{"id":1346,"date":"2016-06-01T02:00:00","date_gmt":"2016-05-31T22:00:00","guid":{"rendered":"http:\/\/lemotdujour.fr\/?p=1346"},"modified":"2017-11-24T07:27:42","modified_gmt":"2017-11-24T06:27:42","slug":"mercredi-1er-juin-2016","status":"publish","type":"post","link":"https:\/\/lemotdujour.fr\/?p=1346","title":{"rendered":"Mercredi 1er juin 2016"},"content":{"rendered":"<div class=\"mdjDate\">Mercredi 1<sup>er<\/sup> juin 2016<\/div>\n<div class=\"mdjTexte\">\u00abSi l\u2019on veut comprendre l\u2019histoire \u00e9conomique moderne il n\u2019y a en v\u00e9rit\u00e9 qu\u2019un seul mot \u00e0 comprendre et ce mot, c\u2019est \u00abcroissance\u00bb.\u00a0\u00bb<\/div>\n<div class=\"mdjAuteur\">\u00ab\u00a0Sapiens\u00a0: Une br\u00e8ve histoire de l\u2019humanit\u00e9\u00a0\u00bb pages 357-364<\/div>\n<div class=\"mdjComplements\">Et Sapiens va inventer le capitalisme. Harari va nous expliquer l\u2019essor du capitalisme, en insistant sur 3 notions\u00a0:<\/div>\n<ul>\n<li>La confiance<\/li>\n<li>Le progr\u00e8s<\/li>\n<li>Le cr\u00e9dit<\/li>\n<\/ul>\n<div class=\"mdjComplements\">Ainsi, dans son chapitre 16 qu\u2019il intitule \u00ab le credo capitaliste \u00bb, il pose d\u2019abord les bases de son raisonnement et de l\u2019observation de l\u2019\u00e9volution de l\u2019\u00e9conomie des Sapiens\u00a0:<\/div>\n<div class=\"mdjCiter\">\u00abSi l\u2019on veut comprendre l\u2019histoire \u00e9conomique moderne il n\u2019y a en v\u00e9rit\u00e9 qu\u2019un seul mot \u00e0 comprendre. Et ce mot, c\u2019est \u00ab croissance \u00bb. Pour le meilleur ou pour le pire, malade ou en bonne sant\u00e9, l\u2019\u00e9conomie moderne a cru tel un adolescent gav\u00e9 d\u2019hormones. Elle avale tout ce qu\u2019elle trouve et pousse sans m\u00eame qu\u2019on s\u2019en rende compte.<\/div>\n<div class=\"mdjCiter\">Pendant la majeure partie de l\u2019histoire, l\u2019\u00e9conomie a gard\u00e9 largement la m\u00eame taille. Certes la production mondiale s\u2019est accrue, mais cette croissance fut essentiellement l\u2019effet de l\u2019expansion d\u00e9mographique et de la colonisation de terres nouvelles. Tout cela changea cependant \u00e0 l\u2019\u00e9poque moderne. En 1500, la production mondiale de biens et de services se situaient autour de 250 milliards de dollars ; aujourd\u2019hui, elle tourne autour de 60 billions de dollars. Qui plus est, en 1500, la production annuelle moyenne par t\u00eate \u00e9tait de 550 $ alors qu\u2019aujourd\u2019hui chaque homme chaque femme et chaque enfant produit en moyenne 8 800 $ par an. Comment expliquer cette prodigieuse croissance ?\u00a0\u00bb<\/div>\n<div class=\"mdjComplements\">Pour expliquer cela Harari ne va pas se lancer dans une conceptualisation th\u00e9orique mais de mani\u00e8re tr\u00e8s p\u00e9dagogique va raconter une histoire qui r\u00e9unit 3 personnages\u00a0:<\/div>\n<p>Sam Cupide, un financier et un banquier\u00a0;<\/p>\n<p>Pierre, un entrepreneur qui ayant d\u00e9j\u00e0 fait des affaires, poss\u00e8de un p\u00e9cule\u00a0;<\/p>\n<p>Jane Bonnep\u00e2te, une cuisini\u00e8re de talent mais n\u2019ayant, elle, aucun argent de c\u00f4t\u00e9.<\/p>\n<div class=\"mdjComplements\">Et voil\u00e0 comment cette histoire va conjuguer d\u00e9sir d\u2019entreprendre, cr\u00e9dit et confiance\u00a0:<\/div>\n<div class=\"mdjCiter\">\u00ab Sam Cupide, financier malin, fonde une banque \u00e0 El Dorado en Californie.<\/div>\n<div class=\"mdjCiter\">Pierre, entrepreneur d\u2019El Dorado qui monte, ach\u00e8ve son premier gros chantier pour lequel il re\u00e7oit 1 million de dollars en esp\u00e8ces. Il d\u00e9pose cette somme \u00e0 la banque de M Cupide. La banque d\u00e9tient maintenant un capital d\u2019un million de dollars.<\/div>\n<div class=\"mdjCiter\">Dans le m\u00eame temps, Jane Bonnep\u00e2te, chef cuisini\u00e8re exp\u00e9riment\u00e9e mais imp\u00e9cunieuse \u00e0 El Dorado, pense avoir une opportunit\u00e9 de faire des affaires : la ville manque d\u2019une boulangerie digne de ce nom. Mais elle n\u2019a pas assez d\u2019argent pour acheter une affaire bien \u00e9quip\u00e9e avec des fours industriels, des \u00e9viers, des couteaux et des casseroles.