx9/gs75Z7D2/HP49MUF3HzheXRXPsHA72HzwyX8808fxf1fexSP/K9H8PGNFfz+/Tbev3Md7770NP7h1NfwjYf+Ec+/uYCf/nweD536Ac42F7E+8IDRHay8eR5/f+pv8T+/+nf48c/O47P1bXYSIxrr4RJDEHi40/0Q73/axPKnz2H50+fxyWfvYORtY4AAwVYb7Zd/gW/P/xO+8eB38dwv/hlLf3wf1zY+xcXnnsV3/+dpfLP+Q7y6cgefXb+Cx+fn8ZXv/ATPv3kVfS9Ab+0DPHXmO3jwoa/hBz/5Kf504264T4J8DnFIoQCBIA4gHgA38DEMXAw8D+4IGLoBXC+AH3jwfRfo9+Bt38XW5gZ6vSH6noe+58H1AwSjAdxuF1sb29gYjeCPtrC5uYXutostL4AHF4E7wqi3ge3NLja2t7HtehgFAbwguUnRRwDPdxGM+giGA/jDYfjn+tgKfATDTbj9z3F3Y4j17RGG3gADv4/NwIM/3IB79ya66x42/E0MhteweXeAjZGH7SBAEAwQDG5j0FtHb3ML3f4II1/MQxDuUoyOZnp+H16wDc/fgh8M2DHHEQJ/E97wLgab2+j3hhj1R+i7PnrBEN5mF4P1Hj7bdnHXC+C76xj11rG25WLD8+EGPgL3LoZba+htfI7OwEPfd+H5bnhMkyAOIRQgEMQBxAU7fu8HgO/H/xvmN/BZDgPAC4BhEG728/0hMNpE4HoIghFcP1yqCPxtBF54rcB34QdDeHABz0fg+vBYHoAgcOHDhyvkQUDgAcEAPrxwaSLw4PnhP28D7P+7cIMtDIMAQ9eD5w/gewH6QQA3GIaBgOfDC3y4wQB+4GIAYMRyOrjs4Q9/lM6DEBYi/LcwVQPgg+VW8BDAA/wBRn6AbZYPIQhG8ALA9wOMggDBaIhBsB0GJX0XcIcYBAMMggCB5yLwPcBz4fsBgtE6NoMAnteH5w9ACwzEYYUCBIIgCIIgUlCAQBAEQRBECgoQCIIgCIJIQQECQRAEQRApKEAgCIIgCCLFoQkQtre3sb29TQECQRAEQUyAKEBYX1+H74dKsJNmz2cQ6I/+6I/+6I/+6G9nf3yA4HkePG/yh3r3JEDY2NjAxsYGNjc3sbW1RX/0R3/0R3/0R38F/7a3t9Hr9fDBBx8c/BmE0WiE0WiEwWBAf/RHf/RHf/RHfwX/ohn5fr+P4XAIz/MoQKA/+qM/+qM/+vui/x26AIEgCIIgiIMFBQgEQRAEQaSgAIEgCIIgiBQUIBAEQRAEkYICBIIgCIIgUlCAQBAEQRBECgoQCIIgCIJIQQECQRAEQRApKEAgCIIgCCIFBQgEQRAEQaSgAIEgCIIgiBQUIBAEQRAEkYICBIIgCIIgUlCAQBAEQRBECgoQCIIgCIJIQQECQRAEQRApCgcIfqcFp26jZFmwLAtWpYYzrQ78SZZu11lHq34ctrOS8b0eWvUKyvUW3D0pF0EQBEHsL8UChN4S6pUyKjUH7Z4PYIhO8xQq1jHUW+uTLeGusgLHPmIQIBAEQRDEF4sCAUIf7cZxWNUG2onpgnW05u/H/BKbRei1sRDPMMzArl9gwUT4Nl6y78N9lRIsq4RKfRGd5TOwSxYsq4q55ip8AG6rjnLpBGr3VdksxTxanSto2DPh7+YW0PEBwEevfQF1eyb8Xskel6PjwLZmYJ8+xa4/A3v+Mjp+WA7LsmBZZdjOCvzOEs7U2L0sCyX7+1jqDJGYQXBbqJcrsO0KLKuEamMZvljX+cusXF20nTlUUtcTWYFjl2HZDjr5O4QgCIIgJk6BAGEFjj0TPhiV31lHq34sfiD6nQXMVcqo1JfQYw9bq3QSzuoQfruBqmWhNOtg1WfBR7mOlssCBGsGs841+P4yGtWS8LsK6q3eeEZjbgEdn81msO+FAYKFkn0Gyz0XvdY8KtZxNNp9JGcQ1tCsHWHlACtziS0riAFCidVlXFercgrNuK5HMOtcg9tuoBqVw78GZ/ZIRrsRBEEQxHRQMEDImJZ3W6iXj6DWXIv+AR3nXvbgZzMItSa6ku+6rTrKfIBQmkOzy808JH4XBghhsHAvnE60Q4ArY8eBbXFl6TZRK7HAQluX8K1eHiBw1/OX0ajOcNdgdbUdrLYbqFozsOtPotnu5m9qgiAIgtgnCgQI4Zu2dsNex4Edvd0zxg9+YcMf96BPfi/5/1MbBbnfhTMNVrw0EP2V6y24YlkS9xMChF4bTceB4zyKWqU0voZkiSF5vfS9w2Coi3azEV8rsfRBEARBEFNMgQBhiFXnJEqpPQjc3oRh9gzCxAOEeKZBwDRAYEsAldqjcJzn0Op8qJlBEK/H11VBtE8hrg9BEARBTC8TOsUQbcaLTjFk70GYZIAQludIvDkwvN/R8KGdGSCw/RRuC/Uy2+8Qn8owmEEQ6gp/Fc25Kkq1Ju60G6iWZtFY7gLoYrkxKwmsCIIgCGL62EEehOSO/1QehN4ynPjz9CmGiQYI4ikGq4ramaXwJIE2QGCzIZaFcv0yVlhQYFklVGqPoFGrstMaugABwomNEiq1x9HqDCGeYrAqc3CkexHoFANBEAQxXVAmRYIgCIIgUlCAQBAEQRBEitwBQmq3Pv0V+iMIgiCIaYaeVARBEARBpKAAgSAIgiCIFAc0QPDRbc6hFKUxJoiJk0y9TRDEbkN+fdooECCMRY7EbIqRroJlkAwoeYQxJ/41OLMVlrNAX05pNsWcGJW1t4R65SSX7nlK4I9l7rAd9gMzO9HJccuPqI6v64f6HMIRU3/VwWx5lxzVhGxlR2MoXSizNpzErQyZbP0Ozr2n4f4mmJZRnkV3Ha368WSaeyO/PnnUR+sPKTn8z44ChKSiI8ukuBcBQo5yhsa4hmbt+O4+GDsO7IQexJSQyNuwB+2wLxg+wGQ5LDjtjD3LQTEhW6EA4XDeexrub0L+AIH/VwNNnz3iILT1RMnhf4oHCEcrqJQiVUTEokWVypFxgOB30DpTGycK4rQIEp3CJ1WqnETNnuEyGFZRsU+E16g20O6qpJXl5SzXW3C7TdSq82hFWR8X5pn0My/BHCZNKkdTylw0O+TfNttOWlshocfAGl4lAa2Un2bN2LmM+Vi2OsrCCPX1UvBlLKFy332wI3Eqvh2UCaTWwwdmycbp0+x+CQ0JVfsJdJuopewjzG6pl9VO9vfVpbGdZMpxn3aweKaGilXisnzqZxAWFzkdD9tBRycdnq6koi1cdRuKtrKyKMiHX0XX8P5Jx6bpFzFpmdR2DNtQ0j71hTaikEtuv4pxI23T3apflv3I7O4UnMXHw3JzSc7cVh3lygnYlRIs6zga7Vs7LlsyqVoV99VOjNOyK8e+absyoTv7PtwX+YX6IjrLZ1iZq5hrrirG9zwW4uRumjIa+frIjppYjF4yrXIYJOy4jnlQ18PN8vXa3/OSAhjbysT6MWcdZTYpe1ZpKB4g2A+jUTsayxf77QaqpfvQeHSWNZCwnsRSEFupjohSFTM5Zma0fIpjqxI93NXSyqpBkXzrYdPJ0YCI0iIngoIqas3VRLAQl3W4jEb1SJyOOaFJkYjKNOXUyk+zdW/7DJZ7t8NrVBto+znqHaWdbryLXpTeWbaskBUgWDPsGutcOTLaL8Eamin7mEOzeytTVnvc37ydZMtxxw8klgo8vHfWEoMwg6CTDk+gawtX04aCrYjy4cb3F5yZsizhzF7cbqsOZvnATRzXWW2YSGsepSSPUqwr7NfVjBsNk62fgf2Idqfov/CzqM6TKBu7Rtz276JhzzBfqRn7vmm7Rn0b2lG0FMyX0eLbOXpART67Mo9W5KukZTT19bxP5mcQJlFHU3RtbeLrk7+P7MjKDBD2oY4qP70nMwj2WSw351hF2ECoXcCy0EBjko0XN1xfFDvi1SL10tD66WFZgMAGA/99obH8dgPVoxVUuPXnpNGUULLrONscvzWlrqORgO7o5KfdFurlcnraTXc9sZVF4aqEvLVYXt0MQnQNNvjLdbTc7PbjCh3+LmEfrB8TpGW1+e+pp/8Uctx8+2jSZKsChLTwl2oqVNcWfU0bQhIgjO1BK10u6+vMfumFn5Vs1M9eYjMCMszasC9tnzLXvir7VYwbDZOtn0hOu+s4sFkgn7SRybX9+P6cvQw1Y9+4XfV+VHyAJ8Zp7CduqMto6utVAYLOr+eyHT98wSyfhLP8CuqVe1gQZ9jWqQBBdl/d7zUBwkT6cR2t+j2o1F/BMj/bnSLDT+9NgOCgE00jL7/Npo87QgN10W6eg+OcDXUNuP0JccOtiBvneCMSnBZ7+04lHpIaqSxA4PZPJP64+0edJXUWPnrt5rguqaUD3ukryinW12QToVZSWvyq4Nik6+7IDhCkUbBB+/Gk7IM5ABNZbVl9tL87lngwSZ1SZoAQvfmn2zq9/q5rC10bymxF0CIxun+Ofum10WyMp3/ly0ImbbiIldQLgMlmYM240TDZ+hWwO97BSm0nyw7ytL3C7vu6sW/arqb6N3zQJNb7hn5smvh6VYCg9es5bIfNbs2efQULc8fGs3KmbZ1aYpDdV/d7TYAwkX6M6ngP6ktvw5mtsBkueR2VNrlnAQKbRq7YJ1ApzaHZHXINxKZKKjU0HAfnWitYLTiDkDRsA2llrpyyAEH+JgtEUzNV+xRO2yfi6FP+Fhut8UgaXVdOnXiU6g0sR72NZxDEwCEuV3aAoG4/AX8ZjWqZre2yqVVTWW2+PuU6WsM8v5vkDIIKXVtkrEVmBQhG9y/SL+P9A6qAZ1dmEBII42av6lfU7lQzCEKAMIm2l76VpvyjCl27mgYIRWcQDH298QxCkTqOx1y4r0j1ADScQVD6ev1MSvL3nB+YSD+a1jPDJvcuQGCNY1msMLxjZIUU1vyK7EEYDyj+u368fiRvCM0ehHgTSLTGyxxeFJ211sOpXrYmKa5LhVEbm86K1hQ5B6KTgO5q1SX5Ndx+OOhKc2h2b6uvl6q24R6E6OFdXxK+pwsQMtovBXeyJVpTM5XVhnDvfvbv4jVWJi+eaw9CVL5E+0V9LBvYurYYGgQIzFbEQE0nXS5g1i9b4fJOYswcifeGiOMlsw2N9yBw9rv+R/W40TDR+hWxO4t9P1pT5/cgxH07ibbP3oMgHfu+xh9J+jY7QCi6B8HU14sBwgxrC41fN64jDGcQ8u1BSN93S/v7cImQjYeJ9yMMZxAy/HTiWaVnhwEC2Btq5ECTb06xoVgWrEoNjUYtfpM0P8UgPORT0sqOYm1PdTQrubtzLFMdre9ERjX+73XVzlaripqzHH7fvwZndiYxtSiVgNYGCOIucG43q1JSWkRziiHBEJ2l749PUpw+xb6XMT2ubD854YApcU5x7Jy1stoQ723wu9MOLs/bKCWm6LIChGjzGD/dJ0iHR32cQtUWGTMIvK0sNoUlII10uYBxvyR20qvGjGEbSnZcq08xRParGjfpdtq9+hWxu1NwLodjhF8aSL9l7rRs7BpGpxj4sa/xR7K+zQwQxHKYn2Iw8/V8OdisQxSkKf26aR0Bsz0I+nooTzEk7sv3d/o0x9L8+OTS6dP2BPvRdA9Chk2KzyoNU5dJUffGRBDEIaO3hPqxeWmAQBAHgcOcR2H/AwQ+4sp4YyII4nDht89gVjoVTBAHAwoQCIIgCIL4QkEBAkEQBEEQKShAIA4f3SZqpZk9F30pgj4bKEEQxP6xbwHCztdt5Cp8h5ppVYxMsLfCPuPd09H5e0FTY+phdmyaetgwidJ0sHNbSJ7+YMfuLAvWcRu2LAGYMUk1walfR97h2N+d+vEnQ/Tn6uUnGUT2RxRsT0jlu5mQqu4kryXhAAcI+6DCt99Mq2LkvqE/Jne4iZLThLndvxBMVK58etQEjdjh2N+dAEGSeTETChAoQIjoOLCjc6LC+c7km4FKCSw0wJJ9CqfZ2eroPHLibUqrwpelsKVSW8uj6pcXlWJaDhVAqaPQ1VVzbWmZFOlqOeTKfem8A2OlwmW4pmqV9QvsHLShDVj3wuncVtbBXIEvq534/BHWOLlLAXtJtJ9hm8e/XXUwK03glLpJ7rGVX11OPDsvqGym8icI+Tk0CqfyVLVl2E8+qckfEtnVEJ3W49z58mS63Phazsr4PrfVKqRqNb6dqCUWUADVjX2WRyY8+y4oUErTKetzXKj7XUjnazvo5FF0LKAamu1/VfkNdHVGDqXcMWrVUkWZlQFCXr+ry3OjazPVGNWzBwGCXLmQT0ihVgILO1auMGeqwreleWhq1NZyqOrlQ5etbGiuAijFIEDYsUpjhEp5UgwQOKXCDLXKyGijLH7h7wxsgM8Cp6iDuQJfhhIj299gN95Fjy9LbnthacrnFsKMiasOZkslSZY9GSxDZeayRMGxlVNdLlTqjO4RpjRWZmCUZfg08hNIziAoM5BydnWH34sSTYdHv0nOICRVQ2UqpLfVanx51RJ3qgAqRf97owAht6ogf618io5mqqF5xpNOZVEXIORRCI5Q2FtXU2ZpgNDN73d140jTZuoxqqdggGCYsUpULuTSaw6VU16802dvOXFKYV6nIRkgqFXwPsoMEGRqa+aqeswwK/NYWj6L2XJWEKHLd65TUsRkAoQdqzRGt1Ll3RcDBK7/jbUmctqANo98WAdzBT69EmMYaKTbJY8Ko5wc07WJ7KV5MGzXnOqLYd1nYNefRLPNJ//WaDjwGiEahVOjAMFIA0L4vTJAUKiQahVVTdUSJ6QAqutbvo2l+hFZAUIe1U2dzZooOnLfE14uhrnHk05jIavOZkq546rJ7U3rA6QBwlpuv6vT2tHdXz1G9RQLEIxyXkOyZig4DD69p1QJTBf5SUR2pBu40gp0KYVAidpavg1hQgrMeNpZhk4xLYcKoBSDAEH6WU6VRmnfRshTG2t/I/l3synR9ANPVQdzBT5dH6j3PBTaQKhUF9QRvamZCToVG1t51Re7aDcbkqlpjQqkTsVUpZyoChC0KpKX4DgOnHiMZwUIkKuQahVV84kh5bc7FBr78nacZL+L1zJVdMxWXu3nHk+6NO2aOudQyo1R2JvWB0gDhBu5/a5OrVfvg1RjVE+BAMFUNQuGMwg6JbCcAYLCaSoVthLFTqqtpVXrMoiMZrGZ8TZjMINQ2Eno6podIBirNIY/NpxBEB1/sRmE7ABBXwdzBT79nhXVDEIeFUYAY7Esqbqgjjx9VXRs8ZirL4aXYeu5MoevnUHYQYCgeqNbdTBbqqLWOAvnXAudVZMZBMhVSLWKgztQS4zJoQAqxXQGQexn1SyASb/zvy2i6MiVO1M1NAvdDIKmzrkUgqOmltub1gdoAoQ8flc3g2DsgxJjVP/VPZhBiNYW+2wNUG6wciUwg4eDqMInUcFTK2z11WprOVT18s0gGOxB0DoJvQqXuq46B5RXpRFQK0921QGCoVqlbA9CdoAgqLRF63OsDuYKfBl9wO9BYKInpVoT3Vz2AuYkovXx8Qai7ACBV8HLouDYyqMuh2idXmh3cT9K5h6EHQQICru6sHAaZXFNPBEgjNsxaR8SFVKdQmtRtcSiCqByg0ruQVAqULK6RQqNvHpuzn5PBgj5FB3zqYaaaPToVBo1ddb2qwqFH1t9XV1m3R6EPH43cw+C5hkoHaPKSgLYkz0IMzhh35PaDZ5Q01MqgbW1bzmZKnyRpoNWYUultmaqqpd3DwKgVkzLoQKoiuqVdc24dk6VxvBWMuU+zQyC8jdiP6RPMWQHCLI6yHZxc31QRIkxdYqB3/lvpsKYtoGxumDm20TON55iYyuPgp5YF77d85xi2EmAoLArPm+CVUWt8Qhq8cMoqSbYF+wjrUIKjRpfTrXEnSqASsd+NINwD+wT4qkU0d+O2yo6xVKs35NjM5eio5FqaJ7xJLatqDapqrOuX9WoVUsVZTY8xZDtd3OcYki0mWqM6tmDUwy7d0aTIIiDiMkMFZGPL3JOEDlTn/zqAEABAkEQu46Y88FkhorIAwUIIhQg7BzSYiAIgiAIIgUFCARBEARBpKAAYWpgO2MPjMgQQUwTQiY/giB2zB4GCIdIfdFUIEO6G1veDv6qY3gCIg/raNXtAhn3eJK79nU7m5PrzPyJEI7eEuqVKtd2Q6w6X0ZVdVQ2E3Zsat/siqVq3Yv7Hwg1TxNMRXkUJ2Jk7eBfgzNb2T3Z7EmK4uxpP+pPFRW6zsTLaMAuixLtH0lV0WljDwOEQ6S+WCBA4P5xj9rBXEZYfxn+bHSUz16WsCWZUyI88jSTMPxxACG0ib+MRlVxVDaT/QwQotz61t7c/9CoeRYIEPh/3o92mOQDar/6kQKEKWS6VUULBQh+Zwln4jPr/Hlb9Zn1ROpM28FKSl1va+JKVECUeeoEavex8lbm0epcCZNoWLVwfmsAACAASURBVKVYLEemhFVfiPKR686eqhTjIJ1BCLNPjttBrUK5s3qHb1RVNnugV3oTOhetc2fRqN0TGq3ozJQDVTR0waEwZc9a/T5OMCeCy3lvVjuOjABBqdSWV7FQdu0l1CtHUamU8wUIStU7zVn4hJrhvXA662jVqyzbH0vo092FurKETnbtJCvvMdRb11iCFisWuQlRqZQimeeC2eH4/LzKn0jefhebaWXDXenjoqp5Ju3JlX9lUVA8vYJVqT/hNSJYCWMhKT9fG5o+ZJV9ZpqFU4XKr2l8cK6yZyiyFlBvzC675LpRLhelWmlaVTQTjUKy9lm0d2qOybXyKDlGtuHItBOOjd8ad0GJCvF9WMY6JkaSVF2TZaGK3pSjjISa7FVdjWKcdInBVIVyZ/VOPtgzlOJYDvWzdRslK0xNe67FJbQyEU1JpR8V63kN7c5QefSVd3b50AUIGqW23Mp1smvfg0p9Ac1cMxg61bs86XZZvSvzaPX83asre6AllAmF8RQntlFmCI0yZTK1xkQmO50/UTzcEu2wS/UuqJpnBF9+UfFU50+6vBQ1H1QXaMNM1jV9trMAQenXdD64SIAg9XdF1BsNyg6NIq1GrTT3DILuWhrb2WM1Rx7eWIprJ+yGEhVS95GprqnyWI/ros0jL6LI9qYKEOT3nVC9RU0GaZ72HhtM8jS/6bPEugCBbxPFUooqN4auTbVoAgSdUltu5brEhePsma1ed4dLHKZ6GZAGCLEt71ZdZcqEwnhKpNqVaYwsNoXsj7wip0g6fa82QFDpeOyw3kVV84zQll/2XT6l9FFOkluVetigDbMbQNNnEwgQJH5N54PzBTca5dphAfVGg7Jr9WRW1GqlxWxHrm+UethztrPHao4qFbqcAYLoCCesRBVfVxDpSadETYskqZUnITwMNYpxmQGCGz+cJ1tv8UGjV3rbkxmECFWAUHiNURMgaJXa8irX8bdc4tKLF9kDoVK9yx8gJG15F+qqTRvMl0GjUrrYFPpWKLvSnxgECOyNatL1Lq6aZ0AqQODbRqdAOV5mWF4WZtzytmF2A2j6bAJLDCm/lhR3St2zSICQuVQn2kvRsnfg6xRpV9SpxIsFCKp+0dnOXqk5sukJuQqdTinMIECYsBJVfN3MAKH4DIJWMa7QDMJu1Fuv9JbAaA+C7I1Hvgchta9gL2cQjHUL8ikWqh4QZkGCqeodkHJ0mQHC5OtqHiAUnEEw9SfGMwiTqfdEVPNUaAIEvQIl4mVR266MlwiLtGF2A2hmEEwVIQ3g/Nri4oRnEJQBQk71RoOyp68rziBMMkCQzyC4GbYjLXdGh+UPEBIqdNE6RxSt6lSzkuqLqQh9F5SowuKaBQhF9yCEzkKhGKcLEEQVyoSC2pEd11u7B0FQetMiO8UgdY6yUwySKdB92IMgVWrLrVxX5P7q76tU79RqnBCCOtFJ71JdjQOEgnsQtP5EFyBE5efXyv24zXZc74KqeUbw5Ze1r1KBEmw8ltiGRjatXKQNM9HtQdD5+WyUfq074T0I0pm4IuqNBmX3s/Yg6AIEU3VWZCskK2xnD9UcxwbIq9BFDxudahavvri4KK5tT16JCsgRIEh2PBudYtApxilU6TJVKONdqcXrLT3FoFB6M+9vi9v4M27P6OGYUHOLjViwQGmAkDzFkF7W0MHvBOb/ZDvceaW2vMp1GffPscSgU73TKo8mFP1upKd1d6OuxgECoFYphWZHvM6fKB5uorJhqt68ImvRPi6qmmdyaa784vKLVoESGEtR84FOgTY0QXvyRKOOmInKr2l88MQCBBRSb8wuu9BeqVMMqgAhqSqa2X4ahWS97UyjmiOxj/B5EKZcyMVfRqN6osDbO0EQxBeIPRZApADhUBNlUrwxxQHCTjMpEgRBfEGgAIEgCIIgiP2GAgSCIAiCIFJQgEAQBEEQRAoKEL6wkDwuQRAEoWaiAUI6LW/uCySOf4yP7tyLJ52v7+DagsTy1CuD5ZAA5euSOArGHXn50mk0ov8ftcGuyuNOt4QpQRAEkc0UzyDsIDtXioMmNZ0ju5Yq2OF3u+7xztdplzAlCIIgsikQIKglVJPJKPRSoVFyjUTSnvhhdyOZ/CaSh44TxnDJZLjEPSrJ00RqXNtBJ77PR2PxEwDJhD2idO04sdBOJKTjpBaFJUA1CVykkrj8H7ueUu60Zy4hnKv86rZMJRfJJb1KEARB7BYFtBjUEqrpdJZqqVArSvvIpFPFzIPiDML42tHa+Sway+uc3OWKRvJUmEGI79NNaqzHCmm32HWrmGuuxmljo2vnk5BWyMIWlQDVpYBNpaOVzSDo5E5zSAgbl9/XtCULyKI+W3UwWyjdMUEQBDFpCgYIcglVtSBGWip0nPua+8woQDBNbasWiko8SDmN9bEewFaYzpS/B6dtYCohrZWFFUU3DCVAdSIyRgGCTh43j4Swcfn7mrbshZ+VbNTPXmLpcQmCIIhpoOASg1xCVSlvaSoVahQgaPYmKCVPNQFCrLH+Npbj5QVVfv+0rkKmQqRKFjZTwEMTIKhkm00CBK08bg4JYWOFMn1botdGM5YmzaMRQRAEQewmO9ykmJRQzTODUDxAUMwgaCVPdQFCpEx2AnYsbKGQKmYUl5Dm2EmAMNEZBJ4cEsLG5de35Zjxfo3JbEwlCIIgdkLhPQgyCdU8exCKBwj8HoQuW7c+gtqFZzSSp4LEsqjB3m6galmcQpogXSvIHBeTkBZkYYtKgE5oD4JUHjePhLBx+XVtuZWQiA7LcsRc+pQgCILYNXZ+ioGTUM1ziqF4gID0KYaEfrhChpqXWO4LRwOjjYYJfezkznurUsOZluS0RqaEtEIWtrAEqMEpBm2AAI08rhggyL7LpFFzlV/dlslTDFxZ3BbqZdkpDoIgCGIv2JM8CIk3Z4IgCIIgpp7dCRASb/jCmzNBEARBEFPPFGdSJAiCIAhiv6AAgSAIgiCIFBQgEARBEASRggIEgiAIgiBSUIBAEARBEEQKChAIgiAIgkhBAQJBEARBECkoQCAIgiAIIgUFCARBEARBpKAAgSAIgiCIFBQgEARBEASRggIEgiAIgiBSUIBAEARBEEQKChAIgiAIgkhBAQJBEARBECkoQCAIgiAIIgUFCF94fHSbcyiVTsJZHe53YeT4q2jOVVGadbDq73dhDitraNaOUBsTBBFTIEDooVWvwLIddCZfHqN7l+stuHt+bw63hXq5gnqrN13XymSITvMUKpYFy7oXTscF/GtwZiuYda5hqp8LvSXUKyfQaPelH7utOsqWBUv423db4XBbdZTLdbTyFGiP7MNfdTBb3o8gcR2t+nHYzgp2fXzv2VibEj81SQzbrpCNTzPTVu/eEuqVk6Hv1n9xIjZ4wAKEKWFPH+qTZAWOXT5cjkvKEKvOSZQqp9DsTM+syDQHCPvHChz7CAsQdhkKEIozbQ/KvWLaxl/HgR293GmZ1gCh18ZC3UbJsmBZM7DnL6MjfTXtou3MsbfZKu6rnUCJGZbfWcKZWjV+CyzZ38dSZ4hEpTsObGsG9ulTsEu6e/notR3UKqXweiUb80sd+HDRce6FxRnz2Lh7aNWrqNgnwvJVG2jz1+WNxu+gdabG6sFfX2SIztL3WVktlOwzWO75iWu5rTrKlROwKyVY1nE02n34ncuYt2fYtWfRWO6yOl1APf53G/WFNnoAMyBZu7B+i8ppO+go+0pS/67qu2HQUbJP4TQrz7i/APgdLM1zv2u8G5YTXbQX5rn24H6T6D7+97r25X6y6mC2dAS15prk0yE6rcfH9sDXRWtTvL1qyptAbePG9S9iax0HdnQ/du+asxy2O7uebVdgWSVUG1fRFWwpvqbuOpqypO24q2hz3ibLsJ2rnFMrYuMpS+DGfgmV++6DXWJt2XFgW5zjVz4IVP5D1ofzWGh3oXPOSt/WbaJWOj6eIfOX0ageDW1Y51OV4ys2II2fY5+VbJw+za6hsilDOwyvfQrOIuvvyhycdpddRNVe4osL334Zvlg5jnLUzWC8hHahHrPjNs3whzzKflXYnNtCvRzNjkqChN4ynMi2KidRs2fGbWr8XE4y4QBhHa36MVjszc3vLGCuckQyfe2j15pHJXrg9d5Fw55hRpxcCw2vUeKMhQ8QogetG17POp6egvaX0ahGZWBvltUG2n5WgFCBVZlHqydpxdhousn1e7ZWbski6G4TtRIbwL0l1CtlVBvLrNO5AME6hnprnf2ItYV9Bsu922HbVhtod5dQrxxhnRwtG7DfaduFH4i6vhLrr/tueM04eOHrFu9vmEVjeZ0ryxb7/1XMNVfhK/cYsN9HMwH+NTizMxInwdNHu3Fc/R3WD5E9hG3HPzTkbee3G6jG/XwNzuwRVkcVOhv3Detf0NZ0NuC2UC+XUKkvhQ6Q9VdlbmFsS9E9lNfZ0pYlZce6Nk/MIHDju1fUxjmiazTeRQ9dLDdmUbJyBghK/xH1L3PeURtU5tHqdRUBgs63raFZOxrbVGhvc2h2b2vGnmp88e1gECDEgcX62McUtMOw72XX07XXxxkBgsoX68ZRjrpljpew3roxKwYIcn/Io/GpSpuDZgYhvF5ch+UzsEuWga/XM9kAwV9GozrDTReyTkp9N7xGqdZEGFsyQ5dOTfEPNTFA4N4Su03USqoBXkLJruNss81F19kBwrh8Asq3jfQ1xz+poyzrWDFAKM2h2fW5z8qp6dfU9/g20rYL9z23hXqZf8vm+0qov7ZfWcQct1XoBBODO9X/7CHO/7vR1Jm6fWO6TdSUswcS+AeFpu38dgNVawZ2/Uk021KrENDZeI76F7C1VD2wAsee4QLS8WdyW2IPbN11NGVJX1NWPn2A0C9s43zTCdfgv5crQJD5D4mPiK95w3B6l/dtzD6qDbT90D5KtSa62rFnstxrMoMQtZHGDxvaYWqJoePAto6j0V7TtNfVzABB7ot146hvXrfM8VJBvbWmHbOpGQSpP+TQ9avS5pDhJ/g6cPc1fi6nmWyAkJgC4f5SnZJeC08YVq+NpuPAcR6Np1nkAYLpFGETjXhaL5peyQ4QlANcnHZqnoPjnB3fI1VfjTMXA4TU4BLrJLuWabuITlbVV0L9tf2qmx5U7XkQljviP1n/mbTvuK/DtxvNwwk+eu1LcBwHTiOaJjV5aHTRbjYUU80y0jaUmqEyqX9uW4PEbriyJK4XvWUpNnfqrqMpS3odWtPm0gBhESuFbZxvOqEc/Pd27D8kth1fQxMgKH0bxssMy2+PlxdyjT0ZBgGC9DPxMmZ26LbqKPPPhvh3YhCg+ywdIMjrqBtH6+Z1MxovN7RjVgwQ5HUR21PVryqbQ44XCbEOJs/lNLsQIJi8vWnerobh9G2l9igc5zm0Oh9qZhBMBjhPtIYkeyDzg8U0QLjNNsPV0HAcnGutYHWnMwgph1ZkBsEgQND2lSxAUH03a/1QZisZMzQx7A3BoH1NrxvuT6ii1jgL51wLnVVxBsHApqL1PO0A080gmNYfhWzN7I2oxy6vedtXXucKVjRlEe1Y2+aFZxAMAwTVDIL4G2kwLsL7jxv5ZxB8nW8De6sss/V2fopbP06z3gTVfq5IgKC3w2IzCGJ7KWaNFfWXj6McdTMaL5L+lrZxngDB5FmZfGYVmkEwvleaXdmDEG/KiNZpUo2qWZ/tt1Avi+uVO5hBYOs54TqUz9ZmuHXlaF0zsUZsGiAwoxHWFDP3ILC19FKtia4uQEjsQeiHA7M0h+bq6xnrswYBQmLNyo/rH/aVWH9dv+oGBL9G2uU2D95KrkdG/Zx6UPW49uU27igfzKopcL7r6iiL66cGAUK4JhxtEmXr2dq9EAZ7EDLrX9DWEmuqfWYf4poqq2NinT4aH8yZKK+zpi2LaMfaNk/0WZ49CCaBnGYPQvQwri+lP0t0o8p/bOXfg+DqfBsQB8SJzXi6sacaX8kHgdrPFQkQ9HYY7UEI19JZm2TuQdhiLwLzaKXWz3W+WDeOhjkDhKzx0tWO2dwBgq5fNc+sccAlHvfO3oOQ/VxOUzxASE21sKgmsVuyhErtcbSku71VO7z5s/olVGqPhFMt1QbaftElBm5HqLATO94BHO12zbnEEA8QywrfdBs1+Yap1CkG1lnaAAHCKYbIONO7XJM7vE0CBEj6ykG750Nq1Mp+zRgQ4i5r/lQAtyPYqtRwpiVO2Qv1jNpX9cZrEinHDyhmC41HUIs2EWUtMXCnGMa7s3X7IsxPMcjrj2K2xnb5n7DvSe/eTo0T4bQAPz4019GVJWXHujaPNmFZFsr1JhYTpxiK2LjKfoRTDInxGJ2IyOk/Uidbsk4x6Hwbu1u7gapVSga5Op+qHF98FVR+rtgSQ3bfn4JzOWzb5A5+VXsl/Vx0AiA7QGDXlI6jvDMIJuNFPWbzBwi6ftU9s9hGbVkwa3yKQfdcTjIdmRRzRDQEMXX0llA/Nj89Z7+Npsv38DoEMc2QnSvZpwAh+TadJ6IhiGnDb5/BbHRscBqgAIEgzCE7VzIdMwgEQRAEQUwVFCAQBEEQBJGCAgSCIAiCIFJQgHBgENLgHiQSqXYJgjjM5EnlS0w3OwwQwnP6FnfsLClGUkXtzFJ87CY+HhOfJwfCs7/3FkricLhgZ3q1SU/W0arfk6EBMG2Ex9jKMp2B3YaXRp02Vbac8Ee0Dq5iHi/tnEGh/hKEuIRsl/Ijw2nIT+kw8VPsO5o8IZO24Z1fz6ReXzx2ECBEQhkWFyBEAcNJOKv9MIlHnKEqEiO5ivU45zjCt8tjuoQzXxTM82MThhhLo04/Bzco4Mkh7VwkQOg2UStZ7Lg0y6+QENiKhL6YeI00nwb5KT2T8VPTFyCQ/5VRPEDoLaEeR+qygRYlQGGJXFjmsnjglebQ7G4ZROWs41jih2SSGuSUneUTyqRlRJdXVTLTYba3MNGKmFRI95lGslaQ3T1aOYr/I6pDykjFY6EquU5dcpAMGVIjOVB9X6Tb+5ZeinUSfbr8kfy7ojTqyqJGtjVK2JJDIjZTNlqRkXHVwWw5WibSza6okyyN+zRDilj6+4xELnklaFPtkrb58HuitLMYJOiSGhlKYwvXS7ygJIKHKGOhJKlWYT8V9fsk5LH32k9J+r1+Ifwsl58SZmk0fcU/0JUS2MlfZPuezOupfWCYAZKvV4aMtCoBE5+sKDV+FLLqU0zBAIE9/KPOSgUI0QDkZGVlkfm6SVSuk+3088nOJhBlRHVSrDoJT81nunSxouyuLoLtNlErMZlRMfCStZUmQJDXwVQOVC+hmmzvolKsefpU/93EDIIqZWoi5evQXCI2UzZalemPBQW1JtYTwQKPLk0z16fDLCliloI3kQ5XFyAUlKBNDCuNfLRuBkGZFlkvs6skzjjHz2AeSc4gSCWEi/opTE4eO9kwu++nhFS84TVZGuo8foq1Xdj3kQZHSbokOvZLuvokfpHtezKvp2sDvl4GvkvqY5kKZ3TvVQezUYpk7biYXgoFCGHFj6Heaqf2IHDfYo083pyWXNu7xaLy1XH6UeaYkoiSpNDko84jO5slmMM7UlHCk92n2kDbV392dUkjOKOVW85AmdjDYAZBJkNqLAeq74tke6vkcGVSrJhQnwr1lwYIOpGddXOJWF2fZKUC9pfRqB5FpXJUsZFLL4eeDBBMpIj532sChKIStBxhqmB+WYcPCtQBglpYSS+zKycKMKxEEBCWLZpVUqfkLuanonJNWh579/1Ue6jwRbE2TkE/pVRz1S0JqH5j4Hsyr6eTYubrZSAjrQkQrJKN+tlL49kZZI2L6SV/gMALDUk2KSZg03rKN7BjDbTdZSZtujLWQE98UZLrPo/0aIbyn6g3IJdi1clTqz77OpwnNZK1qTVW3cDTyeXq28ooR7ixHKi+L5LtzaL1lGaHXIq1eJ9qJJClAYJOdjaHRGxh2WggnmHLeCio5NCTSwwyWVjd74vagUaClrcQfqqW+xuPI02AILUHvcxuGi444N/KowBn1sGqL+xP0GHsp6CXDZ5aP1VHayX9whF/1s/jp3RlS5Kcljf5TQ7fY9w+fNvy9dqBjHSvjWajxulNSJYwUuNieskfIEQP/VRlJW9/iXU/nnW06ja3NngkHnjpYEIXOXbzSY8mEEWFdFKsuzWDYDbwwuhTJZebRC3tmvVgMJEDzRPFG0ix7rhPh3oJ5KIzCAYBglbCOEtKuLeEenUWp0/PoipN0Ww4g5Aok06KOC01LZXWLSpBy/es9m24yAyCXmY3CbdxOpoejj5JiCBF+xPk099j8vgpTEweO8nu+6nsGQTDACFSyFTJWXOMZ8EyJLDHvzDzPdrr5QsQsqWdhbZKFHi850AuX34wmOwxRxalx7KdrXlUJFN5/qqD2WhNzzecQYjWnhISorwccLbsbBJh4GmlWJNrV9EanWxtL/FZ5h4EycCTOJ6EXG68CUYeIKilXbPXnrPlQHV9Iba3sI4evdnxUqw77lP9dxPLFnn2IBgECFoJY62UcHhUtVJfQs9fRqN6j2TtOd8eBLUUsez3fY20bkEJ2sSw4m0+6pOjzAdo5Liz9iCYSGPHG6clOTfYZ4kZBOmSFtcLufwUhD0IxeWxhUrtvp/K3INg5qeSZRtvktUGCP0sCez4F2a+R3s9gwBBJk0t2Jzax7I9CPYZLPd89tkRybNAHBfTyy7kQUieNY537ceso1X/MucUh4Z7EO6BfSK9+z6X7GwC8U1KJ8XKou8TNk6UxOlV3WcayVrJMa7wrVQytZ/YGRvJ5SqMSyntmmf3uko8S98X0un/hDyqIJE8gT7VSiDz0qiLTaV0c+oUg8kSQ4aEsVxKmD3s4nVxX/hvngKnGEQp4rjtk79XS+vq7EB3r0TDpOWj41wovLSz+AAwP8WgkgYPZwXEmc3oBSXvLvK8fgqTk8dOsBd+Cund98IpBiM/lbDZcdlkwdS4ztkS2OwXhr4nu31UPjBZL43NKX2s2I6aE238uHBbqJdlJ3v2nwOQSVE1hbOXqDfb6D87bEyqL6ahT79YHI48ClPOvqsCHmY/RT5jP6AAwYjDPPDyQAHCQYUChD2AAoRdhHzGfnAAAgSCIAiCIPYaChAIgiAIgkhBAQJBEARBECkoQCAIgiAIIgUFCARBEARBpKAAgSAIgiCIFBQgEARBEASRggIEgiAIgiBSUIBAEARBEEQKChAIgiAIgkhBAQJBEARBECkoQCAIgiAIIgUFCARBEARBpKAAgSAIgiCIFBQgEARBEASRggIEgiAIgiBSUIBAFKe3hHqljGpjGf5+l4UgCIKYKAUChB5a9Qos20Fn8uXJxm2hXq6g3urtx90nxBCd5ilULAuWdS+cjru7t+stoV45ufP7pNreR681j0ppDs3ufoYI62jVj8N2VvaxDLtJOObK9RYmYymTvl4emM3s1H9MyqZ5DoVvKYbbqqNcrqOVqzkN7eiQtqtZmxUca1ybFesbXZHMx87BCxAOBStw7PLeOeiOA3svApF9YwWOfYQChAOBi45z7879x6G36b2FAoT8TPzBvVf3yTF2Jh8g9NpYqNsoWRYsawb2/GV0VC+XvWU4tSosy4JVOYmaPcOMbYhO63HUKqXwM/46vLF1HNjWDOzTp2CXsu7XRXthnn3PQsn+PpY6Q8QOq2Tj9GlW7pKN+aWOfNqcL3N8P3YNrhP5TnVbdZQrJ2BXSrCsI6hUyuz3FizbwWpnCWfia/JlA+B3sDTPtWfjXfS09RFwW6iX2b2se+F0hui1L6Buz4T/xteVta1tV2BZJVQfeRSnJf8dDvQu2s4cmwVJ3j9Z3+NotLfU9zTuJ1XbM3u0LFhWWR4kKG0yDNRK9imcZmUzanvxevULaPd8hGOjiop9ImyXagNt37CfIjtk4yAcE3Nw2l0kHbEYXPKf+ei1nfG4UbYz9xu3hXp5BnbtJOvLY6i3rmG5MRvWr3IKzc6QtdUMKvfdx+pSQqXmsHrnaBP+z3bQUY51zbhM2bTg6DoObKuK+2onWHmqqDnLYd91HNgW97Di/Qn//6W2BiDRxiXWHrw/UlzbdLxq7UA2Puax0O6Of2fkg46j0e4n78o/hIx9OG972T77tLPA/BzXH/BTvqG+0EZvh/WZjL/X94VZm3FtlOd5ZTqDoLyvwhdkjR2BCQcI62jVj8VOxe8sYK5yBLPONUnjh98t2Wew3HPRWz4Du2SFDdltolaaYb+LpuMlg7jjwLas8TVa86hIjYVNa1pVzDVX4furaM5VUZp1sBo5ovgBwOpQbaCdKnQf7cZx9jvAX3UwWzqORruXbczWMdRb6+w6vJNfQ7N2ZHzNzgLmKqXY4XebcyiVZtFYXufqt6Wpj6TL+IiR7RuozC2g47O2LZ2EszpkbVtCpb4UDl7pf1dQb3W5cnUB4f6p+uruadxPqrbvQz+DoLPJsB+sqB6JPRWqtr/B7DZ0OOH1yqyN2NiozKPV8zPqI5ZTZ4eGAYK/jEb1SDxuVp2TKEntWAwQrEQbWxYbe/4yGtVS4r7ytlrP0SbCDIJyrK/rx6XuLUjnF4wChDW1rfWWUK8cCcvE+tOysgKE7oTsIFrSY84+un9lHq3eMKcPEu4afzePD+fsKNNnK/ojas/5y2PfYB1DvbW2g/pMyt/rv2vWZmKAYPK8gmGAoLmvzhfs2wyCv4xGdYZz1JrpRLeFevkIas019g/hg1I6XcUPvFSAwF2j20StJJvKYo6PL0fcSH0WUUbr6OzBIO0Qdp2SjfrZS+O3J5NoN7FOr1ti4D9TtbWuPiqHGX7mtxuoJr7HPVzFPpH+dwX11kdhUFNrInqv4a8r1ld7T+N69RRtr7seMmySzSDE9eBtUNH2Kbvl+z78zfh6efrJFeww+u5xNNprOQKEEkp2HWebbagndMUAYVyfZN+lA5Nx3Vh5qw20h3naJGOJIR7r6/pxmWnvfHnC2Y9qYxl+jgBB2znVmQAACy5JREFUZmupscz7HOW11yZqB/y4S7WXsQ8S7hp9d5jDh+uWGFQ+W+iPodI3LmKlcH0m5e91fdE3bDMxQDB5XsEsQND5Np0v2LcAITF9wf3JKicOptRU6SU4jgOnUWNTk6oAQTWlJymzWC6DgZWufhvNuEzR1NVW9uBMXE9w8r02mo4Dx3k0nhKSPwxM6iMxNs4gwsg73Ufjh4WmPeP/vhq+TSruL9ZXe8889ZK2fTT9rQgQtDapm65XtH3Kbvn+FR1mnn5KB5nj9r6RY4mhiYZ0ajzdzrI+T/advj3i767kaRPxgaMa6xnjMjNAUPgW4yUGua2lxrKRP7oxITu4mrbJ+DODAEGzjh1/3s/hw3P5bL6vot+lgwDdZ+b1mZS/1/VFz7DNDG0v3SHZAYLWt2l8wf4GCHzkrkEzgzBcdTBbqqLWOAvnXAudVd0MgnmAkIi8xwXJFyDEjNfOyvUW+onfJK+pDRD8a3Bmj6BSexSO8xxanQ8NZhB09ZEgBgiqyNs4QPhIPdsjab+st5f89Uq2vZsZIKhsUvewLT6DIF7PrJ9MZxDEe6iCyGgNVj0eigQIRWcQVAGCrxzrOw0QFDMIok1r33QB6ThXzSAor31jonYgn0EQHyRZPki4a+JhZ+jDOfsw9tlCf6hnEPL61HS5du7vDWcQtG222wGCSV8JvmD/Nikm1yLjtWlpR6n3IISDkK1Ri+t8hQIEYe0uWiMrzaHZ1a/dJWHr4PYZLPd8oPcuGvYRVBvLcNsNVKM1sd67aNgzZgEC2ySWXLuz4qicX+sPnekR1Jq3NPWRPIQ5o06u+UV7Ho6GRmYcIAh7ENANN7Wx+6fqq7uncT9tKdve5x8AuWxS/zYub/v3M9fbx9fT1UcsqbDeGdl9ag8Cmz6tzKMl7t1h647heqnPPpOtcRYPEKI9CFG9TfcgpAIEfh1XOtZNAgTF+m1irbfPxhT7rr+MRjUqG7PblG9ZU9savwdB/L3y2t0J2YFuD4LPlvJMfZBwV2E93cyHj/s222dH+1yGyf5Q7kFY30F9JuXvdX1h2ma7GCDofJvOF+jGjkDxACE1fRNtguN3VZZQqT2OlnS3LtSnGGIDYzuQG4+gFjmjQgECIO5qtSo1nGl14OedQUjsbuZ2cvM73qMdskZLDHxOhBIqtUfCaaFoQ4m4kz6eMlbVR4J/Dc7sDBuw3eSuYauK2pml9AkRWXuKu7K5UwzK3b1hAdT3NO4nTdtHm3CkyxbQ2KQuQNC0vbjDPbFjX1yTNe2n6G3lHtgnxBMVyev6ncuYj09dhCcwpKcYErvFEw1SfAbhhI0Tsh3YOdokDLbYVOhQNdbfw6puXCZsWqgh2y1+wr5Hskt9iM7S98e7yE+fGr9ZKU8x8LbG27JwikF37YnYAbOnxOmh6BQDcvog4a7KHfk6H87vf8n22aed50K7TfRHerd9eIphZ/WZjL/X94VZm+1mgKC7r8YX6MaOwNRkUlS/VRLEFwHJeudUsce5O3aCZJ/IrjHxM/7TbgdfJKgv9i9ASLydZb1VEsRhZ9qdEQUIUihAOMRQX0zNDAJBEARBENMDBQgEQRAEQaSgAIEgCIIgiBQUIBAEQewpunTjBDE9TCBA2E2lOXZ8TTgvHJ6P5Y9Ycski/A5aZ6JMXtxRrPgYDi94FF7rmGnCocPMbsjnFkGV2e5AkUfSeC/HT6S1IB5RPo5Ge13zmXheenw0N84VAIR5AI7dv8/S39OAifz4Olr1exS5O4DplPg+7LLqhMj0Bgj8+c5EgMAS2Cgc16pzEiWWRCb8XphYqNucC8Uq1puoxclj1tCs3WuUMOLQMy3yuQc2KODJI2m81+OH/w4T0YrEuEw/60ZjaAXN2lFO3Op+HFM+8L5ITEJ+fBoDhMMuq06IFAsQlDLNyCf3HD/sxXSRYdrlOEFFwsFFgkkSpxcJVKRmBNhv4gAhvJ/Z7IFe5tZXSjXLpH/HV03LlXb1srdSydGi0rDi/SUJrxLtys/K8IlnNElHhtfgzFZiFTh/1cFsWaHgqJLP3S/5XeW9BBS2ntCekAUJ+zp+IpgSXO7Pohm8KEA4Ms7cljl7sDtjKerXWJa8cQWrKunhTCloxWdKWWLx/vxYksmP88mUdH1sKKVs3L6G11NKEktk1TNk1HNLkueyfWIvKBAgaGSac8k9A1oHVz8Np/0hc3S8o2LOj8+fEA3ibhO1UgmV2teZAUaf+ZIZhBXD2QOdzK1OqlmUuU2SkistJHtbVBrWT99fOYMQpRwW0qiW62i5+qxkYVAwh+b6R4lgIYEude2+yO/qZKV5dLaum0HY7/HDfrnqYLZUkk5x6z4DIJlBuIp1o9mD3RlLEGXJddLDmVLQeWWJ19P3171pd5uolZjdxRlAM9Jh6+pj3L6G19NKEvP1ypZRzydJntf2ib0gf4Cgk2k2lntWrYWKTmlNESAcRWVuAR0/GmB87m6LOZJ+4jNxD0KXzR6sM0dkRQ+LVIU1IjXSCD4ptKQSaMkUMFLK3oLLpd3bmbBL6ncmSwx8UJCVtrSPduMEjlaOoswcf2Y7SMVv9lJ+VycrzaG19YIy53syfrjfS+1P91mEsAehezWcPVhfYWOsxMan+LvdGUuZojW8HWRKQcs/04kKiZLZuabilUmdDKWUE+ja1/B6Wklirl4GMuq5JMmNbZ/YSwoGCAop1TxyzwDUb0ARKgfH0W2iVrLCQcH/f4w3M6YdS7T3INyYVao1sd5uoCq9j0bmluXglks169f85HoFZrK3OolXM2lYSX5vbYDQRbt5Do5zdiwfahQgRH2gdt5a+dz9kt9VykonCq6x9awAYZ/Hj3IpLuMzKeO9B240htavolGVpU3fnbGUblON9HAeKWgjWWKJTLo2QNCULYGhlLJx+xpeT7ssx9WrsIy6QoZ4mNf2ib1gsjMIeeSeAUwuQGBvToJzCx9O4ltVOPVerTXRjaY1owBBOtWnicrdbKlm0wAhU/Z2N2YQjAKEaONnDQ3HwbnWSkJERycxG05DngjXM6uapRZT+dyo//ZMfleUlU4UXGPrBWcQ9mr88GNG/InuMxm9JdSr96PZZZuC4wChLLnG7owlsZ/VY2k3ZxDMAoTQJynKlmxYMyll0/b1Da+XK0AwkDgW2yrxPU6GeLGZ0/aJvWBX9iCYSYWaIHFw0SwBkw5NruFFD7NTaHb6bP2MW2cHmJLVLPt+33gGQSpzq5VqzhcgZMreSiVHi0vDygME9VqouDYcBQFqSVZ2/8o8Wr0ttBsnNLvlDfcg7In8rk5Wmkdn67qp830eP9qgIivgEBli1flyvPfAN5xBmPRYEgME9VgS19gFKWjdZ5l7EMQAQS4/nihbvFlVHyBopZRN29f0epkBwoxU4jtpq0UkyW9M2PaJSbDLpxgy5J4zkTk4YQduQjoUKYnQeKdx+CF6rYdhcw8q33QPglTmVifVnHOJQSmX+m74xi6VHC0uDZu+v1oCdNxGoWxqo1EbO06VJOv6EuqVe8bBWU/4b75Pcp9i2GX5XeW9BDS2npA0Fg1gX8fPBAOE3hLq9sPjmaHYhjP2IEx4LKUe0DrpYZ0UtFYmWiNLnAoQNPLjCduKyiYLpgyllI3b1/B62gBBqJfO/otIkmuuF26qnoJj2F8wKJNiJvutYqdTFCO1sRSHIo/CYWW/xxL0So97qQK5K0xB+xKHCgoQMtnvQUcBQi4oQJhi9nssgQIEgsgBBQgEQRAEQaSgAIEgCIIgiBQUIBAEQRAEkYICBIIgCIIgUlCAQBAEQRBECgoQCIIgCIJIQQECQRAEQRApKEAgCIIgCCLF/w/ZnwlIu0MowgAAAABJRU5ErkJggg==" /> </b></div>
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<b> RECOUVREMENT PAR LA VEGETATION CONCURRENTE</b></div>
<div style="text-align: center;">
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<b><img alt="" 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" /> </b></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<b>EN CONCLUSION:</b></div>
<div style="text-align: left;">
<br /></div>
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<b><img alt="" height="138" 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<br />
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<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Je vais
revenir rapidement sur l'impact positif de l'entretien en forêt cultivée.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Si vous
souhaitez plus de détails vous pouvez vous référer à notre article de décembre
2017 et les différents comptes rendus de GPF, CETEF, GDF, CPFA....</span><br />
<br />
<div style="text-align: center;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;"> </span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><a href="https://mecanisationforestiere.blogspot.com/2017/12/debroussailler-en-foret-cultivee.html" target="_blank">Article sur l'impact positif du débroussaillement</a></span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;"> <b>A 10 ans +44% en hauteur / +45% en circonférence</b></span></div>
<div style="text-align: center;">
<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">A 7 ans </span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">+16% en hauteur / +23% en circonférence</span></span></b></div>
<div style="text-align: center;">
<br /></div>
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</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-lzP0SmaYcLs/XTsJZugseQI/AAAAAAAABS4/-V7kzv04RUQWXVTuy22_A8bjGZcHSNXNACLcBGAs/s1600/Impact%2Bentretien%2Bforestier%2Bsur%2Bcroissance%2Bpeuplement.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="639" data-original-width="600" height="640" src="https://1.bp.blogspot.com/-lzP0SmaYcLs/XTsJZugseQI/AAAAAAAABS4/-V7kzv04RUQWXVTuy22_A8bjGZcHSNXNACLcBGAs/s640/Impact%2Bentretien%2Bforestier%2Bsur%2Bcroissance%2Bpeuplement.png" width="600" /></a></div>
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<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;"><td style="padding: 0cm 0cm 0cm 0cm;"></td>
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<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Source: Le
débroussaillement des jeunes peuplements - GPF du Bassin d'Arcachon -
28/03/2019</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Quand je
suis arrivé dans le Massif des Landes de Gascogne en 2007, je n'ai aucun
souvenir que se posait la question de la profondeur de travail et le
respect des systèmes racinaires lors des entretiens...</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Est arrivée
la tempête Klaus de 2009 avec les dégâts que nous connaissons et les questions
sur la stabilité ont commencées à fuser !</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Je vous mets
ci-dessous une modélisation de système racinaire de pin maritime ainsi qu'une
photo de système racinaire (même source que précédemment).</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-8ViUuJI343o/XTsJZtPPxlI/AAAAAAAABS0/HDHNmYzzm98EW0MHAqD-UYJ7KleEAUwpwCLcBGAs/s1600/Mod%25C3%25A9lisation%2Bsyst%25C3%25A8me%2Bracinaire%2Bpin%2Bmaritime.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="126" data-original-width="444" height="112" src="https://1.bp.blogspot.com/-8ViUuJI343o/XTsJZtPPxlI/AAAAAAAABS0/HDHNmYzzm98EW0MHAqD-UYJ7KleEAUwpwCLcBGAs/s400/Mod%25C3%25A9lisation%2Bsyst%25C3%25A8me%2Bracinaire%2Bpin%2Bmaritime.jpg" width="400" /></a></td></tr>
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<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Modélisation système racinaire pin maritime</span></div>
</td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-pGothrqZCiQ/XTsJZwfICrI/AAAAAAAABS8/wfQ3qqdB-h0J-UMiqBShqJJWjOh0b9WqwCLcBGAs/s1600/Photo%2Bsyst%25C3%25A8me%2Bracinaire%2Bpin%2Bmaritime.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="210" data-original-width="277" height="242" src="https://1.bp.blogspot.com/-pGothrqZCiQ/XTsJZwfICrI/AAAAAAAABS8/wfQ3qqdB-h0J-UMiqBShqJJWjOh0b9WqwCLcBGAs/s320/Photo%2Bsyst%25C3%25A8me%2Bracinaire%2Bpin%2Bmaritime.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Système racinaire pin maritime</span></div>
</td></tr>
</tbody></table>
<div align="center">
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="mso-cellspacing: 0cm; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-yfti-tbllook: 1184;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"><td style="padding: 0cm 0cm 0cm 0cm;"></td></tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;"><td style="padding: 0cm 0cm 0cm 0cm;"></td></tr>
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<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Toutes ces
questions nous ont amené des réponses et ont modifié notre conception des outils
d'entretien forestier.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Certes, les forestiers
peuvent utiliser des outils hors sol tels que broyeurs ou gyrobroyeurs pour
faire les entretiens. Il n'y aura effectivement aucun impact sur le système
racinaire...</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Cependant
leur coût d'utilisation reste très élevé comparé au rouleau landais.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<b><i><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Oui, le rouleau landais est moins cher à
l'utilisation mais il coupe les racines !</span></i></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">VRAI et FAUX !</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Juste après
la tempête Klaus, le rouleau landais a été mis au banc des accusés, sans
distinction.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Pourquoi ?</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: red;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Parce que
certains outils ont été utilisés en entretien sans tenir compte de leur
profondeur de travail...</span></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">IL N'EXISTE PAS UN SEUL OUTIL QUI RÉPOND A TOUS LES
BESOINS !</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">IL Y A UN OUTIL POUR CHAQUE UTILISATION !</span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Chez
Sylvinov, nous avons des gammes distinctes, pour l'entretien ou pour la
préparation de sol.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=6352117165923922045" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://1.bp.blogspot.com/-YWXKsjtwTbg/XTwpAyJyIWI/AAAAAAAABTM/Me9Eczj-FCcZGw75BoWl6M72HiHo83LQQCLcBGAs/s1600/Gammes%2Brouleaux%2Blandais%2BSylvinov.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="360" data-original-width="480" height="240" src="https://1.bp.blogspot.com/-YWXKsjtwTbg/XTwpAyJyIWI/AAAAAAAABTM/Me9Eczj-FCcZGw75BoWl6M72HiHo83LQQCLcBGAs/s320/Gammes%2Brouleaux%2Blandais%2BSylvinov.jpg" width="320" /></a></div>
