{"id":7279,"date":"2011-11-29T21:24:13","date_gmt":"2011-11-30T02:24:13","guid":{"rendered":"http:\/\/www.lecarrefourdesopinions.ca\/?p=7279"},"modified":"2011-11-29T21:24:13","modified_gmt":"2011-11-30T02:24:13","slug":"une-politique-generale-lunaire","status":"publish","type":"post","link":"https:\/\/www.lecarrefourdesopinions.ca\/?p=7279","title":{"rendered":"Une Politique G\u00e9n\u00e9rale Lunaire"},"content":{"rendered":"<p><span style=\"color: #3366ff;\"><strong>Une Politique\u00a0G\u00e9n\u00e9rale Lunaire<\/strong><\/span><br \/><img loading=\"lazy\" decoding=\"async\" class=\"alignleft size-thumbnail wp-image-7281\" title=\"Jean Erich\" src=\"http:\/\/www.lecarrefourdesopinions.ca\/wp-content\/uploads\/2011\/11\/Jean-Erich1-134x107.jpg\" alt=\"\" width=\"134\" height=\"107\" \/> <span style=\"color: #800000;\"><em>Par <\/em><em>Jean Erich Ren\u00e9<\/em><\/span><strong><\/p>\n<p> <\/strong><\/p>\n<table style=\"height: 1px;\" border=\"0\" cellspacing=\"1\" cellpadding=\"0\" width=\"1\" align=\"left\">\n<tbody>\n<tr>\n<td width=\"100%\">\n<p><strong><a href=\"http:\/\/imageshack.us\/photo\/my-images\/838\/img020jpgcrop1.jpg\/\" target=\"_blank\"><\/a><\/strong><strong> <\/strong><\/p>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Le malthusianisme n\u2019a pas\u00a0sensibilis\u00e9 les hautes sph\u00e8res de l\u2019administration publique ha\u00eftienne et demeure encore le grand inconnu dans la r\u00e9solution de l&rsquo;\u00e9quation de croissance \u00e9conomique d&rsquo;Ha\u00efti en 2011. Rares sont nos Chefs d\u2019\u00c9tat et de Gouvernement qui veillent \u00e0 l\u2019\u00e9quilibre population\/production. La soci\u00e9t\u00e9 ha\u00eftienne vit encore encore sous l&#8217;emprise de la Doctrine Chr\u00e9tienne qui stipule dans le premier livre de sa Bible: \u00abDieu a dit \u00e0 Adam et \u00e0 Eve\u00a0:\u00a0\u00a0Soyez f\u00e9conds et multipliez-vous, remplissez la terre et soumettez-l\u00e0\u00a0; ayez autorit\u00e9 sur les poissons de la mer et sur les oiseaux des cieux, sur tout ce qui est vivant et qui remue sur la terre (Gen\u00e8se 1,28)\u00a0\u00bb.\u00a0\u00a0<br \/> Ajourd&rsquo;hui nous ne sommes plus au commencement du monde. Au contraire nous marchons vers l&rsquo;Apocalypse. La pression d\u00e9mographique est:<\/p>\n<ul>\n<li> le tombeau de nos projets de      croissance \u00e9conomique,<\/li>\n<li> le point d\u2019inflexion de la quasi      totalit\u00e9 des crises politiques qui secouent Ha\u00efti,<\/li>\n<li> la principale pierre      d\u2019achoppement du maintien au pouvoir de nos Chefs d\u2019\u00c9tat.<\/li>\n<\/ul>\n<p> Il est \u00e0 la fois insens\u00e9 et malsain de laisser croitre follement une population sans pr\u00e9voir les possibilit\u00e9s d\u2019alimentation, de logement,\u00a0 d\u2019\u00e9ducation, de sant\u00e9, de loisirs etc. <br \/> Dans ce cas\u00a0:<\/p>\n<ul>\n<li>Nos dirigeants dirigent quoi ?<\/li>\n<li>Nos pr\u00e9sidents pr\u00e9sident quoi ?<\/li>\n<li>Nos ministres administrent quoi ?<\/li>\n<li>A quoi sert un Premier Ministre ?<\/li>\n<li>Nos l\u00e9gislateurs l\u00e9gif\u00e8rent quoi ?<\/li>\n<\/ul>\n<p>&nbsp;<\/p>\n<p>Grande fut notre d\u00e9ception, apr\u00e8s la lecture des 86 pages de la Politique G\u00e9n\u00e9rale du Premier Ministre Garry Conille au Parlement,\u00a0de relever m\u00eame\u00a0l&rsquo;inclusion\u00a0de ponceaux \u00e0 construire dans les sections communales\u00a0pour satisfaire le d\u00e9sir fou de nos parlementaires press\u00e9s par leurs mandants. Cette avalanche de projets comparable \u00e0 une rivi\u00e8re en crue, dans un pays d\u00e9j\u00e0 victime de l\u2019\u00e9rosion de la pens\u00e9e constructive, est indigeste et caract\u00e9rise la\u00a0lourdeur ennuyeuse du discours du Premier Ministre aussi que l&rsquo;engoncement de l&rsquo;Appareil Etatique.\u00a0 Il faudrait 25 ans au moins pour son ex\u00e9cution.<\/p>\n<p>&nbsp;<\/p>\n<p>Un discours de Politique G\u00e9n\u00e9rale n\u2019est autre qu\u2019une marche \u00e0 suivre dans les diff\u00e9rentes branches de l\u2019Administration publique. \u00c9videmment elle \u00a0d\u00e9finit les objectifs g\u00e9n\u00e9raux\u00a0 parall\u00e8lement aux objectifs sp\u00e9cifiques\u00a0subs\u00e9quents dans une fourchette de temps d\u00e9termin\u00e9, en une telle occurrence, les 5 ans du mandat pr\u00e9sidentiel. Le portefeuille affect\u00e9 \u00e0 chaque minist\u00e8re en vue de la r\u00e9alisation de leur programme respectif doit \u00eatre \u00e9galement pr\u00e9cis\u00e9. Cependant certains d\u00e9tails tels que les projets rentrent dans le cadre des objectifs op\u00e9rationnels\u00a0 mais non dans une D\u00e9claration de Politique G\u00e9n\u00e9rale.\u00a0Apr\u00e8s avoir\u00a0entendu en fin de s\u00e9ance les pertinentes et courtoises r\u00e9ponses\u00a0 du Premier Ministre aux questions de nos l\u00e9gislateurs\u00a0on constate qu&rsquo;il a \u00a0\u00e0 son actif tous les atouts indispensables pour assurer une gestion \u00e9clair\u00e9e du Gouvernement ha\u00eftien. Cependant\u00a0il importe tout d\u2019abord de passer au filtre son Discours de Politique G\u00e9n\u00e9rale afin de justifier si les\u00a0 fruits promis\u00a0r\u00e9pondront \u00e0 la promesse des fleurs.<\/p>\n<table style=\"height: 1px;\" border=\"0\" cellspacing=\"1\" cellpadding=\"0\" width=\"1\" align=\"left\">\n<tbody>\n<tr>\n<td width=\"100%\">\n<p>&nbsp;<\/p>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><img decoding=\"async\" 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\" alt=\"\" \/>Pour mettre en \u00e9vidence l&rsquo;ad\u00e9quation du Discpurs de Politique G\u00e9n\u00e9rale de Garry Conille\u00a0avec la r\u00e9alit\u00e9 brutale de la soci\u00e9t\u00e9 ha\u00eftienne, partons du postulat de Malthus\u00a0: <em><strong>la population haitienne croit \u00e0 un rythme g\u00e9om\u00e9trique tandis que la croissance de ses ressources est arithm\u00e9tique<\/strong><\/em>. Si les nations avanc\u00e9es du monde gr\u00e2ce \u00e0 l\u2019industrialisation, les perc\u00e9es technologiques et la r\u00e9volution verte ont pu \u00e9chapper aux pr\u00e9visions de Malthus, mais cette v\u00e9rit\u00e9 demeure encore vivante pour la population ha\u00eftienne qui g\u00eet encore sous la barre du sous-d\u00e9veloppement, de la mis\u00e8re de l&rsquo;insuffisance alimentaire , de la malnutrition, du ch\u00f4mage\u00a0et de l\u2019ignorance.