{"version":"1.0","type":"rich","provider_name":"Acast","provider_url":"https://acast.com","height":250,"width":700,"html":"<iframe src=\"https://embed.acast.com/$/5f634a97a9212b5d1c2b165a/5fad7caef648fd66c05b217a?\" frameBorder=\"0\" width=\"700\" height=\"250\"></iframe>","title":"La science au service du lien entre la végétation et l'humain : perspectives béninoises","thumbnail_width":200,"thumbnail_height":200,"thumbnail_url":"https://open-images.acast.com/shows/5f634a97a9212b5d1c2b165a/1605205960570-cb82d9fc82eee84d22d83b5329b3ec19.jpeg?height=200","description":"<p>Nous recevons, dans ce podcast, une femme d'exception et ce, en raison de son engagement pour les sciences, pour la nature de son pays, le Bénin, mais surtout en raison de ses accomplissements pour la préservation du lien de ses compatriotes avec la nature. </p><p><strong>Pr. Christine Ouinsavi</strong>, <strong>ingénieure agronome de formation, enseignante-chercheure, directrice du laboratoire de la faculté d'Agronomie de l'Université de Parakou et ancienne ministre du Bénin</strong>, nous fait découvrir une toute autre perspective sur la façon dont la science et les chercheurs peuvent contribuer activement à préserver le lien des communautés avec la nature. Vous l'entendrez partager avec engouement l'approche pragmatique et inclusive de son laboratoire, développée dans le but de trouver un équilibre harmonieux entre la préservation de la luxuriante végétation béninoise et le respect les modes d'utilisation de cette végétation par les communautés, qu'ils soient traditionnels ou modernes. </p><p>Un exemple de résilience, de tolérance, bien inspirant pour nos modèles occidentaux.</p><p>&nbsp;</p><p><strong>Qui est Christine Ouinsavi ?</strong></p><p><br></p><p><img 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3+pGCHNLHXL4jkE/DlA2MHczaIdtmTl8Vi1iD43IghR3CDTiSogKDqUW7/wCAXDBykOmjVSepc9IVWmz78jUqXMNTFNnml5X5V9lYW2tKh0Ckjnz5HSCRG+0mnsdGUXse05ppWHWqXT9oqjUHq7hRpTsvK1dKSH01Gk77Oy2qynN/LF1ATlzNDLdIPquvatozdwPGeojlxDeRWtLu8Jc/J2fiNLaVXpeo4k+pKa60cNYOQKVSJaWZLbTbyEI+tHxnCXHVvzgdWp13iWMuiUhKQVR62XIwp1HiKkqst5fD7PlZchlNlRscyyRcWKTyHIwCQEnmCrWYDT3L28PuhyJqw/sAV9igYgl3J66KNUmzI15A1tJTCk+2TzsphaUPJ80eZgk+RNha88LWjVhvF/8AK9aJ0dk3pCpOyc4gJmJdSm30pN0508ykjQhQ1SeoIMVJRs7Hp6qRr01ODvF6o+xOyioP1XZlgWcm3+0zn1PKS87MXKt5MSI7K6q558TR1g7W0PGcXpXqfmfxH2odYGxXRoUP+sMGAqmNW/Q/jDSLEAX84jJDIJtBA5i5Gg8IcEqw56iEIyAtry8oQxlb/pBDFrX5wwjynXiJ6G5fQ3NH2zXLmNYSEtNxLik3ok3+6W/+cQyDiRUpWsOSkgbMFkY8wx0zTKk6fvMrEaPDP6iJkcb/AKKp5fqL6inJUJhPVD80n5OqirX/AJsvNlrCO9GHkvga5c8aDzOU/jERLNhXOEW+ykZrffD8gYK8rDWarM5QuzViQmAX3ZuYl52muAqlpuUW0lS2n0e+leYpPhzGsSU9jVx94ZLch1SsjJ16nTtbw1ozT299WsOuOFU5TUa5nWif18uMpVmBzIHfFuKE6d9UXcHj1O0anpcn3/szVLqIAt1tERsDixU63KYGwjItLDprlTq9Xm3D+wdp2Smty6PVF3Vq65kp9yLi0po5fis8+Laf2Yped9SOULSe55Apy35amBuZck3sLNcuVICladSpQv5DlDahw0CsuhaylpLRU4opCWkguKKjokIQOpJ+MJakjoTlsrks0rZnjCZSpdSkEYalGgN7O1976oYBJ4UAOJ3i1q+w2hR6mwF4lULb6Bxwsprs6vuWr+fNjvo2z+s0d+VqMttCwth+rMOFyRmJWrTDk20U3Sp1MzTW3gzcGwzLCiOkDmivtFn/ACt1N07fl/8A6aC7GzmgZsz20qhOo1XOP/VlWce3h1IZbVLo3xvyUpxHibQ+en3+4L/KqnJO/wDtt6+1p7xexs3oCitUvtIpraDpKIfo9TbfUvp2hLaHUNJ8VIcc9DCU6XeyGfB8Ytkn617u/wBiKm9mWJ5OXE3Iu0PFGUEvy1Bn01WdYa6Ouy7SA5lPilKsvvhOkFljL0ZXKVXB4inrODS7+Xz8oaD0s/KTL0tOyk1IzcsrdzUrMNKYfQrS6HWlhKgfUAwnFx3Kej1R0nhuof2jpOHJtYU5OoLNIqyyq7jr8rlbZcVbUFcqpoX6lCjEVRXsztej2KzYSVNvWne3hF6r33Pq39GauuYi2RU6dcKCqWrOJJNKUiwQ3LVN3dItYckKENL0meeYzWr6kTyofCAZWNBTrA3CuA6knjb9D+MMyeDBoT5QwTdzK3OEMWt46w4irGEItax5QhGVvGHEZGECeUhNoiNyOu5sSbOt69RCBvqJsTf+Bz3klH/OIRJEilZ47DwhiUfGzheXHOFTe159sf1JUIv8N/qYmZxnXBVPIcNeBarlRT1RPTo+Ty4ixWlafmSYB5sNTf4V8BAweNr0VpECZYnqFFC4KBpmTY/EQ7Q1N2kmR5WnFiQpzCkZRvpxwLFsxsGWyCfLLEkNjS4i7yj5GvDteqWG6vJVqkvmXnpNV0L0KXW1jK62tPvIcQShY6pJEGnYoKXIm6ekZKs057GuF0IVRVDe1+lNZt9h+c3TLs4lbbnF2QOvEMOi6bcJIUmFUpX7UTf4dxJVYqlV0qcvxLW3rstQJtJetXafSN2mWcw5RKPTpynJ7spUESyVzzY/eL61rcP94peukFPs6GFVqddUnK97ydn3q+n9vAalHptRq0yiQpMu7PzSkuL3LZCGwhpJW6t11RCUJQkXUVEADrAxVwoUpPYkCXwxRqdLJfxJVHFzbizajUhxhzcsp96YmznbzOE2ShGY2BUu2iSnKKNCGAs7vbxJUw65iKafaGEqXT8GyDSbSUyhhCZtpFspWJxaO1LdXzU5nTr3cqbAVqmLS2LadGCtbN8PZsSFS9lzL4D1Urk9Mvr57nKwOLVWvEo39YpPFSewbxVR+A+5HZPhdQGZE89bquadN/XWIXiagutn3jqltkuEgLmnq8gp906f1wP1ip3idWfeHWNleDv/AJQAPtB50EW/nhvrFRcwOuqLmFU7IKHZD1Mnq5Rplo3afYmyvIrooB3Nb4QccVUW4vrlWO+oFrez+sTDOXEdOl8fSzbW5YrcspcniqSZHdLS1LLczu+Ybezi3CnLfTSoY/lLYp16eHxW/Yl3rb1oZGBKPMUDFlJpPaU1yjYmmZf6sqksy8B2umvBx9mZkl2cbfbZ3iXGTrxJUlSkcUaUUqlmtithpT4ZVm56RcJLwenZs/M+lX0HZ7t2xioi90sYrrJQmwGVM03LTAFhp78QT9JnLYlWmvI7BUPnAFc