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<div align="center">
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="mso-cellspacing: 0cm; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-yfti-tbllook: 1184;"><tbody>
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</tr>
</tbody></table>
</div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;"> Selon
le type de végétation, la fréquence d'entretien ou la densité de végétation concurrente, le système racinaire de l'arbre... un
outil différent sera proposé.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br />
<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Notre
dernier outil, le rouleau landais 3 points porté, répond à la volonté de
préserver le système racinaire avec une volonté de limiter la pénétration dans
le sol tout en gardant les avantages du rouleau landais
"traditionnel" (robustesse, productivité).</span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-bnRQnHvYcPI/XTwpevh5xzI/AAAAAAAABTU/79m7ntNXZfMrkRH4lFXBa7lsX561JOdBACLcBGAs/s1600/Deb%2B3%2Bpts%2Bport%25C3%25A9.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://1.bp.blogspot.com/-bnRQnHvYcPI/XTwpevh5xzI/AAAAAAAABTU/79m7ntNXZfMrkRH4lFXBa7lsX561JOdBACLcBGAs/s320/Deb%2B3%2Bpts%2Bport%25C3%25A9.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Rouleau landais SPECIAL ENTRETIEN et RESPECT SYSTEME RACINAIRE</span></td></tr>
</tbody></table>
<div style="text-align: center;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Pour plus
d'informations vous pouvez nous contacter ou aller sur:</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: center;">
<a href="https://www.sylvinov.com/fr/accueil/86-rouleau-landais-porte-menard-darriet.html"><span style="color: blue; font-family: "times new roman" , serif; font-size: 12.0pt;">https://www.sylvinov.com/fr/accueil/86-rouleau-landais-porte-menard-darriet.html</span></a><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div class="MsoNormal">
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-62003919123961450822017-12-15T15:13:00.000+01:002017-12-20T08:42:02.447+01:00Impacts du débroussaillement en forêt cultivée<div align="center" class="MsoNormal" style="text-align: center;">
Dans les forêts cultivées,
la végétation a un impact sur la conduite du peuplement. Les plantations
nécessitent d’être entretenues et cet entretien passe par la maîtrise de la
végétation du sous-bois. <o:p></o:p></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 18.0pt; text-justify: inter-ideograph;">
Le Groupement de Productivité Forestière « Grande
Lande et Pays de Born » a réuni le 1er décembre 2017 un groupe de
sylviculteurs autour du sujet du débroussaillement. Un dispositif expérimental
a été mis en place dans les Landes de Gascogne avec notamment la modalité
débroussaillé / non débroussaillé.<br />
Une partie de la parcelle n’a pas été
débroussaillée ; une autre partie a été débroussaillée à 2, 5 et 9 ans.
Les essais se font sur une lande sèche (moyennement humide à sèche, sol sableux,
présence de bruyères et d’ajoncs) dans une parcelle de 4ha de Pin maritime. La
plantation suit un quadrillage de 4x2m. Le but était de mesurer l’effet de la
fertilisation et du débroussaillement en Lande sèche. Nous nous sommes
interrogés sur la nécessité de débroussailler au cours de la croissance d’un
peuplement à travers divers aspects.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 18.0pt; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoListParagraph" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]-->1-<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span><!--[endif]--><u>Impact sur la croissance<o:p></o:p></u></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 18.0pt; text-justify: inter-ideograph;">
La végétation du sous-bois présente sur la plantation a un effet
de compétition : les plantes vont être en concurrence pour l’accès à la
ressource en eau et en éléments minéraux. <o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
Les
entretiens réalisés dans ce dispositif montrent une plus forte croissance en
hauteur et en diamètre des bois que les lignes de plantation sans entretien. Nous
observons 44% de gain sur la croissance en hauteur et en circonférence. Sur les
zones non débroussaillées et par la concurrence intra spécifique, le taux de
mortalité est plus fort et la croissance plus faible. <o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
Ici,
le débroussaillement a un effet significatif positif sur la croissance des
arbres sur les premières années. <o:p></o:p><br />
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-Yp1L71U3dAs/WjkW2GQQNRI/AAAAAAAABF0/qpN_JIi2m6QjtmNX0nCXz6lEkwolUOZSwCLcBGAs/s1600/IMG_20171201_150211.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://4.bp.blogspot.com/-Yp1L71U3dAs/WjkW2GQQNRI/AAAAAAAABF0/qpN_JIi2m6QjtmNX0nCXz6lEkwolUOZSwCLcBGAs/s320/IMG_20171201_150211.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Couloir non débroussaillé sur parcelle de Pin maritime<br />
<br /></td></tr>
</tbody></table>
</div>
<div class="MsoListParagraph" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]-->2-<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span><!--[endif]--><u>Impact agronomique<o:p></o:p></u></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 18.0pt; text-justify: inter-ideograph;">
Le système racinaire du Pin maritime est particulier :
il a une racine pivot horizontale qui s’enfonce à la verticale dans le sol puis
des racines traçantes qui croient à l’horizontale et en diagonal. Ces racines
traçantes peuvent être visibles sur les 5 premiers centimètres du sol. <span style="text-indent: 18pt;">La problématique</span><span style="text-indent: 18pt;"> de l’entretien</span><span style="text-indent: 18pt;">
du Pin maritime </span><span style="text-indent: 18pt;">concerne</span><span style="text-indent: 18pt;"> la préservation du
système racinaire</span><span style="text-indent: 18pt;"> traçant </span><span style="text-indent: 18pt;">affleurant.
Il est nécessaire de prendre en compte cet élément dans le choix de la méthode
de débroussaillement. </span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 18.0pt; text-justify: inter-ideograph;">
<span style="text-indent: 18pt;">Un entretien efficace sera celui qui limitera la reprise
de la végétation. Le débroussaillement par le rouleau landais permet de broyer
la végétation tout en laissant la matière organique sur place. Cette nouvelle
matière organique permettra de servir de nouveau support de fertilité, la
matière organique jouant le rôle de colloïde dans ce type de milieu réputé très
acide (pH entre 3,5 et 5).</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 18.0pt; text-justify: inter-ideograph;">
<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
Le
rouleau landais AF en tandem Ménard-Darriet
« spécial entretien » est conçu pour préserver les racines tout en supprimant
le maximum de végétation dans les allées. Durant la phase d’installation, il
est conseillé de faire 1 à 2 entretiens dans les 5 premières années pour
limiter la concurrence de l’accès aux ressources.<o:p></o:p><br />
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-HP5BvejVE6g/WjkW4zaJR4I/AAAAAAAABF4/uLdyTQbwcZsWUwi-aaO1xAmVoSawrTRLgCLcBGAs/s1600/IMG_20171201_150348.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://3.bp.blogspot.com/-HP5BvejVE6g/WjkW4zaJR4I/AAAAAAAABF4/uLdyTQbwcZsWUwi-aaO1xAmVoSawrTRLgCLcBGAs/s320/IMG_20171201_150348.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Couloir débroussaillé sur parcelle de Pin maritime<br />
<br /></td></tr>
</tbody></table>
</div>
<div class="MsoListParagraph" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]-->3-<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span><!--[endif]--><u>Protection contre les incendies<o:p></o:p></u></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 18.0pt; text-justify: inter-ideograph;">
La végétation du sous-bois est un très bon combustible et peut
propager rapidement un feu de forêt. Si le sous-bois est dense et haut, le feu
se propagera plus facilement au houppier et a tout le peuplement. Le contrôle
du sous-bois permet de limiter l’impact des feux de forêt.<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
Pour
diminuer les risques d’incendie, la DFCI (défense des forêts contre les
incendies) conseille de faire au minimum un passage de débroussailleur tous les
5 ans. Il est aussi conseillé de faire des bandes non boisées de 4m le long des
routes et de cloisonner les parcelles par des pistes forestières.<o:p></o:p></div>
<br />
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-vyz0I60vJ3k/WjoSeBGCoCI/AAAAAAAABGI/Co3WMlQwNbgi48Uegdkx1Zi_9gi9nCcbQCLcBGAs/s1600/Rouleau%2Blandais%2BAF%2B%25282%2529.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://2.bp.blogspot.com/-vyz0I60vJ3k/WjoSeBGCoCI/AAAAAAAABGI/Co3WMlQwNbgi48Uegdkx1Zi_9gi9nCcbQCLcBGAs/s320/Rouleau%2Blandais%2BAF%2B%25282%2529.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Rouleau AF spécial entretien</td></tr>
</tbody></table>
A
l’origine, le rouleau débroussailleur est conçu pour tracer les pistes DFCI en
mettant à terre la végétation du sous-bois. En France, la gestion des pistes
DFCI doit être prise en compte dans les travaux forestiers prévus.<o:p></o:p></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-75362985409875822542017-05-16T13:27:00.003+02:002017-05-16T13:27:43.060+02:00Le rouleau landais en Sologne<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<div style="text-align: center;">
Arrêtons-nous un instant dans les
forêts et landes de Sologne. Pourquoi cet intérêt pour la Sologne ?
Aujourd’hui, en longeant les domaines forestiers, il est possible d’apercevoir
des rouleaux landais produits dans les années 50. Mais quelle surprise !