<\/p>\n<p>La limitation des naissances par famille fait briller une lueur d\u2019espoir\u00a0\u00a0dans le Discours de Politique G\u00e9n\u00e9rale du Premier Ministre Garry Conille en vue d&rsquo;un ralentissement de la croissance d\u00e9mographique. A-t-il les moyens de sa politique de planning familial? Pour illustrer la gravit\u00e9 de la situation \u00e9conomico-d\u00e9mographique\u00a0 d&rsquo;Ha\u00efti et ses perspectives peu encourageantes, nous vous invitons \u00e0 observer le graphique de\u00a0l\u2019\u00e9volution de la population ha\u00eftienne de 1960 \u00e0 2010:<\/p>\n<p><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>En 1960 la population haitienne qui \u00e9tait de 4 millions d\u2019habitants, a atteint 7 millions en 1980, soit dans l\u2019espace de 20 ans . Le recensement de 2009 accuse \u00a09\u00a0923\u00a0243 habitants. L\u2019analyse de r\u00e9gression statistique pr\u00e9voit pour 2020 un effectif de 13 millions d\u2019habitants. Que vont-ils manger\u00a0? Comment vont-ils se loger et r\u00e9pondre aux multiples besoins de l\u2019existence\u00a0? Tout gouvernement s\u00e9rieux et responsable doit faire au moins une projection sur un horizon de 15 ans. La soci\u00e9t\u00e9 ha\u00eftienne, compte tenu de la croissance n\u00e9gative de son PIB, ne s\u2019enrichit pas. Au contraire, elle s\u2019appauvrit de plus en plus. Le PM Garry Conille se trouve devant l\u2019imp\u00e9rieuse obligation d\u2019un choix judicieux d\u2019une nouvelle organisation sociale ha\u00eftienne. D\u2019ailleurs comme M\u00e9decin, pour \u00e9viter la d\u00e9b\u00e2cle qui s\u2019annonce, \u00a0il compte appr\u00e9hender\u00a0\u00a0la probl\u00e9matique de l\u2019acc\u00e9l\u00e9ration de la croissance li\u00e9e \u00e0 la f\u00e9condit\u00e9 gr\u00e2ce \u00e0 un programme drastique de r\u00e9duction de naissance, absent dans le Curriculum du Minist\u00e8re de la Sant\u00e9  Publique durant l\u2019\u00e8re lavalassienne. Nous accueillons avec satisfaction la promulgation d&rsquo;une loi limitant le nombre d&rsquo;enfants \u00e0 deux par famille. Sera-t-elle effective sans les mesures d&rsquo;accompagnement ? Souvent les familles haitiennes ont des enfants qu&rsquo;ils ne d\u00e9sirent m\u00eame pas. Le ch\u00f4mage augmente le taux de natalit\u00e9. \u00ab\u00a0La table du pauvre est maigre mais le lit de la mis\u00e8re est f\u00e9cond\u00a0\u00a0\u00bb dit-on.<\/p>\n<table style=\"height: 1px;\" border=\"0\" cellspacing=\"1\" cellpadding=\"0\" width=\"1\" align=\"left\">\n<tbody>\n<tr>\n<td width=\"100%\">\n<p>&nbsp;<\/p>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><img decoding=\"async\" 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\" alt=\"\" \/>La transition d\u00e9mographique ha\u00eftienne est sujette \u00e0 caution si l\u2019on tient compte de la Loi des d\u00e9bouch\u00e9s de Jean Baptiste Say. Cette croissance exponentielle de notre population serait