<\/div>\n<div class=\"mdjCiter\">Elle va \u00e0 la banque, soumet son projet \u00e0 Cupide et le persuade que le placement en vaut la peine. Il lui accorde un pr\u00eat d\u2019un million de dollars, cr\u00e9ditant son compte en banque de cette somme.<\/div>\n<div class=\"mdjCiter\">Bonnep\u00e2te fait alors appel aux services de Pierre, chargeant l\u2019entrepreneur de construire et d\u2019\u00e9quiper la boulangerie. Il lui demande alors 1 million de dollars. Elle le paye avec un ch\u00e8que tir\u00e9 sur son compte, Pierre le d\u00e9pose sur son compte \u00e0 la banque Cupide. Combien d\u2019argent Pierre a-t-il alors sur son compte en banque ? Exactement 2 millions de dollars.<\/div>\n<div class=\"mdjCiter\">Mais combien d\u2019argent, d\u2019esp\u00e8ces, se trouve exactement dans le coffre de la banque ? 1 million de dollars.<\/div>\n<div class=\"mdjCiter\">\u00c7a ne s\u2019arr\u00eate pas l\u00e0. Apr\u00e8s deux mois de chantier, c\u2019est une habitude chez les entrepreneurs, Pierre fait savoir \u00e0 Bonnep\u00e2te qu\u2019en raison de probl\u00e8mes et de frais impr\u00e9vus, la facture de la construction de la boulangerie s\u2019\u00e9l\u00e8vera en fait \u00e0 deux millions de dollars. Madame Bonnep\u00e2te est m\u00e9contente mais elle ne peut gu\u00e8re arr\u00eater le chantier en plein milieu. Elle se rend donc de nouveau \u00e0 la banque et convainc M Cupide de lui accorder un pr\u00eat suppl\u00e9mentaire : il d\u00e9pose sur son compte encore 1 million de dollars qu\u2019elle vire sur le compte de l\u2019entrepreneur.\u00a0\u00bb<\/div>\n<div class=\"mdjComplements\">Et c\u2019est l\u00e0 que je vous invite \u00e0 bien suivre la d\u00e9monstration, en r\u00e9alit\u00e9 il n\u2019y a qu\u2019un million qui existe r\u00e9ellement, mais toutes ces op\u00e9rations de cr\u00e9dit conduisent \u00e0 ce que dans les comptes de la Banque il est inscrit 3 millions\u00a0!<\/div>\n<div class=\"mdjCiter\">\u00ab\u00a0Combien d\u2019argent Pierre a-t-il alors sur son compte en banque ? 3 millions de dollars. Mais combien d\u2019argent se trouve r\u00e9ellement \u00e0 la banque ? Toujours 1 million de dollars en fait, le m\u00eame million de dollars qui est \u00e0 la banque depuis le d\u00e9but. La loi bancaire actuelle, aux \u00c9tats-Unis, permet \u00e0 la banque de r\u00e9p\u00e9ter cet exercice encore 7 fois. [\u2026] Les banques sont autoris\u00e9es \u00e0 pr\u00eater 10 $ pour chaque dollar qu\u2019elle poss\u00e8de r\u00e9ellement, ce qui veut dire que 90 % des sommes d\u00e9pos\u00e9es sur nos comptes en banque ne sont pas couverts par des pi\u00e8ces de monnaie ou des billets de banque. [\u2026].<\/div>\n<div class=\"mdjCiter\">\u00c7a vous a tout l\u2019air d\u2019une <a href=\"https:\/\/fr.wikipedia.org\/wiki\/Syst%C3%A8me_de_Ponzi\">pyramide de Ponzi<\/a> ; n\u2019est-ce pas ?<\/div>\n<div class=\"mdjCiter\">Mais si c\u2019est un montage frauduleux, alors toute l\u2019\u00e9conomie moderne n\u2019est qu\u2019une fraude. Le fait est que ce n\u2019est pas une duperie mais plut\u00f4t un hommage aux ressources stup\u00e9fiantes de l\u2019imagination des hommes. C\u2019est notre confiance dans le futur qui permet aux banques et \u00e0 toute l\u2019\u00e9conomie, de survivre et de prosp\u00e9rer. <strong>Cette confiance est l\u2019unique support de la majeure partie de l\u2019argent dans le monde.<\/strong><\/div>\n<div class=\"mdjCiter\">La boulangerie n\u2019a pas encore cuit une seule miche de pain, mais Bonnep\u00e2te et Cupide anticipent que, d\u2019ici \u00e0 un an, elle vendra chaque jour des milliers de pains, de viennoiseries, de g\u00e2teaux et de cookies avec un joli profit. Madame Bonnep\u00e2te pourra alors rembourser son pr\u00eat avec les int\u00e9r\u00eats. Si M Pierre d\u00e9cide de retirer ses \u00e9conomies, Cupide sera en mesure de lui verser les esp\u00e8ces. Toute l\u2019entreprise est donc fond\u00e9e sur la confiance en un avenir imaginaire : la confiance de l\u2019entrepreneur et du banquier dans la boulangerie de leurs r\u00eaves, mais aussi celle de l\u2019entrepreneur dans la solvabilit\u00e9 future de la banque. [\u2026].