Tout cela nous a semblé mystérieux et nous avons décidé de nous interroger sur
l’histoire de la Sologne et du rouleau landais. </div>
</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b>La Sologne<o:p></o:p></b></div>
<div class="MsoNormal" style="text-align: justify;">
Prenons le temps de décrire la
Sologne. La Sologne s’étend entre la Loire et le Cher, de Vierzon au sud
jusqu’à Orléans et de Blois à l’ouest jusqu’à Sancerre. </div>
<div class="MsoNormal" style="text-align: justify;">
Les sols sont sableux purs à
argileux purs et il existe beaucoup de types intermédiaires en fonction des
proportions sable/argile. La végétation et l’hydrologie sont par conséquence
très diversifiées. Les sols sableux ont tendances à être bien drainant et
plutôt secs alors que les sols argileux sont plus humides car moins drainant et
sujets à des engorgements temporaires. </div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-wqpZd0Nw7BA/WRQWqHKkq6I/AAAAAAAABEA/A8De8gkZSlMai5ZwVzA1r7ZrWtuMOl3eQCLcB/s1600/Sol%2BSologne.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://2.bp.blogspot.com/-wqpZd0Nw7BA/WRQWqHKkq6I/AAAAAAAABEA/A8De8gkZSlMai5ZwVzA1r7ZrWtuMOl3eQCLcB/s320/Sol%2BSologne.jpg" width="280" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: x-small;">Sol solognais </span></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="text-align: justify;">La Sologne est une région avec
des paysages divers : forêts, landes sèches, landes humides, marais.</span></div>
<div class="MsoNormal" style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b>Essences et reboisement <o:p></o:p></b></div>
<div class="MsoNormal" style="text-align: justify;">
Historiquement, les essences autochtones
en Sologne sont chêne, bouleau (essences majoritaire), châtaignier, noisetier,
charme, érable et aulne (essences secondaires). Au XIXème siècle, la superficie
forestière en Sologne était faible, conséquence d’une gestion inappropriée et les
grandes forêts protégées servaient principalement pour la chasse. </div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Sur la reste du massif, il y a
beaucoup de landes mésophile ou humide et peu de forêt. Ces forêts ne sont pas
gérés durablement (défrichement, exploitation abusive du bois et pas de
reboisement) et donc les terrains ou les bois ne sont pas valorisables
(bouleaux, noisetier, pas de bois d’œuvre) ou inaccessibles (pas de desserte ou
trop humide). </div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Les reboisements en Sologne ont
commencé à la fin du XXIIIème siècle par des propriétaires soucieux de la
situation mais se sont concrétisés au milieu de XIXème siècle (dans les années
1850) pour valoriser ces terrains dépeuplés et produire du bois. Les essences
plantées sont du Pin maritime (adapté mais sensible au gel hivernal) puis du
Pin sylvestre (adapté à la station mais moins productif), du Pin laricio (bien
adapté à la station et productif), du Pin Weymouth et du Douglas.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b>Le rouleau landais en Sologne<o:p></o:p></b></div>
<div class="MsoNormal" style="text-align: justify;">
Nous trouvons peu d’informations
relatives au rouleau landais en Sologne, nous ne connaissons pas la date des premières
mises en route de rouleau landais dans cette région mais par hypothèse elle
peut être corrélée à sa mise en route dans les années 20 et aux premiers grand
reboisements en Sologne.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-jWXF_kJDtJU/WRQWy5QcOYI/AAAAAAAABEE/DViXLKUH4iIlu82kMOt6bx3sdcrxOjaQQCEw/s1600/Deb%2BSologne.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://3.bp.blogspot.com/-jWXF_kJDtJU/WRQWy5QcOYI/AAAAAAAABEE/DViXLKUH4iIlu82kMOt6bx3sdcrxOjaQQCEw/s320/Deb%2BSologne.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: x-small;">Rouleau landais Ménard-Darriet</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br />
<!--[endif]--></div>
<div class="MsoNormal" style="text-align: justify;">
Voici deux expérimentations dans
lesquelles le rouleau landais a eu un rôle.</div>
<div class="MsoNormal">
En 1950, le débroussailleur landais était présent en forêt
d’Orléans <!--[if supportFields]><span style='mso-ascii-font-family:Calibri;
mso-hansi-font-family:Calibri'><span style='mso-element:field-begin'></span><span
style='mso-spacerun:yes'> </span>ADDIN ZOTERO_ITEM CSL_CITATION
{"citationID":"ack5194bf5","properties":{"formattedCitation":"(POURTET,
1951)","plainCitation":"(POURTET, 1951)"},"citationItems":[{"id":9,"uris":["http://zotero.org/users/local/47BRx9jI/items/JZSA8XRB"],"uri":["http://zotero.org/users/local/47BRx9jI/items/JZSA8XRB"],"itemData":{"id":9,"type":"article-journal","title":"La
mécanisation des travaux de reboisement","container-title":"Revue
Forestière
Française","page":"38-46","source":"Google
Scholar","author":[{"family":"POURTET","given":"J."}],"issued":{"date-parts":[["1951"]]}}}],"schema":"https://github.com/citation-style-language/schema/raw/master/csl-citation.json"}
<span style='mso-element:field-separator'></span></span><![endif]-->(POURTET,
1951)<!--[if supportFields]><span style='mso-ascii-font-family:Calibri;
mso-hansi-font-family:Calibri'><span style='mso-element:field-end'></span></span><![endif]-->.
Le but était de détruire la végétation sans faire de labour pour préparer et entretenir
des pare-feu et pour enlever la végétation empêchant d’effectuer d’autres
travaux. Le rouleau testé est de la marque Darriet avec un poids de 1,2t. Il n’était
pas assez lourd pour le travail prévu, les préconisations étaient d’alourdir le
rouleau avec des masses ou de faire un tandem avec 2 rouleaux l’un derrière
l’autre.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Dans les années 1980, des
expériences sont réalisées pour améliorer la croissance et la régénération des
bois sur sol sablo-limoneux peu humide<!--[if supportFields]><span
style='mso-element:field-begin'></span> ADDIN ZOTERO_ITEM CSL_CITATION {"citationID":"mrRhIYQJ","properties":{"formattedCitation":"(Cabanettes
et al., 1990)","plainCitation":"(Cabanettes et al.,
1990)"},"citationItems":[{"id":5,"uris":["http://zotero.org/users/local/47BRx9jI/items/5KGHVQAX"],"uri":["http://zotero.org/users/local/47BRx9jI/items/5KGHVQAX"],"itemData":{"id":5,"type":"paper-conference","title":"Essais
d'amélioration sylvicole de la croissance et de la régénération de taillis
traditionnels de bouleau (Betula pubescens Ehrh) et de robinier (Robinia
pseudacacia L). Premiers
résultats","container-title":"Annales des sciences
forestières","page":"509–524","volume":"47","source":"Google
Scholar","URL":"http://www.afs-journal.org/articles/forest/pdf/1990/05/AFS_0003-4312_1990_47_5_ART0008.pdf","author":[{"family":"Cabanettes","given":"A."},{"family":"Bouvarel","given":"L."},{"family":"Pagès","given":"L."}],"issued":{"date-parts":[["1990"]]},"accessed":{"date-parts":[["2017",4,14]]}}}],"schema":"https://github.com/citation-style-language/schema/raw/master/csl-citation.json"}
<span style='mso-element:field-separator'></span><![endif]-->(Cabanettes
et al., 1990)<!--[if supportFields]><span style='mso-element:field-end'></span><![endif]-->.
La parcelle d’expérimentation est occupée par du taillis simple avec une
majorité de Bouleau (Betula pubescens). Le rouleau landais utilisé pèse 1,1t et
peut aller de 10 à 30 cm de profondeur. Le passage du rouleau permet un labour
superficiel, il passe sur les souches de taillis, élimine les bourgeons dormant
et favorise leur dégradation. Les souches de bouleau étant plus facilement
dégradable ces phénomènes sont accentués. L’outil utilisé pour les essais
altère les racines superficielles et par conséquence limite la croissance en
hauteur des cépées.Après son passage, il favorise le développement de la
végétation basse.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b>Quelles utilisations en Sologne ?<o:p></o:p></b></div>
<div class="MsoNormal" style="text-align: justify;">
Ces expérimentations montrent
l’intérêt porté au rouleau landais par rapport aux travaux et aux résultats
attendus. Les conséquences des travaux ne correspondaient pas toujours à la volonté
des chercheurs (dégradation des souches de taillis) et ces exemples nous permettent
de conseiller entrepreneurs sur les travaux envisagés aujourd’hui.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-AXaIS6W7gOQ/WRQW0XKwU4I/AAAAAAAABEI/SJqobpkmecgASKxmvVSTjnJolvzG0j-FQCLcB/s1600/Deb2%2BSologne.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" height="320" src="https://1.bp.blogspot.com/-AXaIS6W7gOQ/WRQW0XKwU4I/AAAAAAAABEI/SJqobpkmecgASKxmvVSTjnJolvzG0j-FQCLcB/s320/Deb2%2BSologne.png" width="239" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: x-small;">Travail du sol avec le rouleau landais</span><br />
<span style="font-size: x-small;"><br /></span>
<!--[endif]--></div>
<div class="MsoNormal" style="text-align: justify;">
Actuellement, le noisetier et le
bouleau ne sont pas des essences économiquement intéressantes et les
propriétaires préféreront favoriser le chêne ou le pin plus valorisable. Des
essences comme le noisetier et le bouleau forment des taillis en sous bois et
rejettent facilement sur des terrains adaptés.</div>
<div class="MsoNormal" style="text-align: justify;">
<br />
<b>L’utilisation du rouleau landais
Ménard-Darriet permet d’éclater les souches,d’éviter une croissance trop rapide
des rejets pour favoriser la croissance d’autres essences héliophiles (espèces
végétales ayant des besoins important de lumière pour se développer).</b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><br /></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b>Il peut être utilisé pour favoriser
la régénération naturelle en faisant un ou plusieurs passages sous les arbres
semenciers.</b></div>
<b><br /></b>
<div class="MsoNormal" style="text-align: justify;">
<b>Le rouleau landais sert aussi
pour la préparation du sol avant semis ou plantation. Il prépare le terrain en
broyant grossièrement les rémanents et en retournant la terre sur quelques
centimètres, la profondeur de travail étant défini par le type de rouleau
landais<a href="https://www.blogger.com/null" name="_GoBack"></a>.</b></div>
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<br />
<div class="MsoNormal">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-XSoB20rifAI/WIHFIXddjaI/AAAAAAAABDA/_8QPOVcwvs49ZvGKYdn29k5iO86pYj38QCLcB/s1600/20170117_160309.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="300" src="https://1.bp.blogspot.com/-XSoB20rifAI/WIHFIXddjaI/AAAAAAAABDA/_8QPOVcwvs49ZvGKYdn29k5iO86pYj38QCLcB/s400/20170117_160309.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Entretien forestier avec un chargeur compact Takeuchi</td></tr>
</tbody></table>
L'entreprise Sylvinov est heureuse et fière d'avoir mis en
route hier le premier chargeur compact TL12v2.<br />
</div>
<div class="MsoNormal">
Il est arrivé fin 2016 au siège de Takeuchi France à St
Ouen, le voilà désormais destiné aux chantiers d'entretien forestier en
Dordogne... Petit changement d'environnement qui ne lui déplait pas !<br />
</div>
<div class="MsoNormal">
Un de nos clients de longue date était à la recherche d'une
solution qui lui permette de faire de l'entretien forestier sans trop se
soucier des problèmes d'adhérence, d’accessibilité aux chantiers et de
tassement des sols.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-2QGUel16GRw/WIHFbQF4OkI/AAAAAAAABDM/8gvVl8u0t2AbHayn74JkaZnm66VUpfMuQCEw/s1600/20170117_160020.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="300" src="https://2.bp.blogspot.com/-2QGUel16GRw/WIHFbQF4OkI/AAAAAAAABDM/8gvVl8u0t2AbHayn74JkaZnm66VUpfMuQCEw/s400/20170117_160020.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">L'idéal peut importe les conditions de travail</td></tr>
</tbody></table>
</div>
<div class="MsoNormal">
<br />
Le chargeur Takeuchi s'est rapidement imposé grâce à sa
réputation de fiabilité, son moteur le plus puissant de sa catégorie, son débit
hydraulique de 153 l/mn et son double bras robuste.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-meWaKaclLcs/WIHFV7k0QmI/AAAAAAAABDI/8QZU2i8aGawjk6e4NTUkTBmR7IYyJWvEgCEw/s1600/20170117_153442.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="300" src="https://3.bp.blogspot.com/-meWaKaclLcs/WIHFV7k0QmI/AAAAAAAABDI/8QZU2i8aGawjk6e4NTUkTBmR7IYyJWvEgCEw/s400/20170117_153442.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Un broyeur forestier Serrat qui fait le travail !</td></tr>
</tbody></table>
Nous lui avons adjoint tout naturellement un broyeur à
marteaux mobiles de marque Serrat, type MF-3, compte tenu des silex et autres
pierres que l'on trouve sur les chantiers, le montage en marteaux fixes
générant davantage de casse. </div>
<div class="MsoNormal">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-p6Ot_MvdLM0/WIHFQXjmnzI/AAAAAAAABDQ/pfGKiJQiF8cNn4EpQt2P_MXzE32mswt4wCEw/s1600/20170117_155407.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="300" src="https://4.bp.blogspot.com/-p6Ot_MvdLM0/WIHFQXjmnzI/AAAAAAAABDQ/pfGKiJQiF8cNn4EpQt2P_MXzE32mswt4wCEw/s400/20170117_155407.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Le super rendu du broyeur Serrat</td></tr>
</tbody></table>
</div>
<div class="MsoNormal">
La qualité de travail du broyeur Serrat est toujours au
rendez-vous !<br />
<br />
En relevant les patins le travail sera légèrement moins fin mais
bien suffisant pour de l'entretien en milieu forestier.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-i4pRT5ev4qI/WIHG7wHk_CI/AAAAAAAABDY/JmvRzNCS5OMeBYgCxBJzomVcc_DkSS0zgCLcB/s1600/20170117_155701.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="300" src="https://2.bp.blogspot.com/-i4pRT5ev4qI/WIHG7wHk_CI/AAAAAAAABDY/JmvRzNCS5OMeBYgCxBJzomVcc_DkSS0zgCLcB/s400/20170117_155701.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Et c'est parti !</td></tr>
</tbody></table>
<br />
<br />
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Nous restons à votre disposition pour toute demande en mécanisation
sylvicole.</div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-6352117165923922045.post-85350707755385793332016-12-02T15:02:00.000+01:002017-05-16T13:30:14.466+02:00Nouveau rouleau landais spécial entretien pour la préservation des systèmes racinairesLa complexité des matériels en forêt n'a de sens que si elle apporte une réelle différenciation dans la qualité de travail ou dans la productivité générale.<br />
<br />
Cette complexité engendre souvent des coûts à la conception et à la fabrication qui, à leur tour, engendre des coûts supplémentaires à l'utilisation pour les entrepreneurs de travaux forestiers et leurs clients.<br />
<br />
Chez Sylvinov, fort de l'expérience de Ménard-Darriet-Cullerier depuis 1907 et de DeMatos depuis 2016, nous essayons au maximum de garder les matériels "simples" pour les laisser accessibles au plus grand nombre mais néanmoins "robustes" pour durer.<br />
<br />
La dernière évolution de notre rouleau landais, fabriqué depuis 1922, ne déroge pas à la règle.<br />
<br />
Le cahier des charges est de respecter le système racinaire affleurant tout en supprimant le maximum de végétation concurrente.<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-mrNbn6hu_L0/WEF4nAfj_tI/AAAAAAAABCo/AeZSuH7WNqwBF57THMXldlUgKnYm1BnZgCLcB/s1600/syst%25C3%25A8me%2Bracinaire%2Baffleurant%2Bdu%2Bpin%2Bmaritime.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://2.bp.blogspot.com/-mrNbn6hu_L0/WEF4nAfj_tI/AAAAAAAABCo/AeZSuH7WNqwBF57THMXldlUgKnYm1BnZgCLcB/s320/syst%25C3%25A8me%2Bracinaire%2Baffleurant%2Bdu%2Bpin%2Bmaritime.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Système racinaire affleurant du pin maritime à environ 5 à 10 cm de la surface</td></tr>
</tbody></table>
<br />
Nous avons donc travaillé sur la profondeur de travail en gardant à la fois l'efficacité légendaire de l'outil, sa robustesse et une certaine polyvalence.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-qk4pbqFuzYA/WEF4eH_HQoI/AAAAAAAABCw/HawGCyxuJYAc6k-GcpIEDB5QnwaaTZsrACEw/s1600/Qualit%25C3%25A9%2Bde%2Btravail%2Ben%2Bun%2Bpassage%2Bdu%2Brouleau%2Blandais%2BSylvinov.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://2.bp.blogspot.com/-qk4pbqFuzYA/WEF4eH_HQoI/AAAAAAAABCw/HawGCyxuJYAc6k-GcpIEDB5QnwaaTZsrACEw/s320/Qualit%25C3%25A9%2Bde%2Btravail%2Ben%2Bun%2Bpassage%2Bdu%2Brouleau%2Blandais%2BSylvinov.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Efficacité en un seul passage</td></tr>
</tbody></table>
Nous avons redimensionné le châssis et le train de roues pour limiter la pénétration tout en travaillant sur le rouleau.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-dzpnnvjw2YQ/WEF4iOosyWI/AAAAAAAABCw/QQ0LFsLa-tsaURGN1tXrLU0AcWBDf_RPACEw/s1600/Rouleau%2Blandais%2Bsp%25C3%25A9cial%2Bentretien.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://4.bp.blogspot.com/-dzpnnvjw2YQ/WEF4iOosyWI/AAAAAAAABCw/QQ0LFsLa-tsaURGN1tXrLU0AcWBDf_RPACEw/s320/Rouleau%2Blandais%2Bsp%25C3%25A9cial%2Bentretien.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Rouleau landais spécial entretien pour protéger les systèmes racinaires</td></tr>
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Actuellement utilisé dans la forêt des Landes de Gascogne, son utilisation est parfaitement adaptée à d'autres forêts de plantation telles que celles d'hévéa, de teck, de palmier à huile ou d'autres essences pour supprimer l'utilisation d'herbicides nocifs à l'environnement et à la santé.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-M6ADhi57GYY/WEF4Tu9TU8I/AAAAAAAABCw/D2kCw6AchYwFuFL9BqPrz7AXLW5JmvQAQCEw/s1600/SAM_0921.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="180" src="https://2.bp.blogspot.com/-M6ADhi57GYY/WEF4Tu9TU8I/AAAAAAAABCw/D2kCw6AchYwFuFL9BqPrz7AXLW5JmvQAQCEw/s320/SAM_0921.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Idéal pour les environnements difficiles forestiers ou agroforestiers</td></tr>
</tbody></table>
<br />
Sa robustesse en fait un outil idéal pour les environnements difficiles forestiers ou agroforestiers, en Europe, en Afrique ou ailleurs. Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-65221441272266460802016-07-07T17:40:00.000+02:002016-07-07T17:40:47.386+02:00Skid wherever and whenever you want !Small can really be of interest in some cases !<br /><br />The microskid is an innovative tool with lots of advantages !<br />
<br /><img class="center" height="455" src="https://media.licdn.com/mpr/mpr/shrinknp_800_800/AAEAAQAAAAAAAAjHAAAAJDEzN2RiNTFiLTY4Y2EtNDNiMS04MzkxLTRhOTNiNzkwNjc0MQ.jpg" width="575" /><strong> </strong><br />
<br />
<strong>- easy </strong><b>access in almost every environment </b>(up to 45° slope)<br /><strong>- self propelled </strong>(all you need is an a attachment point)<b><br />- 100% autonomous </b>(no tractor)<br /><strong>- very low costs of use </strong>(four stroke engine)<br /><strong>- environmentally friendly</strong><br /><strong>- safe to use </strong>(away from the tool)<br />
<div class="prose" itemprop="articleBody">
<br /><img class="center" height="576" src="https://media.licdn.com/mpr/mpr/shrinknp_800_800/AAEAAQAAAAAAAAdGAAAAJGEyZWY4MjU4LTJhOTUtNDYyYi05YWEyLTBhMmFjYjI1MDBiMw.jpg" width="572" /><br />
<br />
Feel free to contact us for any further information<a href="https://www.linkedin.com/today/author/0_3XX3NPTZWTXLnDhCWGvh43"><span class="count"></span> </a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-3296234617001357182016-07-07T14:29:00.002+02:002016-07-07T14:29:48.294+02:00Le micro-débusqueur autonome pour débarder ou treuiller du bois en environnement difficile ou sensible - nouvelle version pas chère !