consid\u00e9r\u00e9e comme une richesse si elle \u00e9tait au travail et pouvait produire des biens susceptibles d\u2019augmenter l\u2019offre et par ricochet satisfaire la demande. Quand on \u00a0a une population de ch\u00f4meurs analphab\u00e8tes, on est en face de consommateurs insatisfaits, aigris, pr\u00eats pour la plus prochaine manifestation accompagn\u00e9e de d\u00e9chouquage. La croissance \u00e9conomique g\u00e9n\u00e9ratrice d\u2019emploi et de bien-\u00eatre doit \u00eatre stimul\u00e9e par l\u2019augmentation de la production suite \u00e0 un investissement ad\u00e9quat. Le cas \u00e9ch\u00e9ant, l\u2019insatisfaction de la consommation d\u00e9bouche sur un chambardement social qu\u2019aucun d\u00e9cret ni d\u00e9cret-loi ne peut mater.<\/p>\n<p>&nbsp;<\/p>\n<p>Parmi les objectifs fix\u00e9s par le Gouvernement Martelly Conille pour les 5 prochaines ann\u00e9es , \u00e0 la page 43 du Document de la Politique g\u00e9n\u00e9rale (14e \u00e0 19e ligne) , nous avons relev\u00e9 certaines coquilles:<\/p>\n<ul>\n<li><em>un taux de croissance \u00e9conomique d\u00e9passant 9% l&rsquo;an      en moyenne sur les 5 prochaines ann\u00e9es. <\/em>C&rsquo;est du jamais vu nulle part dans notre r\u00e9gion,<\/li>\n<li><em>une forte augmentation de l&#8217;emploi formel en cr\u00e9ant      1 million et demi d&#8217;emplois directs au bout de 5 ans.<\/em><\/li>\n<\/ul>\n<p>&nbsp;<\/p>\n<p>J\u00e9sus, Marie!<\/p>\n<p>Ces chiffres rel\u00e8vent du Lotto ! \u00a0Rappelons que le taux de croissance pour notre dernier exercice fiscal fut de -5,1%. Porter le taux de croissance \u00e0 9% en 2011\u00a0 tient lieu\u00a0d&rsquo;un vrai prodige. Compte tenu du taux d&rsquo;efficacit\u00e9 marginale du Capital, \u00e0 combien s&rsquo;\u00e9l\u00e8verait l&rsquo;investissement qui fut de 67.154\u00a0 millions de gourdes courantes en 2010 ?<\/p>\n<p>Si nous prenons l&rsquo;exercice fiscal 2009 &#8211; 2010 comme seuil un taux de croissance de 9% en 2010-2011 suppose le PIB suivant que nous repr\u00e9sentons par\u00a0X dans notre \u00e9quation:<\/p>\n<p>&nbsp;<\/p>\n<p>Soit X le PIB de l&rsquo;exercice fiscal de la 1\u00e8re ann\u00e9e du Gouvernement\u00a0 Martelly-Conille nous pouvons calculer le PIB\u00a0 9% esp\u00e9r\u00e9\u00a0de 2010-2011 de la mani\u00e8re suivante:<\/p>\n<p>&nbsp;<\/p>\n<p><span style=\"text-decoration: underline;\"> <strong>X\u00a0 &#8211; PIB(2009-2010)<\/strong><\/span><strong> = 9%<\/strong><\/p>\n<p><strong>PIB (2009-2010)<\/strong><\/p>\n<p><strong><br \/><\/strong><\/p>\n<p><strong><span style=\"text-decoration: underline;\"> X &#8211; 67.154\u00a0 millions <\/span>= 9%<\/strong><\/p>\n<p><strong>67.154\u00a0 millions<\/strong><\/p>\n<p><strong><br \/><\/strong><\/p>\n<p><strong>ou encore\u00a0X &#8211; 67.154 = 9% * 67.154<\/strong><\/p>\n<p><strong><br \/><\/strong><\/p>\n<p><strong>On obtient\u00a0 X =\u00a0 67.154 + ( 0,09* 67.154)<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><strong>ou encore\u00a0 X = 67.154 + 604.386<\/strong><\/p>\n<p><strong><br \/><\/strong><\/p>\n<p><strong>d&rsquo;o\u00f9\u00a0 PIB 1ere ann\u00e9e\u00a0 = 7.319.786 millions de gourdes courantes de 1986<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>Il y a loin de la coupe aux l\u00e8vres.