\u00a0\u00bb<\/div>\n<div class=\"mdjComplements\">Sans ce syst\u00e8me invent\u00e9 par les hommes, la boulangerie pourrait-elle \u00eatre construite\u00a0? Bien s\u00fbr que non. Et l\u2019auteur de \u00ab\u00a0Sapiens\u00a0\u00bb de montrer une fois encore la force de l\u2019imaginaire et de la facult\u00e9 de notre esp\u00e8ce de s\u2019\u00e9loigner des objets r\u00e9els\u00a0:<\/div>\n<div class=\"mdjCiter\">\u00ab\u00a0Bonnep\u00e2te pourrait-elle faire construire sa boulangerie si la monnaie ne pouvait repr\u00e9senter que des objets tangibles ? Non.<\/div>\n<div class=\"mdjCiter\">Pour l\u2019instant, elle n\u2019a que des r\u00eaves, aucune ressource tangible. La seule mani\u00e8re pour elle de la faire construire serait de d\u00e9nicher une entreprise pr\u00eate \u00e0 travailler aujourd\u2019hui et \u00e0 \u00eatre r\u00e9gl\u00e9e quelques ann\u00e9es plus tard, quand la boulangerie commencerait \u00e0 gagner de l\u2019argent. H\u00e9las, les entrepreneurs de ce genre sont une esp\u00e8ce rare.<\/div>\n<div class=\"mdjCiter\">Tel est le dilemme de la boulang\u00e8re : sans boulangerie, pas de g\u00e2teau. Sans g\u00e2teau, pas d\u2019argent. Sans argent, impossible de solliciter une entreprise. Et sans entreprise, pas de boulangerie.<\/div>\n<div class=\"mdjCiter\">L\u2019humanit\u00e9 est demeur\u00e9e pi\u00e9ger par ce dilemme des milliers d\u2019ann\u00e9es durant.<\/div>\n<table>\n<tbody>\n<tr>\n<td>\n<div class=\"mdjComplements\">Harari repr\u00e9sente ce dilemme par le sch\u00e9ma suivant\u00a0:<\/div>\n<\/td>\n<td>\n<div class=\"mdjComplements\"><img decoding=\"async\" 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\" \/><\/div>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<div class=\"mdjCiter\">\u00ab\u00a0De ce fait, l\u2019Economie est rest\u00e9e fig\u00e9e. L\u2019issue n\u2019a \u00e9t\u00e9 d\u00e9couverte que dans les temps modernes, avec l\u2019apparition d\u2019un nouveau syst\u00e8me fond\u00e9 sur la confiance dans l\u2019avenir. Les hommes consentirent alors \u00e0 repr\u00e9senter des biens imaginaires, des biens qui n\u2019existent pas \u00e0 l\u2019heure actuelle, par une forme de monnaie sp\u00e9ciale qu\u2019ils nomm\u00e8rent \u00ab cr\u00e9dit \u00bb.<\/div>\n<div class=\"mdjCiter\"><strong>Le cr\u00e9dit nous permet de construire le pr\u00e9sent aux d\u00e9pens du futur.<\/strong><\/div>\n<div class=\"mdjCiter\">Il repose sur le postulat que nos ressources futures serons \u00e0 coup s\u00fbr bien plus abondantes que nos ressources pr\u00e9sentes. Si nous pouvons utiliser des revenus futurs pour construire des choses \u00e0 pr\u00e9sent, de nouvelles opportunit\u00e9s merveilleuses s\u2019ouvrent \u00e0 nous.\u00a0\u00bb<\/div>\n<table>\n<tbody>\n<tr>\n<td>\n<div class=\"mdjComplements\">Et un nouveau sch\u00e9ma d\u00e9crit le cercle magique de l\u2019\u00e9conomie moderne\u00a0:<\/div>\n<\/td>\n<td>\n<div class=\"mdjComplements\"><img decoding=\"async\" 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3+sqbfSz1sTWmSOJ0jQ\/O3wNLjnHPYFeRu17rVtpGrPmqbaJixzDF4iC8Ac9gM8cc48163qCkrLhSzUUJZ1JGGMGQuDQHja4+EE5AJwvNz8NdR\/hDtJfNUpzN1BJmUYbu3EY28nPH2KDm8a51TZn2+4PfTmCr25gYx2W7thP5jjknEg54GR2U3qjWFwZcqfSFI5jJZBvmmc3dsbgnDGHgna0nn1CjdRaA1De4qCnE9M00gbk7pfGWbAP6eBiNp\/cqQ1Hoq6VVbTatpnxCqiaGzROc4RvG0g7X4yOHOHI7YQYbHrK6UF0n0jWzNk2sMsFQ1oYSwRmQ9RrePp9OxB75UTR6h1Dr+lr7lHXNpqWNskUUQiY9zw2Ml3Ve7tluO3qp+06Jrau4Taprem2R8XRihicXBrXM2OLnkDcdvbA8yoWzaB1XpZtXaaarp5KSdr9nVLw9pc0t7NGNxaQPTgIITRerTpDTf4o2nDpTUuiiYexe9w5d7ABx\/ZWezXvWIq4GOgqJ6eVuKh0lK2JsTiDh0bgclg8891oWz4XXWa0P0vVVELT1OvA+PeS1+ed54BGCRx658lYNMW7XtOG01VX0\/TiGGlgJkl2jEbZH\/ANLe2TjJx90FUtOpviJqSatooJ6Vr4JmxEFmAAHvBMZOc5xzuzwOFvwak1pcrtNpltdTxdKHeXdIlvIZh4BOS7xds4GeyktDaPv+mKuqrpfl3MqZOo8te\/cw7nuw0Fni+vHJHZZaDR19o7tPqr5imIlj6XTzLwAGBp7d\/A3P3KCM0T8RLnVUtwqaxrXuonEb2N2b8B3BHbu3GfQqKo9Sa6uccN+giqZC+QF0Ahj+VMRdjDH53EgDup\/Svw7uNq+ep6mohkhrCTJs6gc0u3fTkYxl57+gWLTei9aaeH4Oy\/x\/JbiQ8MzM1p5IjBHhJ++ASSg9NaSRnC5XAGOFygIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAix4czDQMjsck5x++cnt3WRAREQEREFNuOhHS151NTXiSnnc0MlGxsjHhoAHgcRjhrf4UnaNMRW6eS8yVTp6qRojdK4NaAxvIjjjbw0Z58yfVT6ICqeudFf25hbbn3N0UQeJC1sbXEubnaS4nIxk8BWxEGjaKKe3QspH1hmc0beoWNaSBw3LW8cBbyIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiFcE4QcoiIOCuURAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBw0BowuURAREQEREBERBxhcoiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIihdU1F7paZ8lFStlqMgNa4gAAnxO57kDyQS8kjIhvc8AeZJAH8lQtVrPTVES198pwRwR1Gk\/wMqix\/DC9akxU3TUUjj9XQhdhrfUbuzfsBhTdH8H9G0h3m3GQ4wTJI8598ZCDcPxR0UOPx+P+JP\/AMVtU\/xB0lVfTf4O+OXbf+YBYx8OdIDH\/wAAh757H\/utKu+Eui63n8HDD6xue3\/DOEEJ8SviXUaXfTMpZ6eQP3OkG4O+nbhuQeAcn34Vj0Pr+3a0YQ0dOdozJCTzj9bD\/U3P8L5u1\/aLbbLhLb6OOQsjxGC4lx3ggux\/yrRs91uemKllwj3xvYQTva4ZA\/oII7OHBHug+zkUXp68RagpYrq1uBIzdt9D2cP2IKlEBERAREQEREBERAREQEREBERAREQERdCSD248\/wDog7oiICIiAiIgLhcogIiICIiAiIgIixzSsga6Zxw1oLifYDJQZEVT04w6phF7qCXNkLjDT5PSZGHFrNzOA95AyXOz34wpN9iEMsVVBO6INeTNEHO6cjCxwx087Q4O2kEAdigmUUDfW1QIqPxllMxmHMDi0CR+fpmLv9njjDefETngBb9XdqO3dMTVLI3SHY0FwwXbS4gE44GDz9vVBvosD6umjaJzUMDD2eXNDTnth3ZZWva8bw4EdwR2++UHZFijqIZh1GytcOxIII478hdt7Mbtwx654Qd0XXcO2VyHA8ZQcoi67h6+yDsi4BB81oXZtY5jTFWshxI0yPe0OGzPjYM8AnyKCQREQEREBERAREQEREBERAREQEREEZDp6z08r69tsiEr3bnybBuLvXJ8\/sstfaLddG9KahjkHo9jT\/mt5EGGlpYKJgpo4WsY0YaxoAA+wCzIiAiIgIiICIiAiIgIiICIoDVF9kszYoI4w6onlFPA12du531Pfj+loySgn0UKbHUuZtN7qOr\/AOaHMAz7Q42Y9sfut21MrYoI2VEwfMGASvaAA5w7uAHbKDdRcAh3OV16jD\/WPQcjy7oO6KC1DcH07qa3NeWuqJumXtOHNY2Nz3lp8idobny3euFnt1qo7fLJJHUvy9rd0RlL2jaSN7WuJIJ7E+eEEqVyuu9oO3cM98ea4dKxnBeBgZOSOx7EoO6LqHBwyDx5YWOOpgmJjbO1zh9TQ4Ej7gdkGZFi+ZgLuh1m7++zcN33291lQFxyuUQEREBERAREQFiqYG1LHQHs5pafs4YP+ayogpeiK78Kj\/stUODKiAlke7gTR7iY5ISfq4OCByMLteZp47lR0MdzlDJes6eJrwQBHGHRnGCWAuyPdWupo6WsGySmY8A5Ae0OGfUArinoaSk5jpWMzwdrWtzjsDgIKTqaupni5Rse3c2nDJ3zOBa3MLjFDBH6ndkuJ7uHfHHadtLUw2dz2Mfl8bDuDXDmik3NJPuBx5kBW2WzWyaQ1jrfE6VzdjnmNpcW4xguI5GOPssb9P2iSFluNvjMLCHMj2ja0jOCB68n+SgrkjoZroba+obGBSsNEzZEWnLn9cxBwI3jDBxzj2C7VVDSWGFlD+Iyyb60FsI6Y3veC75TAw2OLPiI9PurBcNPWi6MZBLQMc1nMYxgsx+gtwW\/sutRpqzVUTbe+gYYmv6jW8jDhnxhwOd3J5znlBV7GWyy3imMMQAczLI+YwTSDPkMnjngc5WCtZSvsNK8sacR0u0nHBdJCHYPr9QOPdXKisFqtsjquKhZG9zQxxaMZDe2W9s8DnGThaL9E6fkYaU2\/MZOdhfIWtO4O\/LbuxHyP6cINTWdCPyrnDGDXRvzTNxky4zvheP0bS45\/pPI787Gj5aKuifc2R4nkefmgW7Xslbw6Fzf6Q3yHmDnuVK\/hFB1WV3Q\/NYzpsfudw39IGcYXS3WK22p8lTFTbHyu3Su3PO4\/qdknn3QQ+qrgIKihtz5iyCaZ4lcHFu4sjzFC536XOIyPPGPMrBVW2ipbtSGOMMJp5y5jeGnb02tJYOM4e4ZxlWO62e33uP5OelbJHkHa7PBHZwI5B9wqi21U9qulL0LPOI2xTRyTbZHtzJ0unmRxJIG13sEGfTdNSOpa+mMbTEKypaWcbWhpGG48sAAj9ioqeNr7NbpXMy4SUeHem6aMOOfPP8A1Vvk0paJZJKswOzKcysEkojecAbnxB20nAHksZ0dZXQx2z5d\/RjdvYwSygbgQQ44dyQRkenlhBPoukbBEBGM4AwMkk8epPJPuV3QEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAVH10DRVNtvTs9GKpcyZ3k0Ts2Nkd7Ajkq8LFPBFVNMD4g5jhhzXAEEHuCD3CDuCHc5VMrbhTX24UtvMxdSuhlma0ZDZZYZAza\/wDUGgOOOx4PKl\/7KUDWfKtnqGxHjpNqJg3H6RzlrfYELJPpa0yxRUQpyxsJzA6NzmvjPqx45GfP180ELFSC13b5GEFtPPSPkmhaSGMeyRrWyMaPoLg4jjGcZ7qvUFjt5sclxMOZ2xzysmJdva6KWUsLHZy36R27+a9AgsNJT73B8hkkbsfO6RxlLR2Ak\/pA9BgZ5WkNG2tlK+yDrdB5JLOvJ\/Vnc0OznackkdiSghNQUNLcp7TLLA15e8tkJzyPlHvAPtu5wtyxUdJbbjXQRRNjYIKd3HYF3XJP24BUnUaTtc5ge4zZp8dE9ebw4G3P1cnHGe+Fkh0tbYJ5LoBIZZW7Jd0sha5uCA0sJxgAnA8vJBQ6ioE8lqrWyGQGt2Gtd4Xz7mybtjBz0cjAz5AYCnYbPQ3C71jJafqN+Xp3hryXNBcZmnwE47D\/ADwttnw404xjKX5V5ax\/UjJlkywg52MOfC05OQMZUvDpyggnfdB1Oq9ux56smCBnaNuccZOPTyQUU3Cax2qsjje4RxV8lM12TmOF1QwO2nyw17sHyz7K3PsNrp2sutNTtEscDxTuYeHh8fh3\/wDmZ4OT91s27S9rtrJaVsTnRzEulZI90jXF2dxw4nvnn1XSz6Rs9if14acg4w3L3uDQe4jBPhH2QVKw2GPUFDBcBeQxxxNJKIo+sJWu3PD5idwIIIPt5L0pV6PRNghmNc2gAcXb3MDnCMuzneYs7Sc+ysKAiIgIiIBOFoU16tlW4RMr43OJcGtD2knYcO2jzxjyW8SByqjZIoqijmMLYzO2WqMLgGbmvfLKI3A+WQW8+Y9kFobWUz3GAVDC8d2BzS7jv4e67mWMEt6gyMZGRxntn7qo2SK3Xakpz+JuaY+mXNzC17ZmY3Nf4NwcXZByeQ7zys1DaLdWVlwZJRseC6LIc0H6qcFxGexOe4QWxV+rkqY7lTx\/Nv6b4JiYsgM3Rui2u4GScPd3JVXjoo47Oy5c\/MRHMUxcTIBHUlrG7yfp2DbjsR5Kx3enFVcKSIyuA6NQSGPLSeYBjI5xz5Y7ILKiqDZ6uwVktG2Z81O6kfVtje9z3xvieAWNe7J2O3DAJPIOF0poK2425t3bd5W1LofmRIHnptcW7+l0vo6YPhORnjvlBckVPpbpWV09uquq9jZ6WSSWH+jc2ONzTjywZHefkFI22ao+eq6Q1T3RtjhkY12MNMpm3bOO3gb3ygn0VM05HfK1prTfHPMdRURmJ0cYY8MkkY0EjluHBp4OABjHmsWnL9NVTNp5q6eOpZC51TRzxMbuIx+bTFowWA7sYJyCPQoLwipVJX6iu0Ed4gyXSESMicYBCIy4YY84Mm4tzl2eD5LcdLd6u4TW4XPpxNp4pWBsbC8GR8jXcvyDyzvjzAQWlFRZ7jeZbbXtdXgT075ohUNY0F7Y2B7XbOzXFrtpx2PIVmsUNVBCzqVxlJa0tJYxuBsHHh7\/AHKDUr7tX01fS2wRs6ErJXOdzv3RNBx6AeJqn1WbwcXK3j1ZVf8A041HsvGoLzHJcaaN2Oo9lPGG0xjcInlmah73h43Fp+nGBjv3QXZFRtQajrrfMyklrDRNfA10U3SbLEZyTvilkOdoHhxwMgk5HCuVIZTGwve1z9g3ub9JO0bi32J7IM6KoU1TqG41NdQtuMUYhkYISYd3EkIeAfEP1YJ5JxxjssB1PdZrZV12yOOrpnSxScF0ZdDyXR85wWkEZ8\/LCC5SyxwNMrnhrQCXOPYAckkqJs2oorw50PyksLgN8YlbtMkZOGzMHpnyPIyM91FVlxvtmhdUTSxVBlfDDTRtj2APm8LxJk+JuTkc5OCOM8bNG\/UDZ2xOgc+IseHTyMpmmN+AWljY5CXMceC088DnGUFmRUXTdTf46Ooubqz5iQOqenB0gCXxzPDQHB2SCWcNA88Bb+k75JfHGVt2ZKwRgSwmLpTRSk9nM\/SRuHOeR3KC1oiICIiAuoz6LsiAiIgIiIOMDuuURAREQEREBERAREQEREBERBjlMgaS1oLsHaCcAnHAJwcDPngqJ0peZ7\/RxXR8IY5+7LG5wNsr2gZPs0LDbblXX9j62GVkcW98cJcwvLuk4sMjvEMNLmuwBzgA55wofSdXUUFqpnMiBc57mveTiOMGeQvmfkjwtwePMkD3QXhFT7DqGuuLq+lFRHKadzRBJsLQ7fFuAe0HkAgjI7jlR7b9qNluh1OayBw2sklhERG5jnAOxJu4fzntjjHuQ9ARU7U+pZrZUttprhSsfFuiqXxb43SbiOm9xOGAAA88nPdWmhM5ijMj2uk2N3uZ9BdtG4s\/3Sc49kELarzca6etoX0rAYCxsTWuJ3iSMvaXPOMZ8I7cLa07eJr5TisfQuhfvfG+IuBwY3lhw4dxlqjbKxslfc2E93U4OCQcGl9u33UncJHWWFkUFK0N3NZkkCOJhPjmkJIyAMn1JKCW90VMs17ut1fX21lcx74dhppzFgHqxlwD2dnNy3GR3BzylBf7leqGnqoaloqZJRFKDGCGuaT8wCzPG0NeR+3qguidlTHXi93czvpw9rIpHQR7WQO3vi4e6UveC1pdxhozjn2S43HUZlt9L1Y6d07ZBUM2CTa+OEvO127BHfA9uSeyC5qPtFdUXGL5mSgfA7c4dN5G7DXENccdsgZ\/dQ1mq7pDV1FjmrutthZPDN02NcBI57XMe1vDsFowVFC83dtnqbmK7NQx1R+Y5gI\/KnezDWjhvDePQoL8ihLFT3mPdPUXFkrXsYWNbGGbHbT1BkfUDkd\/RTaAiIgLgADnC5RBqi20If8AN\/Jx9U95Njd\/\/HjK6stdBGXyNpWNc8ESFowXZ77iO63EQREmmbRJB+Fmj\/I3bumHyNbnOf6XDjPOO2eVkq7FQVro53Md1IwWxSiSQPaDjdh4OTnHOc581Jog0aO1UlC507WEyPAD5Huc97g36WlzieBk8DA57LRi0zS07XUbKiVtO4kupw4dPDsl7GHbvY0knIa4DkqcRBEXKwxVroZ2VDoJIM9J0YZgNe0NdGWOBBaQG8eW0LrR2H5KoluQr5XOkY1jw7YRlm7a8YaMY3HgYH3UyiCEs1hfao5KU3B8jXue\/lrGlpmc5zyC0erj9lxRWCSN8NTNXGZ0LHMhcWNacPaGudIQTucQMcYHfjKnEQVi36XrLSTTwXp7KUvLxAY2Oczc4ueyGU\/S0knGQceXqt2KzVUVbJePnmlr4mw9Lp9gwuc079\/J3PdnjsppEFXh0rUdCtt8lxDxVOe8ubFt2GVm12BvO4YDcD2PPKl7PSV1FEIJqxsrgAA5sewYaAB4cnlSKIIG4WWuq6uC6trY2thD2tjMRJIlDQ\/L9458Axxx7rSpdM3S1TSvpbu1lPK8yuhfDv2Pfy8wu3DGTzgghWtEFfuNluVYXwiujfDJE2KRk0W4gjcHSs2kN3ODuRjGQPspe30cduijomklsbGxtJ74Y0NBPvwtlEFDtouE1yuPQuETBvhDmPZvz\/ozfGza4EEdsHhS1bpV76GWyxVYDpi5008jdznGU5lfgEAEnt5ADCmYLRbaV5qWUETJDnL2saHc9\/EBlbqCBuWn3Xuk\/C5qgB\/hcyWJpbsfG4GORjSTyCB5rJaKO\/QECpucUgaMDpwljn+QMhLiB64aBz5qaRBWLbp+60EU9CLs0Mc+V8DmxkPZ1pDJ4nbucFxHA\/dbVvsk0dSb1L0hMYegei1zQ4bw4ueXHLjkcegz3U6iAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCq27Td0sbpIaa5ximkkdK2OWIudE6Q5d03B4DhnJAI4UedGXeOjp7Y26ROMNR1sPjd05Gb3OEcrWnLsF2fThXpEFSt+mrrb56yuFdE\/5lrTgxubh7WbPI\/QG5x59s9lgk0td3WtumhUwbg1sRk2ybdjCCCB+rj7K6Igrl0tF1uG6Evp5IZIBHJFK15a143bpYwM5BDuxwfCOVLWqgZaoIre15cI42xBx7kMaG5P8LdRBXLRZrpQ1dTc5KmFzJ9mWNa8FphZsbgknII7+67atsVbfY4ooapjHRzsmLZA50cgYT+XI0dxnB+4Vg5XB3eiCu2aw3K3Vc9zkuDJGzsj3gRlpD4gWtDOSAwNPmST5rvadMttdVUXET5ZK\/qRxeUb5GjruHu4tb\/irCiCps05eLXUTVNJcYmwzvM0kM0bnbJHY3yRbXD6sZIPGVs11juVTUUlcLgw\/L7t2+M7nmRhZIfCQBkdhjhWNEFdjslyirZrx8\/HiSEQsYYj4dhc6Mk7vFy859R6KMi0ddGW+ewG7RkyueTJ0TwJnOdL4d\/cl3Hp7q6og0rZBVUsTYJZ2ve0bd7WloIHA8JJ5\/dbqIgIiICIiAiIgIiICIiAiIgIihtV3tmnKOe6n+hnh\/vOIaz\/3EIKnqz4p0un6yOyxxNkdva2dxdw3cQNjcf1gHJzwO3deir4pnuLuo6sLiTu6pc7nLs5Oc+6+vdMahpNTUzLlG\/OQN7fNrseJrv8A+7YQTKIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIOMBcoiAiIgIiICIiAiIgKHvmpbXpzpfMT7Oq\/psOMjOM5PoP+6mFR\/itZRd7bLIGZkh\/PjI7+D6v\/AGk\/wgvCKv6Juzr5b6avJy50QDz\/ALzPC4\/uWk\/urAgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICrWudNS6so3Wpk7WOLmuDnAkeHyIH3\/wVlRB83XT4Y0VkudFZJK17oqhp3yBoHjyRtYD5Z2d\/VezaL0NS6KErI62WQSEEh+MDaD2A8+e\/sFWvjJDJRsotRMbzT1Td3fOHYI+wywfyvSaOqiro2VbHZa9oe0+zhkf5oM6IiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgLSvEIqaeaD9UL2\/wDEwhbq1bi7ZDI\/HaNx\/hpQUD4H1DpbX08cMnkYPt4Xf5uK9JXl3wHDjbXyE96qQ4B7cMH7L1FAREQEREBERAREQEREBERAREQEREBERAREQEREEPqeyx6ipJrW4fWwhp9HAZYf5wqn8I766spXWOTInpXGJzXd9uTt\/jlv7BeiLybWNNV6IuUesoYiaaUiKtaM8F3Bfj3ABHuEHrKLUttxpLtEyuhmD43jLXD\/ACPoR2I8ltoCIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAq3r6uNttlXVB2CIXAH3f4R\/i5St6hqaimmhilLZDE8RuHcOLDtI\/fC+VLnr7U1ypZNOz1JkjJyS7mTw58O\/zGfVB7\/wDCG1utdpgDh4pN0zuP1uO3Pr4QFe15v8L\/AIgUmpWMs0dskjENO0F5ILPyw1mOwwT3XpCAiIgIiICIiAiIgIixVE3y7TNsLgBkhoyeO+B5oMqLUt1ypLtE2tilDo3DII\/ggg8gg+S7RV1LM91K2cGRv1M\/qGe2R6INlERAREQEREBERAREQFr1lJBXxupJIg5jhtc0jIIK2EQef6L0pfNIVc1CKnqW1zTJEXOy9jy4Ybt75xuyRwcDzXoCIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIIbVV1bZKKouJP0ROLf7xGGD\/iIXybp3Tlz1RP8AKwUrpH5OXf0Nyc7nv8u\/mvsOtoqa4xupJYGvjcMOY4ZBHusdvtdBam9GGjjib+ljWtH747oIHQmiqTRVN8q3Dpn4dPJ+pwHZvo0c4\/lWpEQEREBERAREQEREBYqn6Hf3T\/kVlWvWsmljfGwjeWlrS7IAJGMnAJQVcRjSLm3Bv\/gpdoqGAcRSOAa2paP0HgOHkSD7KfhaxlRNPkYMUWT5YaZjkn91kgozJAKKaNr\/AMvpyD6muG3a7uBwR7eag7TYq+kZVWp9QTEW9KlkPJbE5jg1jj3JYXEc+WP2CSOoqJrG1ZbIIHHDZyzEfPDXHzawngOIA7c8hbpr6ZsooDJ+aWmRrcO5a0gOIdjBwSPPzCrj3zVFudZ30LxUdA03S2uLS7Zsa9j8bdnZ2c8DvyFkncy0VNG6acBopZYDK44aX\/kHBcexIjeRnvhBOfitB+YfnGDpnEpLgNme2\/P0\/usvztJtE3zLNrvpdvbtP905wVXLW6jutTcaXcHMeImkfqY6mDXFvq3kjI4WGwNNwjjsczdz6SXbNuHcQ\/8AhXf+ppY7\/wBB9UFtdLGwhpkAJ7AkAn7eqg7pLNHX0TBVPDH9YOjBwxxZFlpI8yM+fHA9FFUFC2+mtgknAm+YfG4OjY57Iu0O3PIaW8gjzye626mE01VbKc1JkLWzN6jsZftpwNzscZPdBt2eWqNbW076tz2NMJja7GGB7HFzWgAefn37ZJwp9VCWrlt811rWNy9kET2j3ZBIQlDaK+oZT18VezcenLJNumcZWkZka4F23DgeBjjywgt61q8zNie5kga8MJa5zdwBAyCW5Gf5VLqqmWkq+lVGoja6qBpauKV5hI3jbSyxtOGZwWHI5OSrvVf6t\/8AdP8AkUEdpitnuVHT1sj8vfE2RxwBkuGew4Cl159a7fcI7TDcIbxMyWOlErG+DpeBm7pujxy0gYyTkevkt+mvlVfpqSjEhhZJRfOzBpw924ta2Jj+7QC4kkc9uQguSKoxS1tDWy2I10j4ZKY1EL3OBliLXhj2B5GSDuBBOSMfdaD7lcZLE26\/iMgnEIlMo2gk78EO4xjB\/wAAgn7pcLhS1lHSNczoyukbINuX5jhc9uHZwBx6Z4U8q1eT\/ptt5\/rm\/wDtH\/8A7ULrO83ChhqqgVzmSRFrqdkHiw3w\/mVfhIaHEuG0nsBgFBf0VTvM1wmrKCnZcXxRytm6jWBvOyEOBy4H9WOc47jnld7NPXUlbU2h1ZJPG2KKeIy7dwMhka6PeANwzHnkcZQWlF5yy83O401JXxXdzamSpbBPDhjg0Oe5srRC4eEsA3ZPkDnupk1VxutRPRMlkDKfZEdkjI3Oe+MPdK87ScAEAAYGc9\/ILatK5VVXSNa+KhMzjI1rmh7WbWuOHSZd3DRzjzVXus2oKalpRJW9KoNXFDK6MNcHNdNhpPA7tDSQMA8jscLJf4bpZ6Vp\/Gpnn5yIb8Ma4xyzxtMJLW+WTyMd0FxRVGe4XK6VlRQRh4ipwxpEckbHOfKzfl7nAnaBjGMc5znstWvueobVTwTVMUhaJXtqpKUMfKI8O6DyAMAdt20eXHfCC8IofTNUysp21Dbr80xznFk20NO3edrHgY8TRgHgHI7BTCAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAtesrKe3xuq5JQyNjS97j2AHcrYVJ+KL3MomH\/AGfzUIn746Zk53e2diCcpLldLgwVcdsa1jgHRiaUteWkZBcxrHBmR5Ek\/ZbNnuE9xY58lEYXtkdE5hduHgPD2uwMtIII4UgMHlQGtLhW2uilrYJmskbtw5zd3DntaQPQ+LvygsHZRlvu7bm97WU7+kzAE54Y939QiHdwH6uxOcZULcq+9WJgjkq2Tyzzsgp9sTW7N7Tvy0nD8bXEZPPYrLR1t5t8r+tFI6kZC575pBAHtdHz4GRHlpbu4IyCAgmL3WVFvppq2ONrnsjdI1ryQ07GlxyQCewWtT3apfDSVHyLpHTCPqGPhse+Lc6R2TnaDx+6h6qouV5tc1z+ZEZlpXysjDGua1jo3FrXOPLnFuMkYwewXSSrrqOntQjnLGyPp4ZmhoOWmAuxuPI5ZjjvlBdEVRo2XSe6VTPxYiJjIHCLpsI2v6p2ZPI5Dsu7nPsArcgIiICIiAiIgIiIC4LQ7jC5RB1DGg7toye5811ZDFGXSCMBzsFxAGTgYG4+eAAFkRBF1un7VcZBVyUTTIBt3gua4j0cWkbh7HKT6ftlTJHVmAh8XEJbJI0MGMYa1rgACBg8cjhSiIIqmsFDSSyVzQ8vlAbLulkc1wAIaHNcSOASB7Fa9BpSgth\/LmmbHu3iDqv6IOc+Fnpnyzj2U6iCEfpunlJDqqV0Jl65pyWmPfv35B27g3f4tucZ9uFLVEIqGOgLiA5paSO43DGR7rKiCtxaPhihFp\/E6g0uNphLmct84zIG79h8wD2OOy2rlp2nrXQ1UczoJoQWwyRhuA1wAdE5h4cwgDjyxxhTSII2ktDIJHVz5TLM5gjL3ADDAc9NjRw0ZJJ8yfPsoN2iC+mfY\/xqYUxBEcYbECwF24NMm3LgD5FW5EEBWacmq5qet\/FpA6DOwbIjuLmbJC\/j+pvp2UfVaEjqhVwm6zCKqeZXxgR8PIAzvxuc0YHhyBwreiCvP05PJLS1puzyadpaAY4\/HvbtkLvTIGOOy1bpZ57e6sv4rZXufSuZ0WNAcBG15jEbxyHAudz7q1og8ottpqaKlZX02qYzUFoLGNp4HOe53PSecdRxJ4JPPclXGr0xUy1H4zBdHU07mNZUBrWyRSbRwXRu\/qHYO9FYmwxR+IRgHzIACyIK\/dNOVFyjhp\/xeQGKUTmQsY5z3sdubnsGgHPAHbHost+sU18iZSG4uj2vZI5zWMJc6JzXs4PAG5oOAptEFZrdKzvqBeae7OgqCwRznptfHKGjDS+IkYcPIg8Lddaa8dKRt3d1WFxe57AWvEgGWmNpaGgYBGDxjz5UyiCOs9pis8Zga7JdI+V7sBuXyOLnENHDR6D2UiiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIC1q6hp7lG+iliDo3t2uafMH\/AK+eVsoggqO23i2MFJHcY5I2jawzxuMjQOwL2OAfgccgH3WhV6UrqukltrrsHSTTdaWV0XHBYQxjA7gDpsA5PCtiIIK92B+oKcUclVsla8SxzRNI2PYctc1rifLggnnJXeht12eCyquEcrdhjLI4tgeHDBdJlx5xngYHKmkQVOk0ncKKnfZG3w\/LFjo4w6FplY14I2iTOCBk929v2Xer01cZYqOmbc4waZzHhzoSd5iYWNyA8YG0n\/urSiCDZZqqGskuraxoZJHGySMx5d+SXbdj88Ah7s8FTiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiLHM4sa5w7gE\/4II+1aitN7dJDBXMkdG7ZI0dwQcZ9xnzHClF8c2HV1fpKs\/E4X+LJ3x\/0va53iY8e\/H2K+jdL\/ABU09qh7aJpfFM7hsb29zjOA8cevfHZBeUREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQYaqphomOqnv2sY0vc4+QaMkrRsF9o9SQNucO7puLgNwwfC4tPH3CoWub1UaqqG6Io3E5cPnJm8tY1pBLMg+XOfcAL0W122ms8MdviZhjGhrR9u5PuTkn3KDcREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREHybW6Cu9VdJdPRUn5ge9zCfCNmctkLvQgjn7L0j4Q0ljtcz7VUUHTurHO5l\/qGP8AY54HH8jkcdvZhBE1xm6TdxGC7A3Eehd3wqhrjQsOp2itik6NbHh0M44J29mPI8j5HuPtwguaLzDS\/wARqqhl\/s7doDBUA7WTuGGSc4bk9ufUcL01rg4bgcj1CDsiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAigNTaws2lIzNPVgOx4IgcvcfQNHbnzPC8S0l8VH0Nwnu1XM\/oTNcem3L8HdmNrB5Y+nPZB9Fkgc5Xm+qdfz1ch03bGGaqd4XTNGWR+TtruxI9ewUYavWHxMPSjifQW895HD8yRvHHqc+2B7lX7S+krXpOL5WCM5P1yu5e8+rj6ewQauidHU2kYenu31D\/ABTzHu536W552j\/Hv9rQiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIIbUWmLVqmP5SoptwBy1w4e0+rH9x9uxXnwsOvNCuzR1ArKQf7B58YGewaex\/uletIg84oPjDaCejVUM9K\/ODvYS3P34P8AgvQqaoiq2NqGPDmOaHNcOxDhkEfssVZbqK4DZLSRyDvh7Gu\/zCzxxshAjawBoGAAMAAcAAeQQd0REBERAREQEREBERAREQEREBERAREQEREBYKuF1TG+ASlhc0tD292lwIDh7jus6IPnTUnwh1bG50rJBVA8hwf4+\/m15yD9sqvU\/wANdYMcCLHNkOyM7cdwR3OO\/wDgvqxEEZYXXN9NE6qhYyo2\/mNYctB8sftjspNEQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFwSAuVVtb11tdQVcD6xgcIXgASbXB4YS1vBznOOPNBZwQ7kFdlDW+vpLdR080k7Y29GJo3HzMbcNA8z9ltsu9ukjNcK2PpA4L9w2g5xgnyOSBjvyg3kWjb7vQXXcYatkmw7Xhp5ae4Dh3CzVlbTUDevJO1je2XHHJ7Aep9kGwijxe7WYnXD56PpNyHvLgA0t7h2ex9u66U+oLRVyCiZcI3SEEtYHckAZOPXAQSaKGGqbOal1n+daJmhuWkjkyOIDGnzcCBkf7wWSXUllheaZ10iDw9sRaXjO9\/wBLPv8A5IJVFHVl8tdvd0ZK5jHY3EE9gfN36R7nC7VN6tlI5kD6+NrngujBe0ZABJcP93A79kG+i0qG62+5gvhrY5A04cWOBwfR2Oy1IdUWKokFKy6xOkc8xNaHgkuYMuaPf\/NBMIo19+tcb\/ljWs3bun34Dv0F\/wBId7E5WKq1NZaJ7qR9xYJGAOezJLgHdvC3Jz54745QS6LToLpQ3OIV0VU18Rz4wePD9Wc\/SR557LDS3611rxTsrGlxaXtHI3Nb3cwkYeB6jKCSRR0N9tdRE6ubXMMTSWvkB4aW43B3oRkLiov1qpY2Vr6+NschAjeXDDtxAbt9e6CSRRcWorPOw1LbjG5gk6JLTnxgZ6YA5Lsc4Hktm33KjurPmIahr27iwkeTm8OaR3BHog20REBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBoXoVhppugfzuk\/peu\/YdmPfOFRo75Y6qxSU4qWB4pHslieR1et0jv3sPiLjJl2fPOV6Qtc0VK4mT5Zm48Odsbk54IJxyg88lqKWGe21s1c5lI6h6MMrHARtn8Gd7+dpLAQCf0keq3rlbdPvil6d7eHy1MLzUiQSNZM3\/AFBJ+jHhAIz6Z8ld300Erei6FpZ22loLf+E8LgUdK1nywpmCP9G1u31+nGEFe0lV18z6imqGQvljcxrqqAYbNlmRuHk9o4IzxkLT1PUR0VfS1E8z46UxSRtlBw1kz3M2mR2PDuYHAE+\/urhFDFTjpsia1vk1oAH8BcyxRzAxuYHNPcEAg\/cFB5\/qSjsUNvuM0VV1XPjBle6TqAva0iMB307senPbPkpW+TUTHWxwljH+lN2EFv0mmmaduPIktHHHIVnFJTBvQ+XZs8mbW7f+HGFz8rT8fkN8PDfCOPZvogq9DU0tNdqyJ8rGvfDTGMEgOdjrA7PXkjt7LXsMNpqLhcounA4mWF4GIzktgaS4DzIcOT5H3Vy6ERd1uk3fjaHYG7Hpu749lw2nhYd4iaD6hozz7oPPbPLbd9baqyvkhndUyueHSdJsschPScw9nN2YGM+S27qLTaai0neGwMEscb5ckgfLtEe4v5HlycYV3kp4JSHuha4j6SWgkfYnsoO8Wq51tXTV7BD0oRJua9zw53WZsIGGkAAc+6DQpaeGe7OukG3oilMdVI3HTfIZA6Mbhw5zWh5JzwCAVraMFDVw1ccRhMra2pkjxsJaXPIjkHtg8OHkru1jWDaGgD0HZcMijj7RgfYAIPNtPv07cKFlpqamVkzAIqildNM15lY\/LiIwcvy4ZBGe\/qp2jmpBeKgB7N3ycTe43ZbJKXj7gbcq19GLd1emN36sDP8AK56bB4tgz64QeZB\/z9vuccHjxXvk2Rnl0Qkic\/Zjyc1smMd8FWWgm0zeZYK2OsdLK3JhYZZSYyWFr90WfAcZB3BWhkbI+AwD7ABGxRsJcIwCeSQACfv6oKLaLhS0VPcKKSVrZhU1LukfrIkyWOazu4EEchaVdVUX4RbXGVhaJKQnODwxzOpwfIc59AvR+mzO\/YM9s4Gf5XBijcNpjBHpgYQVfU1Nb6kQSMuIppTKZKeoYGGMv6RH5nk4Obxz3W5pGsqa2F8ktNE2QTvY98P+rlLSB12eu7se\/LSpx0MTx0zGC39JAI\/hdmtawbQ3A8gEHZERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAXCIg5REQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERB\/\/2Q==\" \/><\/div>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<div class=\"mdjComplements\">Harari pose alors la question pourquoi n\u2019a-t-on pas pens\u00e9 au Cr\u00e9dit plus t\u00f4t dans l\u2019Histoire de l\u2019Humanit\u00e9, et y r\u00e9pond de la mani\u00e8re suivante\u00a0:<\/div>\n<div class=\"mdjCiter\">\u00ab\u00a0Les hommes pensaient que la quantit\u00e9 de richesse totale \u00e9tait limit\u00e9e, si