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<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-ljtaO-0oUsE/V35KUdkdQqI/AAAAAAAABAw/WeTB-WkENL4W75WMN-n8hbhr91tNx5OyQCLcB/s1600/6.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="253" src="https://2.bp.blogspot.com/-ljtaO-0oUsE/V35KUdkdQqI/AAAAAAAABAw/WeTB-WkENL4W75WMN-n8hbhr91tNx5OyQCLcB/s320/6.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Une de mes nombreuses applicatons</td></tr>
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Ce micro-débusqueur innovant a été mis au point par un forestier
expérimenté du Limousin, inventeur et ancien responsable de bureau
d'études après plusieurs années de recherche suite à la tempête de 1999.<br />
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Il a été conçu pour faciliter le débusquage ou treuillage des petits
bois, notamment pour les coupes de bois de feu et est utilisé là où des
moyens plus classiques accèdent très difficilement, abiment le terrain
ou ont un intérêt économique limité à être mobilisé.</div>
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L'idéal pour les pentes, sur les bords de rivière, sur terrain difficilement accessible...</div>
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<b>Cet outil comprend un treuil forestier, un châssis robuste, un timon
directionnel, un porte-accessoires (en option) et un loge-bûches (en
option).</b></div>
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<b>Il est commercialisé sur toute la France et à l'export en exclusivité
par Ménard-Darriet-Cullerier au prix départ de 2990 € H.T..</b></div>
<b><br /></b>
<b>Si vous avez déjà le treuil PCW5000, nous pouvons vous fournir le châssis dans lequel vous installerez votre treuil d'occasion.</b></div>
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Les avantages d'un tel outil par rapport aux solutions traditionnelles sont:<br />
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- <b>excellente accessibilité </b>(léger, travail jusqu'à environ 45° de pente)</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-heljiRlMbuw/V35JrNoOdCI/AAAAAAAABAg/51vybbQsz_8SAj-DXOQY1de4-ZwR5ni6gCLcB/s1600/1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://4.bp.blogspot.com/-heljiRlMbuw/V35JrNoOdCI/AAAAAAAABAg/51vybbQsz_8SAj-DXOQY1de4-ZwR5ni6gCLcB/s320/1.jpg" width="317" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Je travaille sur des pentes jusqu'à 45° environ</td></tr>
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- <b>excellente traction</b> (accroché à un point fixe à la descente comme à la montée, coupe à dimension selon le diamètre et le taux d'humidité du bois)</div>
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<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-B5WbsYrYai0/V35JaI9yQuI/AAAAAAAABAc/NNONP1iBmfM2NbXBo04fUPKP4Z2ddRfZgCKgB/s1600/4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="196" src="https://1.bp.blogspot.com/-B5WbsYrYai0/V35JaI9yQuI/AAAAAAAABAc/NNONP1iBmfM2NbXBo04fUPKP4Z2ddRfZgCKgB/s320/4.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Mon chargement passe quasiment partout !</td></tr>
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- <b>parfaitement autonome</b> (pas de tracteur, rentre dans le coffre d'un véhicule ou dans une remorque)<br />
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<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-eAVd6XsJJjA/UoTataUB9-I/AAAAAAAAAes/ZSPiZUefYWg/s1600/2013-03-27_17-24-36_721.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://4.bp.blogspot.com/-eAVd6XsJJjA/UoTataUB9-I/AAAAAAAAAes/ZSPiZUefYWg/s320/2013-03-27_17-24-36_721.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Je peux être rangé dans un coffre</td></tr>
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-<b> faibles coûts d'utilisation</b> (prix d'achat raisonnable, autonome, moteur 4 temps, peu d'entretien)<br />
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- <b>dégradation limitée de l'environnement en fonctionnement</b> grâce à sa conception (franchi la plupart des obstacles courants facilement)<br />
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<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-LxUXUYH6hG8/UoTgEo-GrqI/AAAAAAAAAfI/TY1cSJOv8fo/s1600/2013-03-27_15-26-15_476.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://1.bp.blogspot.com/-LxUXUYH6hG8/UoTgEo-GrqI/AAAAAAAAAfI/TY1cSJOv8fo/s320/2013-03-27_15-26-15_476.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Je ne défonce pas le terrain</td></tr>
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-<b> utilisation sécurisée</b> car l'opérateur est éloigné de l'appareil</div>
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<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-r5N5VJlAP0A/UoTgGH-OEcI/AAAAAAAAAfQ/QWva7scI8AI/s1600/2013-03-27_15-26-23_430.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://3.bp.blogspot.com/-r5N5VJlAP0A/UoTgGH-OEcI/AAAAAAAAAfQ/QWva7scI8AI/s320/2013-03-27_15-26-23_430.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Mon opérateur même dans des conditions extrêmes est à distance de sécurité</td></tr>
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- transport de bois coupé et de grumes<br />
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<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-l829A4wJlfM/UyhLQL9pmyI/AAAAAAAAAlQ/PGCGEtHHiZY/s1600/DSCN0198.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://3.bp.blogspot.com/-l829A4wJlfM/UyhLQL9pmyI/AAAAAAAAAlQ/PGCGEtHHiZY/s1600/DSCN0198.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Je peux transporter mon bois de chauffage en même temps !</td></tr>
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<b><a href="http://www.menard-darriet-cullerier.com/fr/nous-contacter.html" target="_blank">Contactez-nous pour toute question</a></b></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-62223099967681438702016-05-03T13:14:00.002+02:002016-05-03T13:14:08.640+02:00Agroforest drum chopper for plantation maintenance<div class="separator" style="clear: both; text-align: center;">
<img border="0" height="300" src="https://media.licdn.com/mpr/mpr/AAEAAQAAAAAAAAhrAAAAJGI0NmI5Yjk1LWQyOWItNGFmMi1hYWJjLTlkZmQ0ZGU0ODdiMw.jpg" width="400" /> </div>
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For ages the maintenance of the young plantations was a nightmare as it costs expenses you wish to avoid but you can't.<br /><br />At least if you can't avoid it, you can reduce your costs by using a tool that doesn't need much energy and maintenance, is work effective and takes care of the roots of your young trees.<br />
<br />This proper tool, after several years of research, we will display it to the French forestry fair Forexpo on the 15th, 16th and 17th of June this year, close to Bordeaux.<br /><br /><img border="0" src="https://3.bp.blogspot.com/-Q_P1g3G2N5c/VyiG6BhFGgI/AAAAAAAAA_0/C8BLnzA6OCIgGIOr2C_JEhjA9zevXg6DACLcB/s400/Landaise%2Bagroforesti%25C3%25A8re.jpg" /> <br /><br /> Feel free to come and see it work !<br /><br />I would be delighted to welcome you.<br />
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<a href="http://forexpo.fr/en/">http://forexpo.fr/en/</a></div>
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<img border="0" src="https://media.licdn.com/mpr/mpr/AAEAAQAAAAAAAAhBAAAAJDc1MjJmOTUzLTE3N2ItNDlkNC1iMWRhLTQ4YWRiZTNlOTkxMQ.jpg" /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-21247474957242352432016-04-26T11:28:00.004+02:002016-06-20T10:02:40.623+02:00FOREXPO 2016 à Mimizan (Landes) les 15,16 et 17 juin<h1 style="text-align: center;">
FOREXPO 2016,<br />
<span style="font-size: 26px;"><b>le salon forestier du Sud Europe,</b></span><br />
<span style="font-size: 20px;">au cœur du plus grand massif de forêt cultivée,<br />
aux portes des Pyrénées et de la Péninsule Ibérique.</span></h1>
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<a href="https://4.bp.blogspot.com/-6OFdJ6_En44/Vx8MlG411JI/AAAAAAAAA-U/9KST2dWvxuEMdKvc0-KXjX3UYuF8ZhJsACLcB/s1600/FOREXPO%2B2016.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://4.bp.blogspot.com/-6OFdJ6_En44/Vx8MlG411JI/AAAAAAAAA-U/9KST2dWvxuEMdKvc0-KXjX3UYuF8ZhJsACLcB/s1600/FOREXPO%2B2016.jpg" /></a></div>
<br />
Toute l'équipe de SYLVINOV et de ses co-exposants et partenaires SERRAT, KOMATSU AFBTP, SENNEBOGEN, ont le plaisir de vous recevoir sur leur stand dans le secteur reboisement / sylviculture les mercredi 15, jeudi 16 et vendredi 17 juin 2016 à Mimizan lors du salon forestier Forexpo.<br />
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<a href="https://3.bp.blogspot.com/-G3r-o20n2mk/Vx8s1zf3mlI/AAAAAAAAA-k/GVV9Uax9bis93W4tkLD-6fYVHAYHghQEwCLcB/s1600/FOREXPO-2016-CARTE.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="210" src="https://3.bp.blogspot.com/-G3r-o20n2mk/Vx8s1zf3mlI/AAAAAAAAA-k/GVV9Uax9bis93W4tkLD-6fYVHAYHghQEwCLcB/s320/FOREXPO-2016-CARTE.jpg" width="320" /></a></div>
<br />
<br />
<div style="text-align: center;">
<b>Quelques surprises vous attendent pour cette nouvelle édition !</b></div>
<div style="text-align: center;">
<b>Pour en savoir plus ? Venez nous rencontrer ! </b></div>
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<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-Y0p9WRPDSKU/V2ei4hyDhbI/AAAAAAAABAM/4_bb_SANpWwY6Lb6HYdmOWiZqB7zkjmTwCLcB/s1600/20160615_091656.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://1.bp.blogspot.com/-Y0p9WRPDSKU/V2ei4hyDhbI/AAAAAAAABAM/4_bb_SANpWwY6Lb6HYdmOWiZqB7zkjmTwCLcB/s320/20160615_091656.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Premier Forexpo pour Sylvinov (anciennement Ménard-Darriet-Cullerier / de Matos)</td></tr>
</tbody></table>
<br />
Sylvinov présentera ses produits:<br />
- Rouleaux landais DeMatos<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-_P5TjnTgFfM/Vx8wBwYXFJI/AAAAAAAAA_A/bVpwNGqvox8KZM6f5QNg0D4s69leTF4WACLcB/s1600/DSCN3425.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://4.bp.blogspot.com/-_P5TjnTgFfM/Vx8wBwYXFJI/AAAAAAAAA_A/bVpwNGqvox8KZM6f5QNg0D4s69leTF4WACLcB/s200/DSCN3425.JPG" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Rouleaux landais DeMatos</td></tr>
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<br />
- Rouleaux landais + Débroussailleur à disques Ménard-Darriet<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-ray6zbOz3kI/VhKVOXblKMI/AAAAAAAAA0s/BIjl5cuDFVcpLK2GQT-nqmtuvmjPmGiUQCKgB/s1600/20150430_103123.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="120" src="https://1.bp.blogspot.com/-ray6zbOz3kI/VhKVOXblKMI/AAAAAAAAA0s/BIjl5cuDFVcpLK2GQT-nqmtuvmjPmGiUQCKgB/s200/20150430_103123.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Rouleau landais Ménard-Darriet avec déport hydraulique</td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-ITBbNHbtuNU/VwS5HBMnmrI/AAAAAAAAA9o/eMYeah7YE-UZMu6WHqaDwB8AXaS4gKnHgCKgB/s1600/D%25C3%25A9broussailleur%2B%25C3%25A0%2Bdisques%2BM%25C3%25A9nard-Darriet.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://4.bp.blogspot.com/-ITBbNHbtuNU/VwS5HBMnmrI/AAAAAAAAA9o/eMYeah7YE-UZMu6WHqaDwB8AXaS4gKnHgCKgB/s200/D%25C3%25A9broussailleur%2B%25C3%25A0%2Bdisques%2BM%25C3%25A9nard-Darriet.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Rouleau landais + disques Ménard-Darriet</td></tr>
</tbody></table>
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- Girobroyeurs / gyrobroyeurs forestiers Cullerier (couteaux ou chaînes)<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-Bpa3q_HyFv0/Vx8xFv1cxaI/AAAAAAAAA_Q/D183JSc5UOUDrJ5GjGHQuxuL6ynN3lNrwCLcB/s1600/GIROBROYEUR%2BCULLERIER%2BF180%2BA%2BCOUTEAUX.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="149" src="https://4.bp.blogspot.com/-Bpa3q_HyFv0/Vx8xFv1cxaI/AAAAAAAAA_Q/D183JSc5UOUDrJ5GjGHQuxuL6ynN3lNrwCLcB/s200/GIROBROYEUR%2BCULLERIER%2BF180%2BA%2BCOUTEAUX.JPG" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Gyrobroyeur / girobroyeur forestier Cullerier</td></tr>
</tbody></table>
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- Charrues forestières Ménard-Darriet <br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-6eFofs4DgzU/Vx8xmd5vJ2I/AAAAAAAAA_U/yJPtvJJGWgM_MBzHxFZwuQMEbu7CHKzXwCLcB/s1600/Charrue%2Btrisoc%2BF3%2B%252B%2Bdisque.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="112" src="https://3.bp.blogspot.com/-6eFofs4DgzU/Vx8xmd5vJ2I/AAAAAAAAA_U/yJPtvJJGWgM_MBzHxFZwuQMEbu7CHKzXwCLcB/s200/Charrue%2Btrisoc%2BF3%2B%252B%2Bdisque.png" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Charrue forestière + disque reboucheur de cale de labour</td></tr>
</tbody></table>
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- Cover-crops / émietteurs Ménard-Darriet<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-nCXx2cYOcD8/Vx8zFVSOa6I/AAAAAAAAA_k/UvfenlUREN0zaccDlAqnt66bxwAd6tQrACLcB/s1600/CC%2B16-660%2BNSX%2B%252813%2529.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://1.bp.blogspot.com/-nCXx2cYOcD8/Vx8zFVSOa6I/AAAAAAAAA_k/UvfenlUREN0zaccDlAqnt66bxwAd6tQrACLcB/s200/CC%2B16-660%2BNSX%2B%252813%2529.JPG" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cover-crop Ménard-Darriet à déclenchement hydraulique</td></tr>
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Vous pourrez aussi y trouver les matériels de nos partenaires:<br />
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<a href="http://1.bp.blogspot.com/-sSsfuMFNXyY/TldcQeRJLNI/AAAAAAAAACQ/O9wYVA7qobo/s1600/LOGO+GOURDON.bmp" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="70" qaa="true" src="https://1.bp.blogspot.com/-sSsfuMFNXyY/TldcQeRJLNI/AAAAAAAAACQ/O9wYVA7qobo/s200/LOGO+GOURDON.bmp" width="200" /></a>- REMORQUES GOURDON: <br />
Seront présentées diverses gammes de remorques destinées :<br />
<a href="http://www.remorques-gourdon.com/agricoles.html">à l’agriculture,</a> <a href="http://www.remorques-gourdon.com/agri-tp.html">porte-engin agricole</a><br />
<a href="http://www.remorques-gourdon.com/travaux-publics.html">au bâtiment et travaux publics,</a><br />
<a href="http://www.remorques-gourdon.com/environnement.html">à l'environnement,</a> <a href="http://www.remorques-gourdon.com/espaces-verts.html">et l'espace vert et la forêt.</a><br />
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<a href="https://3.bp.blogspot.com/-n5LplLPl2yM/Vx8usCrId4I/AAAAAAAAA-w/nzaB9XlWF60Wbg_UVKxHl8JeGTTx5kpjwCLcB/s1600/LOGO%2BSERRAT%2BHORIZONTAL.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="109" src="https://3.bp.blogspot.com/-n5LplLPl2yM/Vx8usCrId4I/AAAAAAAAA-w/nzaB9XlWF60Wbg_UVKxHl8JeGTTx5kpjwCLcB/s200/LOGO%2BSERRAT%2BHORIZONTAL.jpg" width="200" /></a>- BROYEURS SERRAT: les broyeurs axes horizontaux outils fixes ou
mobiles ainsi que les têtes de broyage à monter sur pelle mécanique<br />
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<a href="http://3.bp.blogspot.com/-ln1uWYDgK_I/T7kBirCkuUI/AAAAAAAAAHs/lbhJ1-cmI54/s1600/Blanchard+MB.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://3.bp.blogspot.com/-ln1uWYDgK_I/T7kBirCkuUI/AAAAAAAAAHs/lbhJ1-cmI54/s1600/Blanchard+MB.JPG" /></a>- BLANCHARD EQUIPEMENTS: avec broyeurs de souches, pinces pour le bois énergie, défragmenteur, rateaux fléco, godets...<br />
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<a href="http://3.bp.blogspot.com/-Y3vyf5f9_XQ/TldcTFfDkTI/AAAAAAAAACU/fp8-rUYU2ss/s1600/PALLARI_shear.jpg" style="clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="67" qaa="true" src="https://3.bp.blogspot.com/-Y3vyf5f9_XQ/TldcTFfDkTI/AAAAAAAAACU/fp8-rUYU2ss/s200/PALLARI_shear.jpg" width="200" /></a></div>
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- TERVOLAN KONEPAJA: Outils bois énergie PALLARI KHM 100 / 125 / 140</div>
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<a href="http://3.bp.blogspot.com/-NvIZ3DLurAM/T7kCZI280II/AAAAAAAAAH0/_C1kqj-ob9w/s1600/Pilkemaster_evo.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="30" src="https://3.bp.blogspot.com/-NvIZ3DLurAM/T7kCZI280II/AAAAAAAAAH0/_C1kqj-ob9w/s200/Pilkemaster_evo.png" width="200" /></a>- AGROMASTER: Combinés PILKEMASTER pour bois de chauffage</div>
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Pour toute information: <a href="http://forexpo.fr/fr/7-accueil.html">http://forexpo.fr/fr/7-accueil.html</a><br />
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-49489529019906730022016-04-08T09:14:00.003+02:002016-04-08T09:14:39.274+02:00Regonflage forestier: être efficace sans être agressif pour le système racinaireAu cours des 25 dernières années nous avons développé un certain nombre d'outils combinés. <br />
<br />
Le plus important a été le débroussailleur à disques (deb disk à l'époque). <br />
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Voilà à quoi il ressemblait dans les années 90... <br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="267" src="https://media.licdn.com/mpr/mpr/shrinknp_800_800/AAEAAQAAAAAAAAgnAAAAJGZjYjNkZTUyLTIwM2QtNDdhNy1hZWRmLWEyZjc2YTc2NTAxNg.jpg" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Deb disk des années 90</td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="275" src="https://media.licdn.com/mpr/mpr/shrinknp_800_800/AAEAAQAAAAAAAAXkAAAAJGY1ODIyM2RiLTY1NzgtNDQxZC1iYTU3LTM1MWIwNGYwMjRjNg.jpg" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Le travail du deb disk</td></tr>
</tbody></table>
Pas de train de roues hydraulique et pas mal d'articulations mais c'était une réelle innovation à ce moment là.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="300" src="https://media.licdn.com/mpr/mpr/shrinknp_800_800/AAEAAQAAAAAAAAkTAAAAJDZmMDY3YmY2LWVjYjctNDljYi04ODZjLTE2OTE0NTk0ZmI4OA.jpg" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Débroussailleur à disques de 2007</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
En 2007 nous avons remis à jour le deb disk avec une version avec train de roues hydraulique et gestion non-stop des trains de disques.<br />