\u00a0 Pour obtenir un PIB de 9% il faut aussi consentir l&rsquo;investissement initial ad\u00e9quat. Or il est triste de constater que pour le dernier exercice fiscal,\u00a0notre consommation qui fut \u00a0de\u00a0320.973\u00a0 millions de gourdes courandes d\u00e9passe notre PIB chiffr\u00e9 \u00e0\u00a0256.019\u00a0 soit un trou -64.954 millions de gourdes courantes, le message est clair nous vivons au-dessus de nos moyens c&rsquo;est \u00e0 dire par la gr\u00e2ce de l&rsquo;aide internationale. Qui va nous pr\u00eater de l&rsquo;argent puisque nous ne sommes pas solvables. La preuve c&rsquo;est qu&rsquo;on vient d&rsquo;\u00e9liminer l&rsquo;ann\u00e9e derni\u00e8re le milliard de la dette externe, entretemps nous avons contact\u00e9 une dette de 500 millions. Nous ne sommes pas cr\u00e9dibles !<\/p>\n<p>Pour l&rsquo;\u00e9dification de tous, nous pr\u00e9sentons les Comptes Nationaux d&rsquo;Haiti et nos capacit\u00e9s \u00e9conomiques r\u00e9elles. La sublimation est un ph\u00e9nom\u00e8ne connu en chimie mais pas en \u00e9conomie o\u00f9 on ne peut pas br\u00fbler les \u00e9tappes.<\/p>\n<p>&nbsp;<\/p>\n<p><span style=\"color: #800000;\"><strong>Offre et demande globale<\/strong><\/span><\/p>\n<p><span style=\"color: #800000;\"><strong>Compte du produit int\u00e9rieur brut<\/strong><\/span><\/p>\n<p><span style=\"color: #800000;\"><strong>En millions de Gourdes Courantes &#8211; P\u00e9riode de 2002-03 \u00e0 2006-07<\/strong><\/span><\/p>\n<p>&nbsp;<\/p>\n<table border=\"0\" cellspacing=\"0\" cellpadding=\"0\" width=\"601\">\n<tbody>\n<tr>\n<td colspan=\"6\">\n<p>&nbsp;<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td width=\"168\">\n<p><strong>COMPTE<\/strong><\/p>\n<\/td>\n<td width=\"86\">\n<p><strong>2005 -06*<\/strong><\/p>\n<\/td>\n<td width=\"86\">\n<p><strong>2006 -07**<\/strong><\/p>\n<\/td>\n<td width=\"86\">\n<p><strong>2007 -08**<\/strong><\/p>\n<\/td>\n<td width=\"86\">\n<p><strong>2008 -09***<\/strong><\/p>\n<\/td>\n<td width=\"86\">\n<p><strong>2009 -10***<\/strong><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td colspan=\"6\">\n<p>&nbsp;<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td>\n<p>PIB<\/p>\n<\/td>\n<td>\n<p>197.138<\/p>\n<\/td>\n<td>\n<p>220.110<\/p>\n<\/td>\n<td>\n<p>250.590<\/p>\n<\/td>\n<td>\n<p>266.559<\/p>\n<\/td>\n<td>\n<p>256.019<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td colspan=\"6\">\n<p>&nbsp;<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td>\n<p>Importations<\/p>\n<\/td>\n<td>\n<p>88.769<\/p>\n<\/td>\n<td>\n<p>89.179<\/p>\n<\/td>\n<td>\n<p>109.215<\/p>\n<\/td>\n<td>\n<p>114.048<\/p>\n<\/td>\n<td>\n<p>164.454<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td colspan=\"6\">\n<p>&nbsp;<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td>\n<p>Offre Globale<\/p>\n<\/td>\n<td>\n<p>285.907<\/p>\n<\/td>\n<td>\n<p>309.289<\/p>\n<\/td>\n<td>\n<p>359.805<\/p>\n<\/td>\n<td>\n<p>380.607<\/p>\n<\/td>\n<td>\n<p>420.473<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td