0qHwhggJUhq16K/GBZNTBnjAh2Law4i/S2kIRUPYct93nCGMoQi9oQx5Qwf8ARgGa6NiTZbfqPxgQ7mrEgP1HUL9EJ+5QhBQd5ERE8ST+6Pwh7E+jHps/XlxrhVRvb6zlAT/Eu35xd4dpiIeZl8Z1wVVfhY8cWDLiWsDX/wASnfveWYbGr/UT8wOEv/R0vyoBsnjb69+KlkX5hrNbJqToDDkSIurqyZ1TX90pz/ic8IOmX8XK+V+ALbKBm00HdudPWDKm47sMV6r4drclU6It5mop9nu2tVTcu4ob2UdSO808OBaOo87QUbphxpSqaJfPeSjV6eqvYgxDizHs61T6vX6hMTc1QaK3Lu9mcdOZYcQXQhpDejYbK89+fIkvOavd7mnhOG5IruS5/OvwNzdcM029RcLSMpS6Q+GmXghtCnHmmlBY7XN5Q48StIcUkEIvayQEiK86vsLTqUqL7Osvd6h84dw3KSy0TEx+mTX94saD+AchFCrVvsB2pu7Jipo3ZTflbhPhFW4SjYkWmzAs3cFSvE9LdReIw7EkUoAoClJFut9NIS1GY85NGciyDdJ73MeFoLIROQ4peVFzoq6iTb11trD5AHMPyzHssqkm6dM9ucJwsA5G5TBSoWAt4CHSI3qRxjbDI3cxialjss2ytl+uNhreb9uUVmRPJbFrvywudLFxrO0e9Ghg8RKnJLkBpVj1M9U9vBnSv0D23JPZtjelPoSiYpuK1hzLo2pDlPli2pv9xSUhSfIiNGpucxjqcqVXKzt0iIymaVDXyhCAtTGrXoYCRPTBdgOcMSItCHL2hxFgIQxYiEIzt1hCMreEIHU8ngMRmymZg6pPmNfDWFYKWpeukmi1NHQsKv521hDQ1ZDSv2Z11QIS1LKHZgheTFuGCNbVSQt8XkiLmA/nw8zO4qr4Sr+V/AkfHiNzi2vI0FqjMfeq/WJOJLLiZ+ZU4J2sBSf4RrMn2jR/eVFA1Z7Bix4f4RDkJFuIdKpMjxUbfGDiXK2qj5G6gUOo1t5bcmhIYlsip+fdOSVkm1++6o210JCRqbaCDHw9B1nYkqVrdPwrLiUw8FibUreTVVeYY+sX3NN3lUQ52ZLdrpyLzXJVe9gGzOWkTXl9XwMf4mr7vncFSzczWZhLb68rJupxhKjY+GcnU/GAq2pxKMsdUxku6JMVEpsvLtt5UAKHIAC3wtGXUqNlmnSJKp8sRyNhbQ9fjELZZjAekg2lKRmsoHTTQ266wIdh0SMwkvIQVjQ2b+HMeUNYLK0TFQuJvJocw5W5waRDNEjSLNglJFrjUaW8okiVJIdLYACb9U6kaw+iAtcLsNKvzBA8fGCZGjatKTfTL584iCsJwLk3APlzGsJOxFNEu/ROlW6E9tTw2XEgS09Rp6npUeM09+XdZZPo3kDI/hEa1GpnRjcYWZ06nemn5o7CtFgxzWRA2EBKoOJr0MDJE1LmC/HSBsTFawhFQhFraQhFG3jCGMrfKEMZcocR5N0nlANGuZfZ9YQ5vqwCqXURprLOfhAsS3ITvwtfw/nCLcRx4TWEYkw+vompyBPjbtCItYPSvDzRS4nrhan5X8CX9pqQ3jbESRy+sFkfEAiLfGFbFTMro3LNw2l5fqMpvvo/9Q6RlmzINK0CP4dPnBogI8xFJOTmIJSVk2sjtQZaSjObIU4CpLjpV0TwXPpBIuU06tkEHai2xKsUWjFvskmrM7ObuynpkoCXX1X1KlW4b91Nh4w6jnZo1cXDAwyU/SECCM1gbJb9o+o6lVvG/jFjSxz85yqSvJ3Y+cLe0Sp4jV03t1A6Rk4ibbNjB0rImSj2ui5N08rRnyZs0oEkybSnEaAm/MpJvETlYsqkSHRaSXGhnNs2ik25RG6o+VDuGFVezdaOYAA25ZVX0J8YkjNtETcUSBhuzTgZWeJCu8OqbeHheJFoBPtLQlqUYSp4BJCuqSD9qJEyjPTcJ5eBw90jRB+6/wCULmAEZF0rSRqNbDz6QUdQGgg4lVx8yR1v6wI1jRu1jmD1J9IFMCSHjsqz0/apQ6uybMTdOqFLqjdiQtlQEzLrIH9262f6ov4aXasZfEY3oes7ouFC4N40DnjEw4gPU0/qv5vxgJImpcwVaxgScxt98MIowhirQ4i3rDDGYHSHGK5Q4x5NQdeQiO1zYRc/CGsOxXPDNITgvoZd7X+QwmDHcgsd1q/hAl3cOUJzdViluJOiJuVUD/C6kxZwv82PmVMdrh5+T+BPG11Ibx1XiOS5hC/6m0xocZ/qpGF0YduG0/X8SOUq40aftIyTfeodUQG2/NJH/FBkDGNXp51mbmGWzlmVtCWlXfsSz3tn/wCpXD6X8YJal6jJUaTlzBLQDSWkJtZPPzHUxMkZ05OTuyplzdy178c0tN0fuDXWHmsqFS7UiS8JXLLZ0sALRi13ZnR4WOhK8i+GltoaQt+aX3GUaqPmegHnFTLnNFTyktUemVB9KDOVVFOQoAdmlkXcHq8fyEEoQjuM5VZ7D1lcDSs9u93V6wp7QLcVML73O2ulvSJ4uPcValKfNhKd2fVVhsvUrEFVkpq105nHClXkVJOo9RE+aL5Fd02uY3ZLEOPsMTbTVSlnKuwHA2p7MHDxGw49CP5hEVSnTkr7EtKVSJ0lQMUuLdaKzbou5uUqA7sZjk0y9KCkiTZWfbeZTlcy3SMw8ftRPm0KUqdmEpWb7O4QS2W1i5Xc6+GkM6uUdU7gqt48pdASlU4H31uKs020ApSvPWwAgoXmBVjkG/K7VX6osqp+EalMMrJyKUu108riyLWPrFr6v4lGVXwJa2X4pYdxnQe1yM3TJhM4zvZGZAu4w8d0strGigM+vUQ8IOlUTKuK/iUZLwPoelpSL5lXIGUa6JHgPujWOXMiPSEOB6mP1XxtAMlpAnLzgSctl09IQ5a3KEMVaFYYrLrCsMzMCHSEY2hwfM8mPU6dTpEb3NeLLnl6QwTaF7ozS7yLXu0sfNJhr3BRA3uN28Tf4GEy+gnTF2npRX2XWlfJQibDaVEVsXrSl5HRO2RIGNKmsHhcEssfFluNTjS/1PqRzfRZ/wDt6838SMUmxFv7wRjo6Bhq/Ajrof8AmiRIiI6q93a5MqXY23TbWvdQkD8SYlppBTn2bFS6Qpai5bL4+UTRiVpMFTjwfmEp6ByyNekQV2WaEdSZcOy7m4l0N8KlWseYHnGLVd2dJQVoku0Jj6vC3SuyyLuOHvK8LnyivuXI2W45UYl3IWFLSlpvVS+lucFkClXSHVQtqcpIPN5y200Do9NPJlkW8bWWq3nlizTpMz62LivEmakbXMPT68jW5nQ2nM+9ITLdR3aU6ElpKUOWHXKk+MTSoziinHFQk9dPMNvmi1yWE3TpyWmGn+JDzZBzH7J/AgxWld7lmNTKxs0qd7JObouFtQXbUaJJ6XvFCcdTUhNSiTxQHXZhKDflzvy1h7EE2g3PurY5KAKxci2pvEXpMdNWGo8hlZHarTC/daUlKuZHjF+lCxTrVLsftInN000EEMi3D7osDytFi6Kj1HpT5thyekS4UFUtMsPNLy8SFtrBuk8x1hlKzI6kE4n0bUQsZhyXqPQ6xrHG7Gsp1hCBVRGrX80DImpgnL/lAE1y2WENcxKYQ9yyRre0OIsoDwhWEbLCwhwbmOW/Q/CGbsM2eSv316nvGBlubCWhRta8APYIoN2rc+D8RCtYC5Aquo+ytwffCLydxVJqs80rwN/lEtF2miLEa02dJbXzfEoeH7aSkHP6mG42ON/z0/BHLdFX/pJL8cviReOf86TGMdKFVPJalkuuHKhtLqlK/hN4MgaI3Q8ZybemVnVaioel+UWKaI5uwSl0pUNcpTdOU8iSo/5xYSK8pDfbaKq0hkgX3qiocx4xnYnS5qYRZrHR+FZPNu8wHIX9IwqjOooxJkVRUTEpZojeKFuekRQkTVKfcMqr4Pri2C1LzbbQ5qWAAbDyi7CtFFCeHm9xExs4n6pKSEswqmCck31uOVCYU6HH0uWAQ6hRKeEi4tFqniYlSrg5bp+on/Dmzvc0euPVjDVHq2Ip2nSknQcRNVg01ykzEq4pztoaRLnMtWgIHDlBBGsaFTEqqtXdmJHB1aU1lllgm7rfNcUU1vENNVvZxFMFSyWqlQknP0WoLTydcllhJQ7pYqRwnqBzjPqZZbmlC60WwpkX5mcqXaZhsha92CgaoF+WvyjMrNI2cPB5dTqjArm8ZQFpuqx922nhESdxVY2NuN5tuQaTMJBRlOXh639IPDQU5FatN04HOVTxpMzjrkpTZtxhWV67vtEtJLSSrK5NBtxKM3IBNzfqI14UUzJrV5xWZIauFKhirEMzIy0nU6LTqhNzgafZrigy0ls671T0ysKISOfL84vuhT6vTf1WM+decZvNe3he5OuyHG9QqeIJ2kTuQtSTj7Siw85MSalS9wJiUdcuVNry6C9vCM2vTUVdGlCcnoz7aS6g5LSy08nGWVJ9FIBEXlscnLdmw8+UOMCqiNWvRUCyamC7QNiUxtCEYkQ4irQwjEi8KwjLpaHGLQhvSPJHe99efWI2bK2NnQ9YYcJy6vZKv76U/jBMjtqQI+Mrz6eRDzo/4oEvbGTCuJJ8IKn6SArawZ0ntRWHqjSX7hW+o9NV8Q3l/wD5ja4z/Mh+VHK9GVajVXdUkRiSOp95JjGR0jB2JZ/cUttkK45pbiP5EkFRiREQ3ZEhEpvbGxzFFvLS5+Ji1TWhVq7hlkWZykIsHAkG3EbHWJtiKW4HkQP7RnMnQZtPAXjLxps4DkdJYWdSgNqve9tLRhVTqaJOVILbpRdQB6C9hFVSVy5l0JLkaNJzLaUuJavYa8zCzMCURzSeEacjKvcslIsbWv66RZjK25VnTvsHhIyyP1Uo0AdEcKQLDTpc2g/rJVeDu9RI5QETAWXWtFXz5eE68+VzEUq1SRNDDwgbpWjSkmkJUlKGgQbm1/G94qTcuZaikSVhipttOpQ0MqVGyb9M3XlEaquIp0cw96rT2KnLlK0BQKeJJHP0vE1KraVylUpXIzmcLFh/PvVot+rWlIKBfpl8PKNWniDOnhlyDMtQnJggzknSKkBb2ipdIUbcvI/KJXXb5kaoxg9h+U2kSzR3gkWWHLW3iQE28QLdNYgc2x3DmfSTCU4moYVw5NhWbfU6VzK/fQ2G1femNek80E/A5DERyVZrxY4LeMSkAJqI/VfGBZLTBPM/GBJi9oQjGEIq2vjCEVbraEMy0IjKtzhCPIy0q7bSjrdKfvEDLc24m9RISfugAtghL5sqDbmlMIFkGzwKZ2eTbuzLun8xgWW46o1NnXSChuKouydA4ze7QzQHTqTR5UFXopcbfF3mdN/hRzHAY5VXX/5GMVR0Nre5rGMjfZHeJZ0v1FTIN0y/s0DpfmqJkBYJ/q5BhANipbSL2+zqdYtxXZKT1mLEODmOFSl5jY34yo8Xlzh7jNCSXWRWy4bi7Yy6+n5Rn4w1sATnh2bIDeXkAIxKiOopPYmai1FYCbn4xRksrNKFmTPhqdOTKteruvK6oC4coomektKmkpzJGXTXncn/AFzizDtlKfZHvL0LeDRAy+8be8dNIljRRVnVSGnivFFHwwlqSZSJ2p8kNE6BdtSbffBPLFEcYVKjGbKs1auITOL4N4orUhPdSi/QRmyqZmaUaeRD9ww0+JkMEcTaxceVukRuDbCk+yT5J09TkvxJO8SOcS9W4Ge53G/PvyCX2JefT2Nx9W7YeP6txYFwnN4kXMXKTUkV5RktUKm6Q4wUuy/cIBvzCjyifI4EDmpBuXuU2WMp5Q9tCKx2FsTqip7CLsgtV3KNOOND/wBJ8b1H3lUamCleFu45ji1PLXv3ol+Lm5mAmpfsvjASQdME+P3wBOXhDFWhxyrQhroojSEA9zGEMWtCGPIlIrDkrKuacbLJ+aAYGRuIVnkdPhAhBGUPsEk6ezhwGyEatYVOpD/zLn3mIy9SvYRI+6FHViqbE4Vp7f06g/uUxlJ8ucbHE3mVL8pzfCFlnX/ONR9eVla9BlCSLRlI3CIC6ZmohRsrfLN/ME9YljuBLYek04UGRY6lWiR+cXXsUIayZvby8FwAbKCzm9cv4QrDg9ai1V0XNyoZbjQaxRxSuaWC3JYw7M5S3eMWojpaM9CYKRNWtc6eEU5q5o05kw4Zm1qcbOYaWKdfhrFd6FlO50lh6bQpDLQWLKsFefPSDozylerC4/KnWjIyCmmD7dYO7SPPx9ImlVb0RUjSV7s45xaZ8YqSp91am5m4Dyz+0J1F4eS7BPSavck6Ux4nCDDLM/LTU2gBsqWw1vgkEd1eU+nIRWhCUiSpOLHFhvaJIVWr9spS2llK7vsd1xAV9ptQBHyh55oa2Ai4TjY6UksaMpk1TEwtpptoHfurWlCbW5knlBuq6itYqSoqmwBWcUYXxfhGu/Vk5Lza5ZpTku+0blubYIU2pPUHNoPG8KPpWFrTkmytm+KxVqeJOZVncaGUEn7PQRPSqNdlkWKoL00ShwZzoAf9axNe5RasdKbAUKEnilf7MvyKU/xBDpP4iNLAbM5zjL7UPWdBERoGJcEVIaNfGAkSQBNoAnLwmrA3TK/1eCQxe0OMVbxvDiLWhrD3MYYY8gdFN6VTFfalJb/9aYikbdtQr4m/WGCuL5U3Zy8yEK+UORshivgprVTHTfH8LxGy9R1ggai/xh0FP0SYJleemUdV81qe0APSNTHP+HT8jn+GrLWrfmG1UFFMhOrt+rl1KHraMzU2GyJqYc082eZTe3yieG5HPYczqiufl9SQyni59PCLXpFZLKg9usqGQFJcsg3tpY/nEjRXT1AdRVkcl3gddFG3rFSutC/hpWkSLQpgeyUOtjGJVOlw8iYKa6F5TfoLW/OKTNGD1Jaw9M8Y4tRpa2sVZ6FyB0BhaorDSVZ8qkDU+FvWI0tRVHoOOdre90LgUtXNVuQ8Rb1i5GnbUznLO7IbE21JTza98y24km4JCSBrCuyaw036OyXLIs2k8tOkSxlcjkmPjD+ApHiq0nO9hnwjItTakFS0jxSpKoLKpLUgea5JshSm3WUMPznbHEXBQrKNTzORNoaUFHYG7vqOaQoEnKSDjMmwhlKtSnoo+JgIrW4VSTYyMONLoOIplhCigbzMEdClWo5w01rcljLPTsdDys3vEBSzzsed/vg46mdV0Oz9iNMMjghE6u5XWZt+ZCj1aR7Fv/kMbmDhlp+Zx3FamfEW7lb9SXiItmYCakNG/jAslgCevhAkrZUOCVCEUIQjIC/whCLZYcRjaGEePvDpzUKjm/8A8FL/AHNgRFI3EGbcMCOLZMcCP54cCREGJdK7UPNST80iAe5do+gB08vwhg3sSo24HaXR9LHsOU/ylP8AjGli9aVPyMLBaYit5gOqH/Zs8PGXXGemajIqpav0l5eYAgXAPMknkIkiBNBgL/SiM1lENgk/xXIiaLsyJodDa7ISb3yZiNOWa1/wize6KzVmBKqAUagAglJUnXQaiK1XUtUhzYZnBkZurlofKMivHU38NMm+jLulPM8oz5GrElqg2Utm3WxUREE43LUZE3ycyZamuO5kWbGhHMlUPTp8yGvPkjWxNuBDiln27wuV9G028D5RI9RlFRQ2HMSsreKUukqBtkTpw8gbwUYXJI6hqn1KRecQX20u21KXCojKdL2BH3xbpYeHMr1et+yT1huTw84jczEtJzCnE+wK2UsJ0TmuFtkHW1u9GnSw+Ge6MevLiEe0rkky+GqNLhK5CkScq08hte/AcWorKMx9qs3te+l4jqYSlyCp4nETgnPcUSj6WnFSiXELJBUhBOcEDnY8/hGZWodW7rYsKpmWowcQIKMS0p5sBszDas5tpwq6j4xE9iSnPKSvRGZypTtOpkqgmannW2GG063ceUEJHpcw9OF2U8RVUU2z6d0ilsUWk02jy1tzTJZmWbNrX3ScpV8TrHRwjljZHCVJupJyfMIwYAKqIBDd/OAkFEDW1IhiUyAEIRiR1hCMvuhCLiEMVCsOYkQQx47sML/2DRiTp2Rq3wuIrs3UOPmm518oG9ghXJK9kjlzUPxggbETYrFq7O+jZH9IiKRbo+iAE84ZaEz2JMkF56TRz/5V1P8ASW406/8AJgYOGVsVVXkI59GeTmE2vmZIigaTIfkRlm1p62P3QaGkFWVIM8mxsnmL8xrEq3ImtBzyzuvHa4zjLbTUA84sRaK8oiScSFpWlOvFcDwFrRDVJ6ZpocxunchNsx09Yz60bo1MPKxPWG55CgkK5DnGVNWNuk7omChTjbb6CtZFtExCy1DYmSSnEzdKmGEqtnWlSwD4EXPyiSJBU7zTiqVnDKoXIKO6CMrzaVZQq/MgjrFmnkjqyrKU5uxH9MoFHzJVZSH/AHW3lkAkm5GYKETZ4TLdJyp68ifMP4ewfVlyspPUxdPm3lNMg71aL3GpCtdIdU22adLFU4q+W5PVM2BUgBupyeLqjJ5yWFSa1b1BIB0AVYj4RcjheeYCXGcPF5VRuPCZ2ZNy0uzLTOIqtNNsfqEb1TbXDpyBH4wuqlHmQzx2ElqoLUhKt4exJRa/9YUasOPU6mON76UmAVqeDvPdup14RzzRBOKkrMx8XWhe8UPYNmq1ygTLzeVYkXlzLfuguOpsfuMUnCxDn0OvdgOFPrfF5rzzWaRw0zvErI0VPPgoZT6pGZfyi1g6d537jD4tXyUsnOXwO2zGsc0YmCEC6j3W/UwEw4Am3X4wJJcv1hDXMSIS1HuUeQ/OHGuWHrDsRloLffDbiMIcR46MKEqw1Rra/o9j8FqEQWOgjsOQXKLHQ+AgBC2R4EEkclGxglEaRFmMARXZgn32miPlaI5aFql6I3EwKJXsSJSVhVLpafstvj/k/wAI0K6/gQMWjG2Kqeo3KTvEEHllOkUkX2yIG291U30HhsXreiSTBoaWxsSQicaPqnytBrcEPNKsQdbgkEX8ABf4wadgGhWtJWhaQkXGU/vE21MNJ3FFAWVCkunS1lH5xUmaFIk/D1QyFAKrFPSM+rE06M+RMlPqPChQXz6iKb3LykSXhyulpzIpZVvBaxMOmF6SJPYmlrlst87PNQ5kpPLTyiS4yhYQLoiXwt6VIGc8TZ5GESJWHPSGK1JJQEM9oZBSpEtMILrQy68KuYg4VqkCN04PXbyJow9tCr8tLtU1+iOOsMEKQtubVwZdMtnATb4xcXEJJaxK0qCbup+4fjGNazXSGHpEyCRfiU8XNPHLYdIF4+cuRE8Moa3DQYbcZylIy2uQdSSeqvOIc7buV5RE+G6PP1Gut0+lyrk9UKg4iWk5ZPNZJ4U35JA1KjyAuYL+Y0kV51FTi29j6g7PsGMYFwzKUZtSH5xRMzVpwCwmJ1228Um/upsEp8hGvSp9XGxyGKxDxNRy9nkPIxOVjE/jDiBlQ7jf80BIOAIvc9YaxIVz169IQi17flCtcRY6eMEIo+npCEUCYawxjpDjnjhwUsnDdLtrlS8n5PLityN8dIVqev8ArpAhC+WvuSOtzBAMjDGYIrQv7zDf5wEtWWqHojWR08YBE7H1QzeUp4FrBMyD8/8AKNCp/TxMaH9TMJjl6hf3RSLzIqnk5as+s3tvFXt0uINEYlevvEKOvX/GDkOHRyYcy25KJ+1f/pDoAIIUd7bkrl8Sc35wnqJCDdETixrqq+b+KKtQvUGOSVCmVhQ5iKUu0XloSPR6jdAST84rSRdhK47pWoLlnkLSSpN9RfpEYdyb8N1neNt8W8AAulURSnlLUdUSlRX5Va0jPkJN1Cw8IJSCcSZqLJys0hsuJCk6X/HpFmGpVqxaHrK0SQWSSwQo9Aoj4mJbRKrzd45kUtmWQ1u0gE6FV9YjlZDXMcyFWbbJLhOXLzvApleo9DtvYxstOEpEVuqt7jFlUQDLhQuaZLkZ9wtP944LF3wHD0MbWFw/VrM9zkuIYzr5ZY+ivedDysyqYZQ6tAQdUuovq24k5Vg+hEWzMFFv84cRiYQwLqQ4EepgWHAC8zCJTO2gNrHxhhFimENctCEXtppbWENmMSPuhDpmMOI8bOCD/wB3ZRJ0yOTCf/yqMVuR0A8Wk8ajpbpDWHCDJukjnr+UOCRpjYf7VZP2pcfcoxHJalqg9BpNj5dYHmS3bHxQbdjkvtJcmU29Qr/CL8/6dGR/8qXkFuWp5WXFMukRz7ueoTRB9/n6aQ6GsZvoKmgfK/wP+cSAh0BPZ2Sg3UEgEW0ulZv8wYMjvdipAzFtYOYWA/pun84ZjmubSUzoPRYSU6c7eHwMVqpbw8h502WRONAe/wC6rp6GMybsbdKKlEKNy70k4ErQoD8vXrEV7hqOUdEqoOAcXpEciXcfFCqL0ktCHL7u+ivCIJ66ksJWJgo1YAcaUHNCRf1gMzRaiydcPVy27AdAv8j1h1XyjSjmJClcUKbdy5/U9CPSJPrBA6aHJ/adLrQCVZlHmE/5QvrFytUgonQ30dqDI1it1Gv1KTVPLoJlTLJc/wBybmX8xTvD1WkIulPK/pGvw6jneeXI5jjWIlCKhH7XwO8pd8BOYbyaeUtRQG7EXXa6lK5C4HM8hGycuE5VpxLR3uW7q1OLyiwuroL+nM84QwrPTX4w4jE/9IYYF1Hut+phmFEDj52EMSN2MgOUMC2W+EIYxtqfxhx7lenWEIxPgIcRb118ocK5418EoP1DbwmptPyXFc6BPUe7YskctRytA7DsUMclg6qvp4QgSPMcJtPyZHVhV/6ojqaMtUNhmo5awBMx30FR3cujl7V707q4vt/wDLtbEPyC8y+iXbdW4qwQly3wEUy0Q0HN6+pZ94k+mt4SuOORtG9lEq1HMeRyk8/nFhaxK7dpBORZU9JrtYqQFrPTW3/+YkjC8QJStIU5ShtITcAEeejllC0R7Bp3MqiABKgXNrqJIsbpNj90RV9ixhtx7YcSHMgvZXjGLVdmdDhndEnop+8QG5loLSofl0I5RVcy91dzWMNrz5pV1Av+zWbW+NrQ6qJgSp5Q1I0itot/s955I6osv8DDuGZEWaw9qXS6yMpFNnEC3vN2EA6DF10USLS2q83bLLkcgM3MffArCSY0sXFIkCmStScUlc9OBPi02reuH+nQfExYjgl9oqTx0vsjzbnJamoSFHdlWjaBxPuHwESqjCn6KAc5z3Y+KFtEx7gFiRr2GqzNUmRqc+qRnKfwPSMw81LiYaD7DgUhRSm4vz15xLCrOi9CpVw1HFPLNX+J0nTPptzOHKJ23EmBGas8w439YPUqdEkpbKiA46iWdQ4lTg55AtIV0sYu0+IX9JGbPgClPsTtfv1O4sNbQsPYmk5GZacepT1RQFy9NqAQxNapzWKAtWovyjJ4f0z4Rj5umquWSdu1p7JbW9ZmYrhWIwraazJc1qPfQgG2hjqVJSV1sZhidfhDjMGVHuo9VQLHiCIEIqEIsfWEIx18tekOIrS3pDiMfjy5wQ5gSOohCPG5gly1Im2/7moTqb35ag/nFY6ALzWI6TIpUp6YzbvQpaSXFQTiPfU0SGMqDOL3LU0Wn1H2aHkFvMfAHlAaCcWB8Yr3z8koa+zWCPiLRFMsYfQaDdteXLrygbE8pBCTcQ0lJfnAyApajZVgNDFj7BSes72A1TqqXkLQ07nHS17fM6xXuTbAWWtfOeV+XiIdAjpl1DsKU3sVL/G94sJ6ELXaDlNNkhpICM7LilED+74hl++JoMiqG5LeXfe/ulqFhfKbG4J+BgJqwUDKebUlmnqUk5itxJ/hUlP5mK1XYno+kObDSsi29dLiMisdDhdieaQoltOiVXtwnlb0jPnqzWhew8Waa0+MyAW1enWGirjsdMhSJrh3SmTbvHiSfvEW4wZUqyS5DwYpE+GwrtacqegCj+Nosxp95SlVXcOCn0hZN3lqfPPu6fiYmjFIqVJN7DtTJOIZCJcBke85a1vTpBzUUiKClc2SkixLKU5xPPr7zy+JenmeUV20ixa46doiHKNhHZTQX20tTNbdrWL3k2IdTKTG7pcjnB5BaWFrT5GArXUVfz8fWQ4RqpXqyXK0PDTV/EbOEqcrE+OcIYd3W/lzNfWlUa8ZKlp7QUq/jWlKPjHM9JuILhnCq1W9m1lXnLT4XNSlHVy7jvqsU+lV6lz1KqkozVGm1slSNUgPZbOZXUEFteYEhSTm66Xj89YPG1sDiI1aMrPv/dbWfjuSRcoPMnYY+DsQDZhW6dKOVPFQpleeVI4ery6xPO7qdS0XUSNQk5t5yVf3iL7l3dpN0lC9bKPpGC6VcZxFCdXCVLTp2lOmksrjtmircvtR9aIcXg6ePi7xjdbqy9qa1XitSd6v9I1OFZrDbFSkKdVZCuMvrTVH6nJ0Rbu4CVAyzkwvsj5Uk9zet+IJ5R3fRnpvi+IQmsbh5Xi7diDv5uPd4o5yp0ejUzOnKzXL0vhqvYzmzEv0wMc41xjU6bsnewzTaBTWpZdOkqzKkVWoJW0O0uuOKDrKd29mQEtkggBWY5hHqmAoLHu0Xrvrp8+J4p9KHSPiX0fujOdOXUzuusjFVI5lyd2re64olfpNbeZL2VR2f4crJSOCYkHWl7w9d4O0M5fHRPlGmuCyT7UX/ta/U8o/9c6rUerrUfxddRqRfq6uTXmKVfSn2xLIQnZcxLqFr2Qy5fx78/YQS4MucZ/+I1f6cMdl/h1sF55K/wAA4jbltWqsgh2ZYk8MOOXDrCGJR15A8Q4FPDX5iNGlwKglmcX5N/scXxT6c+k0nOlRxFHwnTpWfq6y+3kZ4f2r46oiqi47W/r0TqUZGKilUyJVxJ1daOcEZhpl7vlEtTgeFqu/o+Rm8J+m3pTwmFSDqKu5bSr3k4/ls4+zYd1H2+1yXnR9fSsrUpFYyral0JlnEH7SFDNf0MQ1uBYZwtTbUu96+43+C/T90gw+Mz8RpU62H5whFUpL8UZa7dz0fhudL0KvU3E1MZq9JeU7KulSVBScjjbie8hxPQi4/GOZxGHqYWp1dTc/UfRrpNw/pbw+OPwEm6bdtVaUZLeMl3r2NarQLHziA6A8W9BZm5kTzTUxkkDPPrWlF0lxS/Ma2taINjomh2qw/IbvK5LocdI53UD/AFX0hnLvHUSOKxTmVPKlZRLbzgtZ1CtEEdFG1j8IhlJF+lg6tXwFTjVamWpduYmWnFsNpabWb3yp0FyBz6XMBmLseEVPvIT/AFTM39tPISkalKQb/Mwykx5cOjT9OqjTMpkmOe8mVDTVXCDzsbQ0szIX9VpLTtMbzziXVANpDaeiUi2sIoyeZitu9kJT1tb1hDIcTY/R02I0WrKfQDr5RLfQie4cp2kzL68KMrRObUJUhQP4xLDciqLQcTbTgU8Dfe5mypVtcpSM1x1uYmkrEEZC8UhyoUt9MnmemqU2qcmpYDMexosHHUdTuz3vAcXK8VKm2hapTtJeIqoqLbsjyuIxastTpMKtCY8Pv6J15xRqM1qZLlMXmsSBfwENF2DauPuQmm0BIsBa+vWLcJ3KlSnmHLKzqXCE3Gp1VfiidTKkqA7JNXBn7oGl4briLqRYmaC+FBCvEk+MLPcfJlRKuzTB8jXpipYpxS52DZ1gsdqxXVHOFEytsZ0U1g+84579u6n1ienBS1lt86GVjsW6f8On/Mlt4fiZD+OsXzu0LGVbxtUGU0+XnN3L0amWCEU6i09O7k5ZKRyKUjMofaJitXqZpXL2Cw/1ekoL/lvdk2fRp2e1CceqW1eqrMvTquyul4Vp/J6Yl2n0l6aKvdQtTeVCRqux1Ajxz6QePUcS1w6nvCV5vle2kfVz9hbrVVRWRb7s6TnNtOwejszUlUcZ06mVOQUpqfpcxI1FNSafT3kuyi5fe5vD7jYxyuF6F8WxSjOFK8JaqWZZWu+9yr1ONm75br1W+JzPjnHMttZn6H/Zin1OibL8E1Buv4rx/V2fqyXmHJI3bbli8U694JTmzqUe6AnXtuDcHj0cpVVKaq46tHq406fbyp8527ubdlyNSlTeGTc325aKK1OXsef9nT7UnW8C4irU4/WZiaeq2FalT9yaTvll32M22EsuN5jlSkDNbnHpHBpcUjeljaUIqKSjOMr57aaxa0JlKpqprbn3+rcjqRrkxh2sUbEUuLu0qYStxHRxhXC6g+Vo6zCYl4WtGouXw5nAfSR0Yp9MOj2K4fLeUbx71OOsffp6zu+QqAqcrLzkjldlpptLrT6dUlKxcEfOPS4VOsjePM+W2JwssHVlSrK04txafJrRhRpbbaklabqESJ2Kck5LQLibQ+m1wByyxa6xSRU6pwZpKQDcRG1YO5p7Mc4IVoeQ5QOSwfWaEwbLcbzOGKs3IzK0qotUeabn0rOjJJyJmEnoUX4vFPoIocVwCxlHOvTitPFdx6j9E3Tyt0Q4vDDTl/osTOMaie0JPRVV3ON+13x8lbslYt15eHKOGWp+7DxeYVfl5GUqvanEtJanliyjc6JGgHPpFXY6mFOc3oaqriVyaCpaXCksqOqEnic8M6h+EQyZr4elTo8ryArDkykZghtF76k9fhDJXJ3XqU/AIMqmjZW94T3jfIkfzRMoGTWxtS/pCOafClKDed5we8gk+ts0E4lTrG9xvzCHiTmTlN+6Sb2iNoK4ly2VlAV6ddIiaCQtlRdaRfu639IYJB5pWYNIPEEKvp8zD5gLBqS4kuiwzXGvkpMHGQEkPCVzOtZ1KS4pbAOp690fK0Wb31Kr7gvIGbk5iXn5CZdkZ6U3TsjMo77a+R0OhBBIUlQIULgixjOr1MjNTDUFUjZ7MlWk4cpWMXEqpTtKwtiiYVb6gnHkyVFqbx60qfeIal1rPKVmVpF9GnVCyBQko1dty9GVTBeknKHetZLzXPzXrQVXhXFWE516SxHh6sUSZlCkTbE5KrbLWfVBXpoFX4VHRXukxQqwcHZmthcXTr2cJJokajHettlC21X71lcvlEF2X8w7Ahwd9Nr/ALwI9bxLGTIpMcVKYBKlzExLMNo1Lq3UoGnjmMSKUmV6kkh50qWr2KplqjYKoNdxZPTLm7ZTTpZbrdwLkl22QC3UmChRnUZTrYylQjebSOgaF9Huo4XZbrm3PEkls8oI40YclJlM9iOrgalhnclSW78iUZleaecacMKqetR2+LMGtxeeKfV4WDlLv+yht7T9of8AayTp+FMN0lvCezfD5/2Fhdg23ywb9qnlD9Y6TxWubHUknkNfEq1lsWMDw90W51HmqPd/sQ7RMPzOP8V0/BFOLrUm5+l4qqTfOTpTRG8yK+253EfvEdBHIdIuNw4Lgp4mXpbQXfLl7N2b9KGSOd8tvFn0qp7qaTQW22WZam02lsy0vSKc2ciG5OUVu0ISnkRb3jz9ef5vq1pYjE5223LVvvd9f+TPnHM/E5n2z0dFfozm1qkSi6LirZ22moSlTcSkoqEnKuXVKPK9/KNWlnl3e6rh7rodxaVLFf5TU7eHxHZa+439pd3j7TRwn8P+FLVSHhL7WMNVecozeOnsAzjlKpFPqDcviRiSC5NU9KofQpgzSsibhWqkoKrjzitHgXF6MZfUYVJQc5RThdp5ZNdqzXvZXeGSTy5lf7t/fY4q2lYr2V4wdxDXaVRq9R8XzU1u6VJ02VkKfhhMow5lD62m/arU4jUqsCSRom0ezcB4dxnh3V0qlSDoJXd80qrk1qszdkk/NFynCpTSi3deO5CkwQWcihfMNesdpEirRudXfR6xCmo4Rm6K6vNP4dmlM5VHi7K6M7B9OaY7zo9iFVwzh9qL93I+bv8AiA6NPgPS2pWjG1HErrF3Ztpr26+smWbbObOOGNiZ41SlyLyzhTDwkNUjcMNJLouAf84sxWYqSeUWBKrZVa+F+kTWIbm1pu3Ln4QcUBKQ/W/pPy2zpFPw/jHDVUq0mmU/2TW6fMN79wNLyFiYamCkcAIspK+VrjrHCccwiwuJvH0Za+vmfvn6BeMVOmXRdUp1b4nBy6qWbd02r0pX32vD/aeWp1BeW444QA4tSlI5ErUbkn1jlm7n6Y6qEPBG5nIlYTYFR5AfnBqF9yvWxdOmuzuKS422OAb1Vje+giWMUjGq151HqbGy4/bPmCRqGUnL+NoMrsUPICUZUJabUOWlySfhDsaIGek1uWSb7wGykgX59L+MRuNyRSsJHGkMXQo755WgZHT+I+URzViVal2myhKyRZS7X00HW0QbB7BNhsgc+JRAt0F+ZvDPUIOydkh4kkG1m7/IXgkyOSHZTrhlDeoNljL6qBHTxMS9ZoQOOo9KdLCZIWkZkdzl9mMfFVlc38DT0RKFDkEFjszjYcbdSQtpScySnqCDzjHnUsb8KWhLeDpms4PrkniShTtp+WlFSCUVCWarEsZB1IBlTLzyXU7uw4UiwT7toUMTKMr/AB1+JXxHD6OIjlkud9Oy7990T2xtGoU4yl/Eex/ZXX3/ANquUlZuhPKv1/Rnlt3/AJYtrERku1Tj6rx+DM6fCqsf5eIqLztL4oUS+ONjqnEh36OFOJF827xTOBF/IFBguuo//X/5Mglw3iHLFP2Iesrtj2fUJneYf+j5s+kppBuyqfm3qgQOmbM2qJo42EV2aav62VpcDxVd/wATEya8NBdN/SU2q1eSep1Jm6HgSnOC3Z8OU5Ei8lvwRNKzuJ9UAHzEDLiNZ7aeRPS6OYOk8zvN/id/cRhMVN1xXaJmZmJ+ZIsqbm33H3OI5jxvEq635xW6+XNmpHDKOiG3NTtUrM/K0HDkq9V69UTkk5Ru3TVS1EkJShA1UpRCUjUxRxnEaODoutXllgub+dX4EvUpK72On9mFIw1siwtMzuL5luWqzrzc3jitLW4Wm1hZTLIReXzdnZJAzKsM5uedo8T6QY/F9LMf1WGu4rSnHRac3+Z+3kgamao0oer5uSLPfSL2DIlHU1TFNNnZJCw4JKURM1Gam1t2WnRtCU2Ck8IXZN4jwHQTjk5WjQcO9yaW/wA9xW+p4tvsx/RECYu2lVXb3MN4Yw5SJrA2xOQdamsYYjnsjLszJS6w4tT8x+pQkW4GG1KJVZThsmw7fh/AcJ0OpyrJ9fxGScacY62b7l/+0nbuLlOnHBLNUearyXz8fYQ19ITDVJptek8XUbHGGsV0rF6h9TUuQWjtVPp0qwluXCm0vvq3aEJS3ndDalL5I526noVxDEVcK8LVws6PVbyltOTbzclrfXTSwWHnmWVqzW/n7Ec/3JUMoPnrHc7EzRv3l1W16D5RKmQ1SRNjlaNC2k0xhxzdyeJUKp7wPd3/AH5e/wDMLfGN7gOI6nFpcpafsfmb/En0a/zToz9fhHt4WWbxyS7MvZozvCcbKkmyARztHoFSJ8/6MrMHNNFKeFOsQxiWJTuw3JWAsQP9eEXKJTrBIoHO3+cWspWuXyjnCsK4yMfYIYxpT5KTU+ph2Tf3zbyTrkUgpWn48J+EZfFuHRx0Irmmen/RX9JWK+jbiGIxFNZoVqeRx5XUlKMvUsy/3HnJU/vVBGoPeUroB63Fo8ujE+mmIxbmrIxLyGrbu7mU6qvZHoB19YluZz1M0Tt9blfh0BhrjNaBWWeUUFa1JYSdAFXI/pT3j5QSZEzByoNg7pCXJhy11E2SDc9bQzmPksUHphSM28DKSMpaQSnQ8wesPnsNluI0tBSysJNr929/virJ3ZYjsbAkqc71+qh5wDDCbLYTk94rWLDyhrjcw9LsFaDpdKl/LyhIaTH9h6kTtRBRLtOrNyPZoKlaAaWHPXw9Yq4vF0cJTzVJWQ9ClKrPQk6i011kdmWwWH2bIdaWMqknwIjAniI1lmTumddhKGRWJPpFNLSs2UdLg8oqSq3NOMR+NqbCQhbZav74GZP3f4QyY9hfmYDWVC0qPlB5wWbWgEoJuAo9dNYLODlMETMq26FOuJWQblHeh7guNgsK4lKfYM2R9pZAt56f4w9yNinDtHxdtFqgpODZB6rOJWET9S1Zo1NubZ5yaCSLjohGZxXIJjM4rxzA8FpZ8TOz5R+3LyX6vQGWWms03Ze9+SPoXsw2N0PZpRlrDJrldqASa1X3kZJmeU2AvcNoRn7PLoV3UC/RSyV2y+BdIulGI47XvN5aa9GK1SXPzl3syK2Jdd2Wi+fazKsYZFQqTMk7JdrkXlEOSq0FTakTd2phC85WVIcSopVdWojLw/EZ05OSumrWe22xPTkowvc5Q+jpO4KlpTGuHqxhigVIUPELjVHrs3ISk1ObmZddl5dgOzLTl7CVUUp6x6r0+XEVUw2Ko1prNS7UFfKsqu5WT/EX8XTlUyvM9V3tfAmfahI7LMTMU/Bk5QMVVXFVcamf7O0oVsUxpD8sjeJcaM1My0nw3BPCsgckeOD0X4jxWjGWLhWUKNNrrHkz6PwSza990Z9KlXoSck1lW+mvwufNLEuEsRYFr83h7FVNcpNdlUoVOSS1IUr2ouheZskEKGoj9B8N4lhuLYeOIw8s1OWzs1t4PU04tVFmi7oGtOuFy/JIFzGjcQtatqb69YkuuZFNCWecmmQzOSTim5yQdbmJNxPNLzKgtCh6ERYpzytSW6Oa6QcNpcXwNbCVleFWEoSXhJWPpTgrFErjLCdBxHLcqpLIW+j+6mU8D6D/AAuBQj1TBYmOLw8Ki5r38z5PdJOBV+jfF8Tw+urSozcfNfZfrVmONUvY9et7RO6ZjKZtZG7I6eMSQ7IE+0EgeXhFq5XLLIF+oPzhpOwlqZcKkJOa3nD6NDbM8u5mNLIASjwtzPirxjxo+uxgt5xeW5snnb84TY4sZcSlBdduG+SNO8R4DrD3G3M+0qORaicib5E3uE5ucBcbLYIsNZrbpK9etrDWHAFZZAF1lTi+RHID4dYBsdG/IoJ0vxXAI628IjDN8rKk5iUhN/eJOgTA8wmw1LyynH0p66KzHTQnh0hZRrjhp8mt9aGG7ld+FITmNzpAVKipxuD6TO49h2AZJmUcrFUD7TTobYkwh1TC0uzCrdq3qCOZQbJ+yCTzjyDpp0gm6qw9Jrvl+xu8Ow7Sb5nSdY2R4ZrDTCn5iZYn2mlJkqrLHPvRoMyg4hO9Tm4eM8+So4PB9J8dw6q4wtl5we3qts/I2oVJc0RTiDZ/PYXlajVJeela3TKMwqZqa2UKbmJWXRzcW3xJUANTkWT5c47rhvSvD4+cKVWm6U5Oy5xb89/ai4nckvZfsKxftRwpL4wpNTw1S6NUVu/UxnnJhb08xLrLTkwlLLZCE50kJBNzz0ivxnpthODYyWFlTnJx9JqySe9td9NyCvi6WHeWV7+HIcs19FzaY24UMTWDp4clEz0xJLSR+5MS3xveKkfpF4ZtKFRPwtL4NEf1/Dv73s/Yb9Q+jbtQk96ZlGFW2Gu+6ispd0H2UIaKz8BFyPT7hb2U/wDt/uOsbRns37B0Ub6K9SdRLTNYxnTpeVe3anJam056Ym0BXeBVMqZQkg6ajztGZifpHpq6o0Hfk5PTzsl+pBUxijooskiZ2L7NaGy3SZKhLrtVmHJdM1PVl3th7O67kd3SBaXQrKlZ0buI5ut0t4riZynOtkpq9lHs68tN362R08RUn2np5fNyY6MKbg2jU+kSlPckZGTlxenyDbUnKoLg9o2Nyi/CbpukXIteONxOLrcUqyqzleT3u3mttzIpxdSV3v46jHxx9JDCeC5/JiiVxFJpnUHsyZGlLm5ao5ALpTOvltvMjS6CRbnltHScE6G4zjl5UZU0l6V5dpecbXt7hQwE5x7Nvb+gErO0PbZtFk5ikYH2fTOzGm1NjduYvxS+n61Eq82AXZCnSiFulRSq4VZQF9NdY16GA6O8GrKpicT9ZqR2hTVoXX3pP4bDwoUMNrUnm8I7ets55rOENm+zLAM9gbHDO1fDk+Ztuq0rF66d2ZFfq8kw4hlMky0X0tttFw5EzLqFHVw+A6/BcQ4px7ikcTg54ecVHLOm2704OWt7pOTf3o6ci5CtVqyU4ZXyt91eL7/I5DqeMcT1pUkqvV+s1l2nJyyD03OvPrlBpoyVqOTl7seo4fA4fDJqjTjFPdJJX87bk6ywbstzU0pcypb7zrsy86buOuLU64o+KlKuT6mLkYW2WhKtTfMewbR4uK4fhziZATVhTLtlwDU+RglqRWuhXkSBxAK8onSKVZI6W+jLiFIOKsGFYtKON1enNHQhuas1MJHkFpSfjHcdF8R2ZUfX+5+B/wDFB0bjg+M4fi1NdmvHJP8APT29sX7jrnLdIIsDa3rHZW0PyvfUTpRxEmAUdSRvQW8h0ibYhEqlk3t0ivKepKkbkL0tEkZaANHlt52PSPHGz65ozQNbkX/d6GGuSKIpRLuO8WW4+0TYelzDasd6DikKelGUudNbm1vQDrBJEUpDgLjbKMo4CB7QXHyES2RDuzQ01vitxXCgd5RHP91MQSQdxeJdRLfDlDY4E+HQXhhXCSGmm0OXHBrdA11Pnz8oAVwrLsrBW9u/br5/xK5AD90QE5ZVcLc6J2TbMnayJao1BYl5JbgQ3cnLNFIzr93RKBqVXt98cL0l4+sInSp61LXf4f7vkjQwlDNqz6QUHCXbUSqZD6vdpDCldlTnChdIyBasmYnKbkae7rblHgfEMY4ylmvn+WdBRaprxJTThaRYpEnIP1J1TkoDxMqUglDi89jyJ52vf4RgvEznUc4rV+sm67tbaEG7YZapTGG6xhTD7jX1jjNUnQqUy3lK0uVOaTLJ+AQ4snQdY6bo3OnSxlPEVl2aWao7/gi38bF2la1zvbCdCp2E8NYdwvR2M0hhunSVLlVJsksolmEoLtv/AKpTmJ8THHVMfLidarUn6c5Ob85HO4iTnNzfNh1hCnHHU8anFIK0qUnKLkcJ/esTr+NoCjShF3lr4eBE5uwx6rM5n5oSjlNfDbRQndspLinUXCEkoWbWVcqIGloLDRyS7a8Vry8u8tQjda6DZpia1T5eZ7RVJVS5ndlcu0xZLRBJV7Z7LmIUoi/2bRaqxp1JJwg/W9/0JakoSdu4R0tchOzomXJ1qcLYdUlLV3A68XAlxTjuoBSVhOXzNhobQYrPRpyja12t9/YS202A+KZt5ykPTzDi0ITNrs225ZW5HCVItY82rJ1sRoRrcXOFwj9ZyNfZHSsRpXcO0TFFLqGH6o2t6j4mHAcn+6zoyhqbYT+zUgqCrjwUNUm0dNgcdX4fiIV6TtOk9fxR5xffcOFRwd1yGlsG2m4i/s7U8M1yfcarGAKixS3J1aklc3JqW40ywpSrqK2lsKSgjUpsNY1enHR6hDGU8XhI9nExz2X2ZK0nJW2T5+JPiqcbp8pAfbTtPwzJ48k8MbWaQvHWEWaf9ZSlIotUSF06pTQW2lU2yh0NPO5LqQpbgyBX6vx3uiXR/iNThnXYKo8NXcrSlON3OG/ZdrpX5bMq0KXYbpaPvaOA5zs65ubck2Vy0m4+8uUllr3q2WFOEtNqXpmKU2BPXnHtVGMowipO7tq9rvm/WW3EvKTCmlhN9IsIUJWDFQXvBLKR6281Q4dXUKS53bSVKVb/ABiSEQL2Rk4+jKSDY84mRRru4Z2O19WGtreHKi4tSJCrLcpE8v3cs+nK1m9HQiNjguK6jGQfJ6e3+5+dfp+6Oy410SxFSMbzoNVV/tdpf+LZ9PQvmmPTlI+dLRsKdLj49YltcG5c93UevTWHlsJbiFXCetvwijN2ZOtSyHANCbQ0Z2E4nl+ZbJvysOf+UeStn10pU7i1uXUrup6cyYEOo1ENSzSG8hVZxQF0pOmX48h6xIiq3cWldtc6llQGVWvI62A6eXjzhNgvUVSrRWeL3tCs97zSgcr/AHQ1wZB+XaQgI3yTwd1oc7wSI3cUtDeLU4sZrXskcgToEj/WggJMdBZiSC8tz7FOpVlsFLPUenIRC5JB7k47NMAM1ual5usByWppKVMAJPtbLSnISOV8w166xxfSTpF9SpyhQs6nP8P9zWwWBlU7TO/8O4SmJR9unT1JXTZKWS2mUpqLBExKcK8y1Ek5XMuqEjlpyMeH8Q4mpQzRer587m3SpqOxIcgmo0aqIVSc7TbiZdiflyorlVtNuOOzCFoT3Qoqy3TY6ZYwq1aNam+sV9/O+iWpejCMoaj+nJlTzUtuNy7Kzl1vP5lNusug2DW7z6qXqEW5dRGfSlTjfNe628v7EahZ6ke4UZcqe0KmNzqpFun4TbVXK/MqFs8wwyJaWSFm5F5mYSRc6JR4xr4xqjgpuKblPsQXg9W/YveWpvLSduei+fI6aNbrr02h9Ms7LUxhSQ00qyXnXADZxTZtzSdLExzSwlCFLK59t9223PXUy2oLxYRqOIVTMqpV51L7SBvZewyLyC6SpRVmB6WULdYKnBuNs15d3eiKNOMHsRzPVZ0vSbTW9cR7XeFpSmHUgjUNrbNxcWFxrqdYeHZd/KxoU6Ucrubp5wvysuTLyTsnMy6Hpx5lCgtL2UktWcKlFI7pUpR1B8YPrVrlve