<br />
La qualité de travail était à nouveau excellente et nous avons améliorer la productivité grâce au train de roues hydraulique et à la technologie non-stop. Au niveau conception il y avait, à notre goût, un peu trop d'axes, d'articulations...<br />
<br />
En 2008 est né le cover-crop non-stop avec un relevage automatique lors du franchissement des souches. Le concept a été amélioré en 2010 puis 2012. La technologie développé a été ensuite adaptée au débroussailleur à disques.<br />
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Moins d'articulation pour réduire le coût d'utilisation, un train de roues hydraulique pour la productivité et toujours la technologie non-stop pour réduire le coût d'utilisation en améliorant la productivité... Et le voilà !<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="300" src="https://media.licdn.com/mpr/mpr/shrinknp_800_800/AAEAAQAAAAAAAAfUAAAAJDg5ZTZmZDVmLWY4NTktNGIwMi1hMDcxLWQxZDI1YTMxM2I1ZA.jpg" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Version non motorisée du débroussailleur à disques</td></tr>
</tbody></table>
Le travail est toujours aussi efficace mais en augmentant de 4 à 6 le nombre de disques nous avons veillé à la profondeur de travail pour éviter d'endommager le système racinaire des arbres et améliorer la stabilité du peuplement et la résistance au vent.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="300" src="https://media.licdn.com/mpr/mpr/shrinknp_800_800/AAEAAQAAAAAAAAXKAAAAJDg1ZDY5ZWZhLWIyN2EtNGVjMy1hOTQxLTg1NDY5ZjY4Yjc5Yg.jpg" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Travail du débroussailleur à disques en regonflage</td></tr>
</tbody></table>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-37385822616275570282016-04-08T08:53:00.001+02:002016-04-08T08:54:18.443+02:00Plantation maintenance: how to be effective but not aggressiveOver the last 25 years we have developped and improved new combined tools. <br />
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The most used is the drum chopper with discs. <br />
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Back in the 1990's it was looking like that... <br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="267" src="https://media.licdn.com/mpr/mpr/shrinknp_800_800/AAEAAQAAAAAAAAgnAAAAJGZjYjNkZTUyLTIwM2QtNDdhNy1hZWRmLWEyZjc2YTc2NTAxNg.jpg" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Combined drum chopper from the 1990's</td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="275" src="https://media.licdn.com/mpr/mpr/shrinknp_800_800/AAEAAQAAAAAAAAXkAAAAJGY1ODIyM2RiLTY1NzgtNDQxZC1iYTU3LTM1MWIwNGYwMjRjNg.jpg" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Forestry maintenance </td></tr>
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No transportation wheels, lots of parts and pins but it was working pretty well. <br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="300" src="https://media.licdn.com/mpr/mpr/shrinknp_800_800/AAEAAQAAAAAAAAkTAAAAJDZmMDY3YmY2LWVjYjctNDljYi04ODZjLTE2OTE0NTk0ZmI4OA.jpg" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Combined drum chopper from 2007</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
In 2007 we made a new version with transportation wheels and hydraulic stump jump discs... <br />
<br />
The
quality of work was remaining good whereas we increased the
productivity with the transportation wheels. Still we were not satisfied
as it had lots of parts and pins...<br />
<br />
Back in 2008 we imagined a stump jump discs harrow which we improved in
2010 and again in 2012. The new developed stump jump discs harrow was to
be part of the new version of our drum choper with discs. Less parts
and pins for the cost of use, transportation wheels for the productivity
and the hydraulic stump jump system for both productivity and cost of
use. <br />
<br />
And there it is ! <br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="300" src="https://media.licdn.com/mpr/mpr/shrinknp_800_800/AAEAAQAAAAAAAAfUAAAAJDg5ZTZmZDVmLWY4NTktNGIwMi1hMDcxLWQxZDI1YTMxM2I1ZA.jpg" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">New version of the combined drum chopper</td></tr>
</tbody></table>
And still very effective but protecting the pine tree roots for better growth and wind stability !<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="300" src="https://media.licdn.com/mpr/mpr/shrinknp_800_800/AAEAAQAAAAAAAAXKAAAAJDg1ZDY5ZWZhLWIyN2EtNGVjMy1hOTQxLTg1NDY5ZjY4Yjc5Yg.jpg" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ground work of our new forestry combined drum chopper</td></tr>
</tbody></table>
If you have any needs we will be glad to help develop any forestry or agroforestry tool to help you reach your objectives. Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-77779778391149727452016-04-06T09:26:00.002+02:002016-04-06T09:26:55.363+02:00Etancheité rouleaux landais Ménard-Darriet ou DeMatosLe premier rouleau landais a été construit et breveté par Jacques Darriet en 1922.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-Rg0pNjilIpk/VwS39y6q2aI/AAAAAAAAA9Y/qxW7HqFVCI837KipoFgDQSIvxpaPv8OIg/s1600/rouleau_landais_ann%25C3%25A9es_1980.png" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://4.bp.blogspot.com/-Rg0pNjilIpk/VwS39y6q2aI/AAAAAAAAA9Y/qxW7HqFVCI837KipoFgDQSIvxpaPv8OIg/s320/rouleau_landais_ann%25C3%25A9es_1980.png" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Rouleau landais des années 1980</td></tr>
</tbody></table>
Depuis cette date les débroussailleurs à rouleaux MÉNARD-DARRIET n'ont cesser d'évoluer.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-ITBbNHbtuNU/VwS5HBMnmrI/AAAAAAAAA9k/7ZbJF3LTFKMgiXN1IFR7S7_RXV8NBYIgw/s1600/D%25C3%25A9broussailleur%2B%25C3%25A0%2Bdisques%2BM%25C3%25A9nard-Darriet.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://1.bp.blogspot.com/-ITBbNHbtuNU/VwS5HBMnmrI/AAAAAAAAA9k/7ZbJF3LTFKMgiXN1IFR7S7_RXV8NBYIgw/s320/D%25C3%25A9broussailleur%2B%25C3%25A0%2Bdisques%2BM%25C3%25A9nard-Darriet.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Débroussailleur combiné à disques version 2016</td></tr>
</tbody></table>
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SYLVINOV, la nouvelle entreprise qui résulte de la fusion des entreprises MÉNARD-DARRIET-CULLERIER et DE MATOS, continue à innover pour améliorer productivité et robustesse sans modifier l'efficacité de travail.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-HdI5cmzuqWo/VwS5wUsKs4I/AAAAAAAAA9s/-5iQ0cDzvVor4gs1uDeTggtMEg-I8lj7w/s1600/Etancheit%25C3%25A9%2Bd%25C3%25A9broussailleur%2BDeMatos.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://1.bp.blogspot.com/-HdI5cmzuqWo/VwS5wUsKs4I/AAAAAAAAA9s/-5iQ0cDzvVor4gs1uDeTggtMEg-I8lj7w/s320/Etancheit%25C3%25A9%2Bd%25C3%25A9broussailleur%2BDeMatos.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Etanchéité rouleau landais DeMatos</td></tr>
</tbody></table>
Tous les nouveaux rouleaux landais construits à partir de 2016 bénéficient de l'étancheité DeMatos, peu importe la marque Ménard-Darriet ou DeMatos.<br />
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Nous travaillons au développement de nouveaux produits pour Forexpo 2016...<br />
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-74353515940687775482016-03-10T08:42:00.001+01:002016-03-10T08:42:13.012+01:00Combinés bois de chauffage - nouvelle table d'alimentation<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-NvIZ3DLurAM/T7kCZI280II/AAAAAAAAA68/RusJ3-fatBE/s1600/Pilkemaster_evo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="48" src="https://1.bp.blogspot.com/-NvIZ3DLurAM/T7kCZI280II/AAAAAAAAA68/RusJ3-fatBE/s320/Pilkemaster_evo.png" width="320" /></a></div>
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L'objectif de Pilkemaster est d'améliorer continuellement ses produits afin d'améliorer productivité et confort de travail.<br />
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La nouvelle table d'alimentation répond à ses deux objectifs.<br />
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Une fois les billons positionnés sur la table, il ne reste plus qu'à tronçonner et fendre. <br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-NC5AwSU_aU8/VuEisaHlSYI/AAAAAAAAA8o/MK9ueX4cRcc/s1600/Agromaster-Tukkip%25C3%25B6yt%25C3%25A4-71.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://3.bp.blogspot.com/-NC5AwSU_aU8/VuEisaHlSYI/AAAAAAAAA8o/MK9ueX4cRcc/s320/Agromaster-Tukkip%25C3%25B6yt%25C3%25A4-71.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Table d'alimentation avec assistance hydraulique</td></tr>
</tbody></table>
Le système de gestion des grumes en bout de table est simple et efficace. Tellement simple et efficace qu'il est breveté !<br />
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<a href="https://4.bp.blogspot.com/-uebi0OX5YRA/VuEj5yc7i6I/AAAAAAAAA80/lnFXiv1OB4o/s1600/Agromaster-Tukkip%25C3%25B6yt%25C3%25A4-134.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://4.bp.blogspot.com/-uebi0OX5YRA/VuEj5yc7i6I/AAAAAAAAA80/lnFXiv1OB4o/s320/Agromaster-Tukkip%25C3%25B6yt%25C3%25A4-134.jpg" width="320" /></a></div>
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L'assistance hydraulique se compose de deux moteurs hydrauliques qui facilitent le travail de l'opérateur.<br />
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Le reste du combiné reste identique. Pourquoi changer ce qui fonctionne ?<br />
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<a href="https://3.bp.blogspot.com/-f6r2Z5MIcPc/UTdPsFrq_vI/AAAAAAAAA6w/SI5EH5ayyS0/s1600/2013-02-27_10-02-13_937.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://3.bp.blogspot.com/-f6r2Z5MIcPc/UTdPsFrq_vI/AAAAAAAAA6w/SI5EH5ayyS0/s320/2013-02-27_10-02-13_937.jpg" width="320" /></a></div>
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Cette table sera présentée par Sylvinov à Forexpo 2016, les 15,16 et 17 juin à Mimizan.<br />
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D'autres nouveautés le seront aussi... mais c'est un peu tôt pour en parler. Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-16886472083144331842015-12-28T13:41:00.004+01:002015-12-28T13:48:39.672+01:00Un nouveau constructeur de matériel forestier est né !Suite à une discussion engagée en 2015, les entreprises De Matos et Ménard-Darriet-Cullerier ont décidé de s'associer en janvier 2016.<br />
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Le savoir-faire et le personnel De Matos rejoignent les locaux de Ménard-Darriet-Cullerier à Labouheyre.<br />
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<a href="http://3.bp.blogspot.com/-jf-zBS-EkL8/VoErtU36ayI/AAAAAAAAA24/CxrRkK5mR1w/s1600/Sylvinov%2B%2528petit%2529.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Cette opportunité permet la création d'un nouveau constructeur de matériel forestier: SYLVINOV.<br />
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<a href="http://4.bp.blogspot.com/-jf-zBS-EkL8/VoErtU36ayI/AAAAAAAAA28/Bze3QTu6eBU/s1600/Sylvinov%2B%2528petit%2529.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="113" src="http://4.bp.blogspot.com/-jf-zBS-EkL8/VoErtU36ayI/AAAAAAAAA28/Bze3QTu6eBU/s400/Sylvinov%2B%2528petit%2529.png" width="400" /></a></div>
Un nouveau constructeur de matériel forestier est né ! <br />
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La gamme de produits qui seront fabriqués au sein de SYLVINOV est désormais:<br />
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- débroussailleurs DEMATOS <br />
- débroussailleurs MENARD-DARRIET<br />
- charrues MENARD-DARRIET<br />
- girobroyeurs / gyrobroyeurs CULLERIER<br />
- cover-crops MENARD-DARRIET<br />
- grues SDG<br />
- chenillards MD <br />
<br />
Les gammes distribuées ne changent pas:<br />
- Remorques GOURDON: remorques forestières homologuées route à chargement en long et/ou en travers (CU 4,4 t / 8t / 13t / 15t - motrice ou non) <br />
- Broyeurs SERRAT: broyeurs axes horizontaux outils fixes ou mobiles, les têtes de broyage à monter sur pelle mécanique, chenillard et les broyeurs récupérateurs BIOMASS / BIOGREEN<br />
- Blanchard Equipements: défragmenteurs bois énergie, broyeurs de souches, pinces bois énergie, , rateaux fléco, godets... <br />
- Pallari: outils bois énergie <br />
- Pilkemaster: combinés pour bois de chauffage<br />
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Dans sa volonté d'être toujours au plus près de ses clients, Sylvinov a racheté une société de mécanique générale, la société Chèze, sur Uzerche pour y adjoindre la distribution et la réparation de toutes ses marques.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-44499854135741796162015-10-05T18:04:00.000+02:002015-10-06T09:47:27.408+02:00Drum chopper hydraulic offsetSince the 20's we have been improving our tools to give to the users better reliability and productivity.<br />
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Using two drum choppers helps improve the quality of work.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-AovR7-m4ODw/VhKUxGUWCeI/AAAAAAAAA0g/VunJTJ9hBBI/s1600/deport.jpg" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="http://3.bp.blogspot.com/-AovR7-m4ODw/VhKUxGUWCeI/AAAAAAAAA0g/VunJTJ9hBBI/s320/deport.jpg" width="316" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hydraulic offset from 2006</td></tr>
</tbody></table>
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Working
in a broader width is not new. The forester contractors have been
working like this for ages by shifting the second drum chopper manually.<br />
<div style="text-align: justify;">
</div>
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<div style="text-align: justify;">
What is new is to be able to do it while working from the cabin... and with a an hydraulic set of wheels.</div>
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Over the last 6 months the new option for Ménard-Darriet drum choppers has been giving full satisfaction.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-ray6zbOz3kI/VhKVOXblKMI/AAAAAAAAA0o/VZqLkKWHtBw/s1600/20150430_103123.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="192" src="http://1.bp.blogspot.com/-ray6zbOz3kI/VhKVOXblKMI/AAAAAAAAA0o/VZqLkKWHtBw/s320/20150430_103123.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Two drum choppers with the hydraulic offset option</td></tr>
</tbody></table>
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This new option given to the foresters ensure the drives a more safer and easier work.<br />
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<div style="text-align: justify;">
<div style="text-align: center;">
<b>No need to couple and uncouple manually any more !</b></div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzOzsS76aCyc3y9UgdtEWB2_TSMU158PMuOiPfCOqocedR5zRZXEKZkuZZO_5HDZGknmLC5VqNsjQXhTj0-_g' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-67977269386720937802015-10-05T17:44:00.002+02:002015-10-05T17:52:53.757+02:00Déport hydraulique sur rouleau landais<a href="http://3.bp.blogspot.com/-AovR7-m4ODw/VhKUxGUWCeI/AAAAAAAAA0g/VunJTJ9hBBI/s1600/deport.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="http://3.bp.blogspot.com/-AovR7-m4ODw/VhKUxGUWCeI/AAAAAAAAA0g/VunJTJ9hBBI/s320/deport.jpg" width="316" /></a><br />
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<br />
<br />
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Le travail décalé n'est pas une nouveauté sur le massif aquitain, ce qui
l'est c'est de pouvoir le faire en étant au travail au volant du
tracteur... et avec un train de roues hydraulique.<br />
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<br />
<br />
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Depuis plus de 6 mois maintenant la nouvelle option du rouleau landais Ménard-Darriet, le déport hydraulique intégré, tourne avec des résultats très probants.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-ray6zbOz3kI/VhKVOXblKMI/AAAAAAAAA0o/VZqLkKWHtBw/s1600/20150430_103123.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="192" src="http://1.bp.blogspot.com/-ray6zbOz3kI/VhKVOXblKMI/AAAAAAAAA0o/VZqLkKWHtBw/s320/20150430_103123.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Tandem de rouleaux landais avec déport hydraulique</td></tr>
</tbody></table>
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Cette nouvelle possibilité donnée aux entrepreneurs de travaux forestiers garantit aussi aux chauffeurs un travail plus facile et plus en sécurité.<br />
<br />
<div style="text-align: justify;">
<b>Plus besoin d'atteler et de dételer manuellement !</b><br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzDSDN5XXmon7KMaf9UR1RZ5_LezTq0mPz_d6Hq6NWRWFF0WFJv4hkMki-JzKZ80UtTJcfYlr2rohbodZ7d0w' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-71289535535609383242015-09-01T14:04:00.002+02:002015-09-01T14:04:35.242+02:00XIV World Forestry Congress - 7-11 september 2015<br />
<br />
<div class="bodytext">
<a href="http://www.fao.org/fileadmin/templates/wfc2015/img/WFC-2015banner-en.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="XIV World Forest Congress 2015" border="0" src="http://www.fao.org/fileadmin/templates/wfc2015/img/WFC-2015banner-en.png" title="XIV World Forest Congress 2015" usemap="#Map" width="100%" /></a>The XIV World Forestry Congress, hosted
by the Republic of South Africa, will bring together the global forestry
community to review and analyse the key issues and to share ways of
addressing them.</div>
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<br /></div>
<div class="bodytext">
The Congress – the first to be held in Africa - is
inclusive of people from all countries, regions and sectors, whether
they belong to a government organization, NGO, private company,