colspan=\"6\">\n<p>&nbsp;<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td>\n<p>&nbsp;<\/p>\n<\/td>\n<td>\n<p>&nbsp;<\/p>\n<\/td>\n<td>\n<p>&nbsp;<\/p>\n<\/td>\n<td>\n<p>&nbsp;<\/p>\n<\/td>\n<td>\n<p>&nbsp;<\/p>\n<\/td>\n<td>\n<p>&nbsp;<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td colspan=\"6\">\n<p>&nbsp;<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td>\n<p>Consommation<\/p>\n<\/td>\n<td>\n<p>199.482<\/p>\n<\/td>\n<td>\n<p>212.654<\/p>\n<\/td>\n<td>\n<p>255.646<\/p>\n<\/td>\n<td>\n<p>269.640<\/p>\n<\/td>\n<td>\n<p>320.973<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td colspan=\"6\">\n<p>&nbsp;<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td>\n<p>Investissement<\/p>\n<\/td>\n<td>\n<p>57.862<\/p>\n<\/td>\n<td>\n<p>67.092<\/p>\n<\/td>\n<td>\n<p>72.281<\/p>\n<\/td>\n<td>\n<p>73.161<\/p>\n<\/td>\n<td>\n<p>67.154<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td colspan=\"6\">\n<p>&nbsp;<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td>\n<p>Exportations<\/p>\n<\/td>\n<td>\n<p>28.563<\/p>\n<\/td>\n<td>\n<p>29.543<\/p>\n<\/td>\n<td>\n<p>31.878<\/p>\n<\/td>\n<td>\n<p>37.806<\/p>\n<\/td>\n<td>\n<p>32.346<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td colspan=\"6\">\n<p>&nbsp;<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td>\n<p>Demande Globale<\/p>\n<\/td>\n<td>\n<p>285.907<\/p>\n<\/td>\n<td>\n<p>309.289<\/p>\n<\/td>\n<td>\n<p>359.805<\/p>\n<\/td>\n<td>\n<p>380.607<\/p>\n<\/td>\n<td>\n<p>420.473<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td colspan=\"6\">\n<p>&nbsp;<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td colspan=\"6\">\n<p>Source: Institut   Haitien de Statistique et\u00a0 d&rsquo;Informatique (DSE).<\/p>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>&nbsp;<\/p>\n<p>Si nos importations pour le dernier exercice fiscal sont chiffr\u00e9s \u00e0 164.454 millions et nos exportations \u00e0 32.346 millions, notre balance commerciale accuse un d\u00e9ficit de -132.108 millions de gourdes courantes. Dans ce cas:<\/p>\n<ul>\n<li> L&rsquo;\u00e9pargne nationale      est nulle<\/li>\n<li> Sans \u00e9pargne il n&rsquo;y      a pas d&rsquo;investissement<\/li>\n<li> Avec quoi va-t-on      financer la croissance de 9% annonc\u00e9e par le PM Garry Conille<\/li>\n<\/ul>\n<p>Peut-on compter sur l&rsquo;aide internationale pour trouver l&rsquo;investissement capable de g\u00e9n\u00e9rer un taux de croissance de 9%? Nous avons fait le triste\u00a0constat de la d\u00e9faillance de l&rsquo;aide internationale promise suite au s\u00e9isme du 12 janvier 2010. Des 5,5 milliard\u00a0promis, 18 mois apr\u00e8s on n&rsquo;a collect\u00e9 que 1,5 milliards.<\/p>\n<p>Soulignons que le nombre d&#8217;emplois actuellement en Haiti\u00a0est\u00a0 de 186.000,\u00a0 une \u00a0augmentation de 1.500.000 emplois au bout de 5 ans signifie qu&rsquo;en 2011 on aura 1.686.000 emplois\u00a0. Avec quelles infrastructures?