/MhhTUZGmScmXZIrkWMzqmylkZBkBLxstWawsOHU+ER1Hmq99n+xJZR3HW1hFqbpQk5madacaS088UneJTl8Vr7v2lEp/OLGE6zrs0fT7rXKdXEWemxzhj3avs/wAMTjWFcGLe2nY2WrslKw3Rkmblm5k6JRNTzeYKyniUhnOedyjmPQOE9E8fiV9ZxslQo7yctJNeC5X8fUizRo1KizT7Ee9/sc2lrAmH5bFODdpOL6hLYtxdNS9RxlOYekWa1LUd2WfVMtU1ftUgu7xwqc3WbLYIuOZ76NPimNrUMZgKMepoxcKSqtwck0k56crLsp+ZfzOWWUI9lbX0v4nOEw1IJnJxNNmHZiRQ+8mTmHWRLOvshR3brjIUvIpQsSnMbeMehUnPIs6Wa2ttr+HgSWzGooUdMlvOJlKwnTMW5ZzehShw+ESRkROlZhuwRmuQoHoR4aRKM0XVMjKOekSKaIKmwgDj06stNcCb8SvGCUrlKSzDkbpSkyK90rJNt2dlXuqH2jnbV8FARJTbi7oocU4XS4jgq2Gqrs1ISi/KSsfSnCGIWsTYYw9iFq1q3T5aaWAe68tA3yf5VhQj1bDYjrqMKn3kfIrjvCqnBeJ4nA1PSo1JQ/7Xp7h4tLuPPxjTpS0MOSM3DBzY0Qa6bGM+puWI7CMrudPjEVyZI8zLSAy2CsXzdPEx5SfXHP1cbI3hYWu6gCNMqL8IPnBFdtsKJytDeKO8WrVAPECb6EjrboPGFdAbiplKUguP8bqz3PeJ8z+MNcQalihlPaHSkTLuiEW0Qn90ecDcZhNvi0UbrWoey5XSehPn18tIZ1BsoZkJd2ZeRJSjKph51QSltCLnMuyQAka+Voq1MTCnFyk7IONNs6i2Y7DZzEj7QqEyiUUi28BQHG0OJULtL8VnXRPK2pjzfpF00p4FZaXa93r8jWwuBfpNHeuDtlMrQGkOSapV6aTlKO1MZS0E2CEshAUEHlqBcddY8f4jxqrjpeD5LnfvvqzXp2irMlN5makmR9auSbkupSeMzbrr6TcZl8TZva/gPCMJRdfSC+CJoWv2RU7QVuzU26pvKw6vdSzaMzZKU6cSik5dbmwN76ExXVVUkla8vdf9SZVDOoGekEb91qYKGf1Uu2phbKNNBwjxFxreI6UVUl4ig0xVskpjNPka3idCmph+vzrim5soCrS0ldppGtxq5vr/AA8IHpBjJdbSpbZFt4v5QWK7XY8Pn9Ca3gmak+0qRLOyy0A78HgKACNRcW10MUEk/P3oyNYysR/PTFFVvGJWS7TMZSfYuOdnbsCtSd450P7gPOLqVRfxM1mvaW4xk9xI3IyjjrU8jJvRdhMmARJslkJQpAQhBLljyKj4wDlnzLvDc5QWU2zTobzrnX83NCQ0lLiwhYy2bACSb3tZIJ8tIeGGzvf1gKfcgdU6hOyeG5k0aa+qHmAA5NOy7E8qUJd3LTqGllaV6pubg2KvHSLeBpU6WKXWR6xX1Wqvby1Dtnlrt7DhLaC/tFl6vJ1ratX8S7SNmCJncVKXpE8KQy1vAUIQ5LS6UttkKI5iyrZMyCY9q4LiOG4jDyocLhDC4y3ZzRzXt3N7/FdzLlLq4/y0lL2nXOx1nYnTaMxPYFo0oJWrgMNz6UOdscUcu+lJyYcK3W8irJW2paRqDqggx5lx7GdI44mVLiM3ePLaPg4pK0l47lPF0qlR6yYm24YUwxj9mU2U4Ow9gyRxpOIlJ+nz03NS1GepMo0tSnnW2Q0ZibLgSWimXCki916iNjohxavwy/FsTUqyoK8XGKzKUn97W0bcrkeH6yjepUby+t3/AEXrPmJiXDNWwhiLEGFa220zV8PTbknPttOh5vfNfYWnmLEHx6EA3EfoTAYynxDDU8RTvkmsyurPXvRpwanHMtgGzMqTfNF5K4SqMLS0wHB1zDkIJRDU0ymZlKsyVGxvBEDqJ6FlsLeWOKyfKHIZRzDmkJRCG0mwv4xNFWCjTSFkxMFDS0+HwieKKWKlaJ1X9GTEX1ls/maK4cz+FarNSoT17NOfpTP3qWPhHc8ArdZhcn3X7nqfNX6f+B/5V0xq1kuziYqp/u9GXwR0uw6SPTpHR052PDZxFAcNjfkYnzkeUHvmKc9yeCEZt6RXbJjzMgkq4uatQnoBHmJ9abm5N7fu3+BMMMLWMoINybd1F4DMMFZdQZ9u5ZSibIHIG3UDygRWCLBVnEy9otV8g5gA+EQuqkEoXJCwthao4jfySrRtLrb7Yq+ZbSHORCBqYx+KcVp4GN5bvb/kt4bBTrM7l2TbBEtFMxNrCXD7qRmUrNdsjeIUk8jyHj6x5Jx7phOq3CPz6jYXD1RVzryn4Yl6T2OSlG2mmZF25lkICE3QhWRoW6AudY8yr8QnXcpy3f7/ANi/TjlRL8gw89IlyURZ1l4BKsyQG0AWQENpSM+W3F+N4yI1pKb9pHOEYvURTMpKstzc6G0zjgCEl9xO8dmXEkloIz8tSfTziZV6jtG9o/BDxvdIvSqVLzjcrKvy0m9OMtIDc26ELUp1Kcxt1/w8IGWOcM2un9ySpFrVbDOxYvsUhNz5D7LSyqWlZFG8SpTqd4VZ+IpCSEEpsTcHpe0bHD6sKrUY8tW/nzCpweaw+t8KBS8O4Ik0JanpGkBG5PClc0EJ3pURfXOsrPWxv4xgzorGVZ4qp6Lnr3/PcP6Tc+Q6m801SFUx+bSypwJWmYyPKZknUjKvcNrCQTa4GYGx115RDTjCnWzbx8/eyrKfaul/cDyf1f2ETjClzDCQlklaVgncqJeQLgXyhtSb25xfxVOeZxn3X09wSu5CnDKw9PsMTpLra0uLmG7J3bqnSlSulwBnCsw9DFLEt012efuQdWKcRS1KsJfcfKSpUuoFpSgUlpXdbQAeQ5K89DEka03HJpty5kMo22Bs0hh2aqLakewZlpgOJFwS2hlCUgp1BToV2I1NoaFSUVBp6toli8pEc1RWHVvuty7U7T6k0JaoyikKMnOodTultPI7qk5cyQe8kjQ8KRHZYXFyUcknlqR1T5xa1uu7XXuftE5WOZsGTD+xXbKMKF5TmC8adi3ImyVJ7DVrpkJlZH7WUfO7Uv3kBV+9Ho/FMNT6X9HvrEl/Ho3d1vmh6a8pLVJ+Ba/nU2+a+feINum12ex3OUyiTWGHMMVjA9QqDc3Pqqa5ye7a3aVcaYcQ1L7llJbzC11E2JPjtdDOjGH4JQdalV6yNaMdLWjl3Ty63l3sehh+qvLNdS8DnRBzqcWslanCpSlkkkqJuVEnUk8yY7tFm3IQuICc1r36xLEgeheUWUvgA6ak9INMiT1FDCc3ETqTBCy3YQSpxo3SfhBRWpHO6C8nUVE5V8Iv8NYnsCqveLZ0kt5h3bamCi7EGKjmjdEn/RixB9X4+xThtZsjENOTNywvp2mmLufjunVfKOm6P1slSUPvL4H4x/xN8F63CYPiKX8qbpy8qi0/8o+87wl3beMdZTlY/HFSIu3lyBFnOQ2E8wdYjqMOmJLgRDGxLY8y7ZTZV7gq+4R5gfWgySdeunyMC2IJMLHUGx5kHVRgGKw7cM0WZxLWadSGlMy7k/MIYRMvXSy0Fa5l5dTYDkOcUMdifqtGVWzair2W7LNHDSqs+j+CtgOyDBsn2/HFcaxLW2Kf292hom25VUpLN5S5OTOayJKXSrh38yeK4S3nUQhXkXEOkPHuMTUMLT6mk3ZSs3m8I85y71GyW7atc08Pg393Tv8And+CF0rTqjj+v0ed+jnsqmpg0J+ZYr2KZlpUrhuek3dEUoqnNxnbQbrDig24CfZtIGkHVpYThOGqU+NYy+ZJxhvUi1/1Oze0ntb0XzbNuMIYaP8AGkl3Ln56fPid1YMwvWcOU5h7ETVFpcw4WnJ2RbqBqTco9wtJbaeQ01vQu4F93m8T1jxzieIpYitL6u3KNuzJrJdLW7WvxIp1I1dIjkpeDUqzVOozqqg4VlXYEMlpCFhSVhSm8ysygqyhfr4Rny4jdZaatyvu/wDiwNSo49lKwc7MsOFQmJzOk2JWpeRvLrZICFBIAPS0Ve0+XqI8wIqDb89LTsul2XDjLrZfmkodSwonvFFspUrKNcptm84sUo5Ja923zt5EsbRaZoa3kiMsoyZpaCoJmnJncOk5ivhs0m1j5wXVOrpJ2Xdv8948pqQ31rXWcQUamzEuFNtuLn3G+1tzCV9kSp3jSmyrFRAOnMxPkeBwk6kZavs7d5NTasyZKfT2t49MyrbzKJx7O7NIMsN5fiSlQWVG9la31jLc8yTdmtufuKNWTWjD75l0y4VOTbeQ+zFw26okaZUtpTrpEOVOWisivG8noMmZWagl6TLhkpENPWmFstmZUpVk8ACiEgageMXqfZy21benq5FldjXmaJRlpthH1ciWW2+BeZPtHHQkCxzpuNQOeYCHlCc9J6P3ClN8wb2x36wUh0szDKW1E7neuWW2CoIK1BKdbHle2vKCeGyQXft