scientific or professional body, a forestry society, or simply have a
personal interest in attending.</div>
<div class="bodytext">
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The broad participation and inclusive
discussion on forestry issues will facilitate their mainstreaming in
global agendas on sustainable development as well as building new
partnerships.</div>
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<br /></div>
<div class="bodytext">
The Congress programme will be professionally and
culturally rewarding, with a variety of sessions, events and dialogue,
to ensure that all participants are engaged in defining a vision and
strategies for the sustainable future of forests and forestry.</div>
<div class="bodytext">
<br /></div>
<div class="bodytext">
Ménard-Darriet-Cullerier will be there, represented by its Managing Director Sébastien Eloir.</div>
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Don't hesitate to contact him: menard.darriet@wanadoo.fr</div>
<div class="bodytext">
<br /></div>
<div class="bodytext">
More information:</div>
<div class="bodytext">
<a href="http://www.fao.org/about/meetings/world-forestry-congress/en/">http://www.fao.org/about/meetings/world-forestry-congress/en/</a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-84315896853576053092015-09-01T14:00:00.002+02:002015-09-01T14:00:13.539+02:00XIVe congrès forestier mondial du 7 au 11 septembre 2015<br />
<div class="bodytext" style="text-align: justify;">
<img alt="XIV World Forest Congress 2015" src="http://www.fao.org/fileadmin/templates/wfc2015/img/WFC-2015banner-fr.png" title="XIV World Forest Congress 2015" usemap="#Map" width="100%" /> </div>
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<div class="bodytext" style="text-align: justify;">
Le XIV<sup>e</sup> Congrès forestier mondial hébergé
par la République d’Afrique du Sud, à Durban, réunira la communauté mondiale des
forestiers pour passer en revue et analyser des questions clés et
partager les moyens de les affronter.</div>
<div class="bodytext" style="text-align: justify;">
<br /></div>
<div class="bodytext" style="text-align: justify;">
Le congrès – le premier à avoir lieu en Afrique –
comprend des personnes de tous les pays, régions et secteurs, qu’elles
appartiennent à une organisation gouvernementale, à une ONG, à une
société privée, à un organisme scientifique ou spécialisé, à une
entreprise forestière, ou simplement des individus qui ont un intérêt
personnel à assister.</div>
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<br /></div>
<div class="bodytext" style="text-align: justify;">
La large participation et les débats inclusifs sur
des questions forestières faciliteront leur intégration dans les
programmes mondiaux sur le développement durable ainsi que la
constitution de nouveaux partenariats.</div>
<div class="bodytext" style="text-align: justify;">
<br /></div>
<div class="bodytext" style="text-align: justify;">
Le programme du congrès sera enrichissant tant au
plan professionnel que culturel, avec une variété de sessions,
d’événements et de dialogues, pour assurer que tous les participants
prennent part à la définition d’une vision et de stratégies pour
l’avenir durable des forêts et du secteur forestier.</div>
<div class="bodytext" style="text-align: justify;">
<br /></div>
<div class="bodytext" style="text-align: justify;">
Ménard-Darriet-Cullerier y sera, représentée par son dirigeant Sébastien Eloir.</div>
<div class="bodytext" style="text-align: justify;">
<br /></div>
<div class="bodytext" style="text-align: justify;">
N'hésitez pas à prendre contact avec lui: menard.darriet@wanadoo.fr</div>
<div class="bodytext" style="text-align: justify;">
<br /></div>
<div class="bodytext" style="text-align: justify;">
Plus d'informations sur le congrès:</div>
<div class="bodytext">
<br /></div>
<div class="bodytext">
<a href="http://www.fao.org/about/meetings/world-forestry-congress/fr/">http://www.fao.org/about/meetings/world-forestry-congress/fr/</a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-80778866016120814932015-03-11T09:25:00.000+01:002015-03-11T09:44:46.768+01:00Video of Ménard-Darriet-Cullerier drum choppers at work<div style="text-align: justify;">
Since Mr Darriet invented in 1922 the first drum chopper the tool has evolved a lot.<br />
<br />
It has been improved to face the increase of power of tractors and have more yield, this all without losing its quality of work.</div>
<div style="text-align: justify;">
<br />
The tools on the video <span class="" id="result_box" lang="en"><span class="hps">benefit from the latest</span> <span class="hps">techniques we have</span> <span class="hps">developed to</span> <span class="hps">limit the breakage</span><span class="">, improve productivity</span> <span class="hps">and thus further</span> <span class="hps">reduce</span> <span class="hps">costs of use.</span></span><br />
<br /></div>
<span class="" id="result_box" lang="en"><span class="hps">The</span> <span class="hps">working</span> <span class="hps">efficiency</span> <span class="hps">is</span> <span class="hps">a function of speed</span>, mass <span class="hps">and length</span> <span class="hps">of</span> <span class="hps">blades</span></span><span class="" id="result_box" lang="en"><span class="hps"></span><span class="hps"></span><span class="">.</span></span><br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dyeJRGDxXaGDIsk2Dbf8WZnHhukcc-yhONfaCtj_V-GJTqngP26bAfnHSdDQjKLWGjIMY7GmFmNVVgYCFTT5w' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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<div style="text-align: justify;">
The warranty on the sealing is of 3 years<span style="font-size: x-small;">*</span>.</div>
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<div style="text-align: justify;">
<span class="" id="result_box" lang="en"><span class="hps">The</span> <span class="hps">tandem</span> <span class="hps">(two</span> <span class="hps">drum choppers</span><span class="hps"></span>) is used <span class="hps">in ground preparation</span> <span class="hps">to further improve the</span> <span class="hps">quality of the work</span><span class="">.</span></span><br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzzdQs00eA4-yo7aFtZhLdCQcuV6wyqMZ3DOZ2L5eWPW4OPCjaWAxsqJtMEEvDPxhJ2IiLp403g0PBBiEl_4Q' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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<span class="" id="result_box" lang="en"><span class="hps">E</span><span class="hps">ach</span> tool <span class="hps">is made</span> <span class="hps">on request, based</span> <span class="hps">on our customer's requirements</span>: <span class="hps">working width</span>, type of work to be achieved, <span class="hps">tractor</span> <span class="hps">power,</span> o<span class="hps">ptions</span> <span class="hps">...</span></span></div>
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<span style="font-size: x-small;">* Please contact us for more details</span><span class="short_text" id="result_box" lang="en"><span class="hps"></span></span></div>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-36129492987068197712015-03-10T18:46:00.002+01:002015-03-10T18:46:40.404+01:00Vidéo de rouleaux landais Ménard-Darriet-Cullerier au travail<div style="text-align: justify;">
Depuis 1922 date de l'invention par Jacques Darriet le rouleau landais a évolué pour répondre à l'augmentation de puissance des tracteurs et à la demande accrue pour une meilleure productivité sans perdre la qualité de travail indispensable.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Les outils présentés bénéficient des
dernières avancées techniques que nous avons mises au point pour limiter
la casse, améliorer la productivité et donc baisser encore les coûts d'utilisation.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
L'efficacité de travail est fonction de la vitesse, de la masse et de la longueur des lames notamment. </div>
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Nous garantissons l’étanchéité de nos rouleaux landais 3 ans<span style="font-size: x-small;">*</span>.</div>
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Le tandem (deux rouleaux landais) est utilisé en préparation pour améliorer encore la qualité du travail réalisé.</div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dyaIzmcghdfiWAwmopqsZNbo6UPP3XWPDG8xJvhQvtduXXLOTWvAqC4AtYH_ulnZ-qK3eo3TZ6CKp00YGnhpg' class='b-hbp-video b-uploaded' frameborder='0'></iframe> </div>
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Chaque rouleau landais est fabriqué à la demande en fonction des besoins du client: largeur de travail, type de travail, puissance tracteur, options souhaitées... </div>
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<span style="font-size: x-small;">* nous contacter pour le détail des conditions</span></div>
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<br /><br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-10408147742314588302015-03-09T11:50:00.002+01:002015-03-09T11:51:48.305+01:00Homologation route des remorques forestières<!--[if gte mso 9]><xml>
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Les remorques de débardage et de bois de chauffage MDG sont fabriquées par l’entreprise REMORQUES GOURDON, constructeur de remorques agricoles, espaces verts, environnement et travaux publics depuis 1973, située dans les Landes, en France.<br />
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<a href="http://www.remorques-gourdon.com/">www.remorques-gourdon.com/</a></div>
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<b>L'homologation route de TOUTES LES REMORQUES, réalisée en interne par Remorques Gourdon et avec l'engagement d'un véritable constructeur spécialiste de la remorque, est faite avec le plus grand professionnalisme et respecte le décret no 2009-136 du 9 février 2009 auprès de la DREAL afin de garantir la sécurité de ses utilisateurs en utilisation sur la voie publique.</b></div>
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La gamme de remorques forestières a été développée en collaboration avec l'entreprise Ménard-Darriet-Cullerier, elle-même constructeur de remorques sur mesure. </div>
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<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-QkuK4jTGHYE/UqHbG0QQ6HI/AAAAAAAAAho/IrXb3BbOm40/s1600/2013-12-06_10-59-00_344.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://1.bp.blogspot.com/-QkuK4jTGHYE/UqHbG0QQ6HI/AAAAAAAAAho/IrXb3BbOm40/s1600/2013-12-06_10-59-00_344.jpg" height="300" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Plateau de 10m / CU de 20 tonnes / construction Ménard-Darriet-Cullerier</td></tr>
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Cette gamme de remorques de grande qualité, de 5 à 18,5 tonnes a été définie pour répondre aux besoins les plus larges, du particulier faisant son bois de chauffage au professionnel dont la remorque est l’outil de travail indispensable.</div>
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<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-SpO_bGfkGUY/USIsjSIqEmI/AAAAAAAAAPA/UvvzCBhnkcA/s1600/MDG%2Bchargement%2Ben%2Blong%2B2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://4.bp.blogspot.com/-SpO_bGfkGUY/USIsjSIqEmI/AAAAAAAAAPA/UvvzCBhnkcA/s1600/MDG%2Bchargement%2Ben%2Blong%2B2.jpg" height="266" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">MDG440 idéale bois de chauffage pour petit utilisateur</td></tr>
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<tr><td class="tr-caption" style="text-align: center;">MDG1300 pour du débardage professionnel</td></tr>
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Pour en savoir plus connectez-vous sur:</div>
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<a href="http://www.menard-darriet-cullerier.com/fr/vos-besoins-en-materiel-forestier/d%C3%A9barder" target="_blank">La gamme des remorques forestières homologuées route</a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-6352117165923922045.post-30767992698015340782015-02-23T15:14:00.000+01:002015-02-23T15:15:11.127+01:00La forêt des Landes de Gascogne 6 ans après la tempête Klaus de 2009<div>
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"La tempête Klaus du 24 janvier 2009 a eu des conséquences catastrophiques pour le massif forestier régional. Près de 600 000 hectares touchés <i>(NDLR sur environ 1 700 000 ha de la forêt en Aquitaine)</i> et 40 millions de m3 de bois à terre, principalement de pin maritime soit l’équivalent de 5 années d’approvisionnement. "</div>
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<span style="font-size: x-small;">Source: DRAAF Aquitaine - Spécial tempête 2009 n°7</span><br />
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Le 28 janvier 2009 je publiais un post sur l'état du massif des Landes de Gascogne après le passage de la tempête Klaus. </div>
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<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/_f5trPDMQ7Lc/SYAijAN_eCI/AAAAAAAAAHc/B3sAcJFm1WU/s400/DSCN0583.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="" border="0" src="http://2.bp.blogspot.com/_f5trPDMQ7Lc/SYAijAN_eCI/AAAAAAAAAHc/B3sAcJFm1WU/s400/DSCN0583.JPG" id="BLOGGER_PHOTO_ID_5296271146537154594" style="display: block; height: 300px; margin-top: 0px; text-align: center; width: 400px;" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">janvier 2009</td></tr>
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6 ans après voici où nous en sommes:<br />
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<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-f_0N2l_y5ms/VOstp8pNBEI/AAAAAAAAAww/L8DuvMjjvPw/s1600/20150223_131146%5B1%5D.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://3.bp.blogspot.com/-f_0N2l_y5ms/VOstp8pNBEI/AAAAAAAAAww/L8DuvMjjvPw/s1600/20150223_131146%5B1%5D.jpg" height="300" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">février 2015</td></tr>
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Suite à l'aide de la Région, de l'Etat et de l'Europe et au travail des entrepreneurs, le reboisement avance mais ne compensera pas la perte subie par les propriétaires forestiers dont certains ont perdu une vie de labeur. </div>
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<tr><td class="tr-caption" style="text-align: center;">janvier 2009</td></tr>
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<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-xMDuNPYRluc/VOsvdY8ML1I/AAAAAAAAAxQ/9Q4z7uRKy2s/s1600/20150223_131215%5B1%5D.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://3.bp.blogspot.com/-xMDuNPYRluc/VOsvdY8ML1I/AAAAAAAAAxQ/9Q4z7uRKy2s/s1600/20150223_131215%5B1%5D.jpg" height="300" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">février 2015</td></tr>
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Suite à la tempête KLAUS du 24 Janvier 2009, on compte plus de 258 000 ha de la forêt d’Aquitaine sinistrés à plus de 40%.</div>
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<u>Avancement du plan de nettoyage / reconstitution au 20 janvier 2015</u></div>
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Nettoyage</div>
<img height="105" 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" width="640" /> <br />
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Reconstitution</div>
<img height="120" 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" width="640" /><br />
<span style="font-size: x-small;">Source : DRAAF Aquitaine - SRFOB</span></div>
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Beaucoup a été fait mais il reste encore du chemin à parcourir...
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The crawler tracks of your vehicle are out of order ? The repair costs are too high and yet you want to keep your equipment?</div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-YYOGgPnrKu4/VMYMWg15S2I/AAAAAAAAAwM/e_0i-ThE4nc/s1600/Avant.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://1.bp.blogspot.com/-YYOGgPnrKu4/VMYMWg15S2I/AAAAAAAAAwM/e_0i-ThE4nc/s1600/Avant.JPG" height="213" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Rubber track vehicle out of order </td></tr>
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<b>EIDER & MENARD-DARRIET-CULLERIER have solutions for you!</b></div>
<span class="" id="result_box" lang="en"><span class="hps"><span class="" id="result_box" lang="en"><br /></span></span></span><span class="" id="result_box" lang="en"><span class="hps"><span class="" id="result_box" lang="en"> </span></span></span>To lower your costs we have developed a rubber tracked platform that allows you to recover items from your aged vehicle.<span class="" id="result_box" lang="en"><span class="hps"> </span></span><br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-yAG2C3Gu-U8/VMYdvyl2_5I/AAAAAAAAAwc/4DE2Nsv_4To/s1600/PENDANT.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://4.bp.blogspot.com/-yAG2C3Gu-U8/VMYdvyl2_5I/AAAAAAAAAwc/4DE2Nsv_4To/s1600/PENDANT.JPG" height="213" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Adapt it the way you want !</td></tr>
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You can choose to simply buy the platform and do it yourself or let us adapt your old components to it.</div>
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<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-c1grCCxoKko/VMYL8Cs4zXI/AAAAAAAAAv8/ABXwatm3Qk4/s1600/APRES.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://2.bp.blogspot.com/-c1grCCxoKko/VMYL8Cs4zXI/AAAAAAAAAv8/ABXwatm3Qk4/s1600/APRES.jpg" height="180" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ready for the next agricultural season</td></tr>
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