\u00a0Dans quelles branches de la production seront-ils embauch\u00e9s? S&rsquo;agit-il\u00a0 de ch\u00f4mages d\u00e9guis\u00e9s comme les travaux \u00e0 haute intensit\u00e9 de main-d&rsquo;oeuvre ou bien encore les zones franches au salaire de poitrinaire?<\/p>\n<p>T oToute augmentation de 5% du PIB pendant 5 ans cons\u00e9cutifs, soit de 2011 \u00e0 2015\u00a0\u00a0 est \u00e9t\u00a0\u00a0\u00a0\u00e9troitement li\u00e9e aux investissements\u00a0 appropri\u00e9s dans chaque branche d=activit\u00e9s. Bien entendu\u00a0de telles d\u00e9marches supposent la prise en charge de notre syst\u00e8me d=\u00e9ducation afin d=y\u00a0d&rsquo;ajouter le\u00a0 souffle vivifiant des connaissances techniques favorables \u00e0 la croissance dans chaque bra branche d&rsquo;activit\u00e9. L=inventaire des ing\u00e9nieries sp\u00e9cifiques est un pr\u00e9alable indispensable. Il faut fau atteindre une masse critique et faire valoir nos avantages comparatifs gr\u00e2ce \u00e0 nos\u00a0nos comp\u00e9tences\u00a0dans ces branches de production. L=aspect d\u00e9mographique n=est pas \u00e0 n\u00e9gliger car\u00a0sans le planning familial il sera impossible d=atteindre un niveau de croissance \u00e9conomique\u00a0\u00a0 sup\u00e9rieur au taux de naissance et \u00e9viter la trappe malthusienne. La loi sur la limitation de naissance \u00e0\u00a0\u00a0\u00a0 \u00e0\u00a0deux enfants par famille n&rsquo;est qu&rsquo;un placebo. A e sujet, la Primature n&rsquo;a aucun contr\u00f4le. Ce sont des mesures drastiques qu&rsquo;il faut prendre au niveau de nos maternit\u00e9s, comme c&rsquo;\u00e9tait le cas vers les ann\u00e9es 1970-1980.Nos ressources en sol et les richesses de notre sous-sol en mati\u00e8res premi\u00e8res sont \u00e0 consid\u00e9rer.<\/p>\n<p>La pauvret\u00e9 est avant tout un probl\u00e8me de sous-production et\/ou de la r\u00e9partition in\u00e9gale des richesses. Les ressources de notre sol et de notre sous-sol seront mises en valeur. Le sous-d\u00e9veloppement est une cons\u00e9quence directe de la sous-exploitation et de l=ignorance. On ne peut pas g\u00e9rer la pauvret\u00e9 ni l=analphab\u00e9tisme. Il faut les vaincre \u00e0 tout prix par la diffusion de la connaissance (a), l=augmentation de la productivit\u00e9(l), du taux d=\u00e9pargne(s)\u00a0 et l=apport de l=aide ext\u00e9rieure(F).<strong> <\/strong><strong> <\/strong><\/p>\n<p>&nbsp;<\/p>\n<table style=\"height: 24px;\" border=\"0\" cellspacing=\"1\" cellpadding=\"0\" width=\"6\" align=\"left\">\n<tbody>\n<tr>\n<td width=\"100%\">\n<p>&nbsp;<\/p>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>La technocratie dont on parle n\u2019est pas log\u00e9e \u00e0 l\u2019enseigne du bluff. Il brille comme un m\u00e9t\u00e9ore dans le ciel. Tout le monde l\u2019observe et prend conscience de sa pr\u00e9sence. Tout comme le bon parfum laisse\u00a0ses effluves sur son passage. Le Discours de Politique G\u00e9n\u00e9rale du PM <img decoding=\"async\" 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alt=\"\" \/>ratifi\u00e9 Garry Conille\u00a0est cousu du fil blanc, caract\u00e9ristique du verbiage pompeux \u00a0de nos hommes \u00a0politiques traditionnels. Ce jeune loup \u00a0est bien de notre faune et de