7Qou+gkorD8886/3ph1kO5wVDKolK7E/Zvn0+EBiZ04OKTJZyypmb1AmpNuYYDZIXOSiUNWKS0l1aSpbY5cGXMfCNinVzSjJ/df8AZFHr4yOKvpISaRtB2U0iUQk1kU1orYRxOIRUKwpUihQGt+/YeGvWPW+g9Vw4Njq1T+W3O1/w07SZo4J3hJ8v7Ar6Q2xjHWF63i3aVUJSlO4YrldmXx2WdExMyCZ2YLcv2xvKAkum3cUqxUAY0+g/S7hvEadHhtNy66FPmrKWVLNbut42uHhMRCUVDml7fI5iJFg4nQx6Si9uJHl6qsYliQVEJJY6uK+yCc3gbGDRXQSk3LoHl/q0EhQd0Ksy1nL4QavfQaQsl2VKUm5sImuQuA4miA2Enl0EEJ6KwowmUYX2jYKxZKKKZdmqMSlVY5fo1RPZVqHpvNRGjw2t1GIg/H46Hi3019G/856I47J6UIdZ64dq/uPpMLoVkJ1BIPwjur6nzU0krikOEeMSqViLKUtRPMWtEjkJKwjz28FeEQk1rnmav08eUeZH1iFDfFwg/wAR/KI2SRWYcNMki+rMvup5RDORp4fBqW5JNCoz7kqHJVjfXebR3kps4+sNMJ4lDvKNr206xSrYmnS9N20b9SV2dDhcNGmj6EsbLpKobQcL/RZpSkUumYRZZrm3rErCQmexDXpZlM3MsJcPE4zJB9MrKA8IWpb3QGPLa/G54LhtXj9XtVKzyYaD1jSg9I+TlbPU5vSIUKtoPEPW+kF3L+/P2H0ukBT8G0SnUij06WpdGlOzSVFpcmndS8kk7wptfMV33aioq5/xG8eF4mtW4hVlOcr1H2pSerevyvIzcvWycpasBTB7W4042kbyZnG94FW/WFRUlZ/9odfuEBPsRafJfsWafibJWayTZ3ge3Sjd6yhwJOQqNup4x4xRblBXXzuSSgp6G2oSk4JxUutxtDDwGSwCZlY0vd5PdGU9PhaNCjVXVKVu0vZ7CssvIS1FYZnJSXaDaGEtJaSMt0hTwvfIdOFKNPMxVpSdnUeuvu+WTwjmjY1VGWRTd64ywyhcw57PIT+sUkNpLl7ZeaQct9Iu0ayqTyt6bgKLlEZ8i2zT8T1nEk+VLclqXJU9FiVjfTswpSsifduEZL/6FnEuWIw8MOvRcnL1JWLKVoJD8o03XJAT00/MS+7VxiXQnMW7KPGFqBuTvPsj5i5zcVRozlFRhtu+/wBRFOUZaDpl6xM1yXel08O84zMgAac1klWtglHdAit1PU9mW/L9CvOCpajaqr65aWn1IacUm62ggKBUQgOq5qUOZNjF2jCDqU03a2r87kkFczkmm36WlgPOsONFKHXBzKVIzhAIuolfio2v4QNbETlWei+eYpU1HUHOIyUR0yiQVuhaJdvklPa3kINuVuBa/wDrE3WR65dZst/VEaC7Q/8AD8g3RJRIecSt/I2ibcCbhB76QOt+MXI8h4xnV4dZLPa13dflK2Iq59ADtJ2n4Y2W4YViXFLE9MsKfVKUqny6Eqm6nOOs70S7bli2wnKrVxwjS/M6Hp+j3R/FdIq/V0ZJRXpzf2V5byfd77Fajhp155Ynzwkq9V5+cxR9KbHLcuVJqTlN2eUVlRcamMUol8lPl7DVuVpbNnipwpLi0gJuSqPa3g6LhT6P4PSEVF15d1Nu7X4p1XvbSK5m00qaWGh3Xf5efrZz5P41xfVaMxhmpYpxDUMPy8yZ1qiTM++9IibUVFT+4UopzXUT5X0jtaHD8Hhqjq0qMIzejkopNruuWFCGbNZXA28CEWPL0jRRPyE7x4Aq2hESIinsJEH2LxT7+h+MGVeQVk7IbHW3P1iWA8dEL2wVLC/G2kS2BazBVNkdLQQ1hXnNtD4fACCRBLQbeJKyafT3nEXDgKFNeS0KCwfuien2dTlukmWvw+vQltOEo+2LR9TpGaM/ISE+jlPystMjp/vDSXPzj0GLzRT70fJ6tS6irOm/sycfY2gkDZOsSFYuTcXMLcYE70IUtJUdCYG5by3R/9k=\"></p><p><br></p><p><strong>Christine Ouinsavi</strong> est <strong>Professeure Titulaire de Sylviculture et de Biologie Forestière</strong>, au <strong>Laboratoire d’Études et de Recherches Forestières</strong> (LERF) de l’Université de Parakou et au <strong>Centre Africain et Malgache de l'Enseignant Supérieur </strong>(CAMES). Elle est également Enseignant-Chercheur à la Faculté d’Agronomie dans cette même université.</p><p>Christine a été la <strong>lauréate des bourses internationales UNESCO-L'ORÉAL 2007</strong> pour les femmes de science et politicienne au Bénin en qualité de ministre en charge de l'Enseignement primaire, de l'Alphabétisation et des Langues nationales.</p><p><a href=\"https://fr.wikipedia.org/wiki/Christine_Ouinsavi\" rel=\"noopener noreferrer\" target=\"_blank\">Wikipédia Christine Ouinsavi</a></p><p><br></p><p><strong>Quelques liens pour poursuivre la connexion : </strong></p><p><br></p><p><a href=\"https://www.lerf-up.com/etude/8\" rel=\"noopener noreferrer\" target=\"_blank\">Laboratoire d'Études et de Recherches Forestières,</a>Université&nbsp;de Parakou</p><p><a href=\"https://www.lecames.org/\" rel=\"noopener noreferrer\" target=\"_blank\">Centre africain et malgache pour l'Enseignement Supérieur (CAMES)</a></p><p><a href=\"https://www.researchgate.net/profile/Ouinsavi_Christine2\" rel=\"noopener noreferrer\" target=\"_blank\">Les publications scientifiques de Christine Ouinsavi (Research gate)</a></p><p><a href=\"http://www.cef-cfr.ca/index.php?n=Cef.Accueil\" rel=\"noopener noreferrer\" target=\"_blank\">Centre d'Études de la Forêt (CEF Laval)</a></p><p><a href=\"https://univ-lome.tg/formation/domaine-de-formation/sciences-agronomiques\" rel=\"noopener noreferrer\" target=\"_blank\">Laboratoire de Recherches Forestières de l'Université de Lomé (Togo)&nbsp;</a></p><p><a href=\"https://agric.ui.edu.ng/welcomefor\" rel=\"noopener noreferrer\" target=\"_blank\">Department of Forest Resource Management, University of Ibadan (Nigeria)</a></p><p><a href=\"https://csir-forig.org.gh/\" rel=\"noopener noreferrer\" target=\"_blank\">Forestry Research Institute of Ghana</a></p><p><a href=\"http://www.univ-diffa.ne/\" rel=\"noopener noreferrer\" target=\"_blank\">Université de Diffa, Niger</a></p><p><a href=\"http://www.univ-bobo.bf/spip.php?article7\" rel=\"noopener noreferrer\" target=\"_blank\">Université de Ouagadougou, Burkina Faso</a></p><p><br></p><p><br></p>","author_name":"Emilia Tamko"}