elle ne s\u2019amenuisait pas. Ils estimaient donc que c\u2019\u00e9tait un mauvais pari que de supposer qu\u2019eux m\u00eame, leur royaume, ou le monde entier produiraient plus de richesse dans 10 ans. Les affaires ressemblaient un jeu \u00e0 somme nulle. [\u2026] Venise pouvait prosp\u00e9rer, mais uniquement en appauvrissant G\u00eanes. Le roi d\u2019Angleterre pouvait s\u2019enrichir, mais \u00e0 la seule condition de voler le roi de France. Il y avait de multiples fa\u00e7ons de d\u00e9couper le g\u00e2teau, mais il n\u2019\u00e9tait jamais plus gros. [\u2026] Si le g\u00e2teau total restait de la m\u00eame taille, il n\u2019y avait aucune marge de cr\u00e9dit. <strong>Le cr\u00e9dit, c\u2019est la diff\u00e9rence entre le g\u00e2teau d\u2019aujourd\u2019hui et celui de demain.<\/strong> S\u2019il reste le m\u00eame, pourquoi accorder du cr\u00e9dit ?\u00a0\u00bb<\/div>\n<div class=\"mdjComplements\">Qu\u2019elle a \u00e9t\u00e9, le fait d\u00e9clencheur\u00a0?<\/div>\n<div class=\"mdjCiter\">\u00ab\u00a0Puis survint la r\u00e9volution scientifique, avec la notion de progr\u00e8s. Cette notion repose sur l\u2019id\u00e9e que, pour peu que nous reconnaissions notre ignorance et investissions des ressources dans la recherche, les choses peuvent s\u2019am\u00e9liorer. Cette id\u00e9e allait bient\u00f4t trouver une traduction \u00e9conomique. Croire au progr\u00e8s, c\u2019est croire que les d\u00e9couvertes g\u00e9ographiques, les inventions techniques et les d\u00e9veloppements organisationnels peuvent accro\u00eetre la somme totale de la production humaine, du commerce et de la richesse. [\u2026]<\/div>\n<div class=\"mdjCiter\">Au cours des cinq derniers si\u00e8cles, l\u2019id\u00e9e de progr\u00e8s a convaincu les hommes d\u2019avoir toujours plus confiance dans l\u2019avenir. Cette confiance a cr\u00e9\u00e9 le cr\u00e9dit, et le cr\u00e9dit s\u2019est sold\u00e9 par une r\u00e9elle croissance \u00e9conomique, laquelle a renforc\u00e9 \u00e0 son tour la confiance dans le futur et ouvert la voie \u00e0 encore plus de cr\u00e9dit.<\/div>\n<div class=\"mdjComplements\">C\u2019est lumineux non\u00a0?<\/div>\n<div class=\"mdjComplements\">En creux, cela explique aussi que si la notion de progr\u00e8s est en crise ainsi que la confiance indispensable en l\u2019avenir tout ce syst\u00e8me est remis en question.<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Mercredi 1er juin 2016 \u00abSi l\u2019on veut comprendre l\u2019histoire \u00e9conomique moderne il n\u2019y a en v\u00e9rit\u00e9 qu\u2019un seul mot \u00e0 comprendre et ce mot, c\u2019est \u00abcroissance\u00bb.\u00a0\u00bb \u00ab\u00a0Sapiens\u00a0: Une br\u00e8ve histoire de l\u2019humanit\u00e9\u00a0\u00bb pages 357-364 Et Sapiens va inventer le capitalisme.<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-1346","post","type-post","status-publish","format-standard","hentry","category-motdujour"],"_links":{"self":[{"href":"https:\/\/lemotdujour.fr\/index.php?rest_route=\/wp\/v2\/posts\/1346","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/lemotdujour.fr\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/lemotdujour.fr\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/lemotdujour.fr\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/lemotdujour.fr\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=1346"}],"version-history":[{"count":4,"href":"https:\/\/lemotdujour.fr\/index.php?rest_route=\/wp\/v2\/posts\/1346\/revisions"}],"predecessor-version":[{"id":3581,"href":"https:\/\/lemotdujour.fr\/index.php?rest_route=\/wp\/v2\/posts\/1346\/revisions\/3581"}],"wp:attachment":[{"href":"https:\/\/lemotdujour.fr\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1346"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/lemotdujour.fr\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=1346"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/lemotdujour.fr\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=1346"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}