notre g\u00e9n\u00e9ration mais malgr\u00e9 nos sentiments d\u2019appartenance, par probit\u00e9 nous devons confesser que l\u2019actualisation au temps pr\u00e9sent des activit\u00e9s\u00a0 mentionn\u00e9es dans sa D\u00e9claration de Politique G\u00e9n\u00e9rale pour les 5 prochaines ann\u00e9es\u00a0 est empreinte d\u00a0\u00bbonirisme. La technocratie n&rsquo;\u00e9tait pas au rendez-vous ! Nous nous attendions \u00e0 une architecture politique aux lignes mieux d\u00e9finies, plus coh\u00e9rentes et plus pragmatiques. <span style=\"color: #800000;\"><strong>A aucun moment, n&rsquo;a \u00e9t\u00e9 \u00e9voqu\u00e9 le mod\u00e8le \u00e9conomique capable de g\u00e9n\u00e9rer ce taux de croissance de 9% pour les 5 prochaines ann\u00e9es. Pourtant il existe ! Garry Conille a propos\u00e9 une Politique G\u00e9n\u00e9rale Lunaire.<\/strong><\/span><\/p>\n<p><strong> <\/strong><strong><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter size-full wp-image-7282\" title=\"Montreal B\" src=\"http:\/\/www.lecarrefourdesopinions.ca\/wp-content\/uploads\/2011\/11\/Montreal-B10.jpg\" alt=\"\" width=\"437\" height=\"625\" srcset=\"https:\/\/www.lecarrefourdesopinions.ca\/wp-content\/uploads\/2011\/11\/Montreal-B10.jpg 437w, https:\/\/www.lecarrefourdesopinions.ca\/wp-content\/uploads\/2011\/11\/Montreal-B10-209x300.jpg 209w, https:\/\/www.lecarrefourdesopinions.ca\/wp-content\/uploads\/2011\/11\/Montreal-B10-400x572.jpg 400w\" sizes=\"auto, (max-width: 437px) 100vw, 437px\" \/><br \/> <\/strong><strong><a href=\"mailto:erichrene@bell.net\"><\/a><\/strong><br \/> <strong> <\/strong><\/p>\n<p><strong> <\/strong><\/p>\n<p>&nbsp;<\/p>\n<script type=\"text\/javascript\">\n\nvar addthis_config = {\"data_track_clickback\":false,\"data_track_addressbar\":false,\"data_track_textcopy\":false};\n<\/script><script type=\"text\/javascript\" src=\"\/\/s7.addthis.com\/js\/250\/addthis_widget.js#pubid=f084fdfbcefba74c78dfad3bbc873ffd\"><\/script>","protected":false},"excerpt":{"rendered":"<p><span style=\"color: #3366ff;\">Une Politique\u00a0G\u00e9n\u00e9rale Lunaire<\/span> <span style=\"color: #800000;\">Par Jean Erich Ren\u00e9<\/span><\/p>\n<\/p>\n<p>Le malthusianisme n\u2019a pas\u00a0sensibilis\u00e9 les hautes sph\u00e8res de l\u2019administration publique ha\u00eftienne et demeure encore le grand inconnu dans la r\u00e9solution de l&rsquo;\u00e9quation de croissance \u00e9conomique d&rsquo;Ha\u00efti en 2011. &hellip;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-7279","post","type-post","status-publish","format-standard","hentry","category-accueil"],"_links":{"self":[{"href":"https:\/\/www.lecarrefourdesopinions.ca\/index.php?rest_route=\/wp\/v2\/posts\/7279","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.lecarrefourdesopinions.ca\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.lecarrefourdesopinions.ca\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.lecarrefourdesopinions.ca\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.lecarrefourdesopinions.ca\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=7279"}],"version-history":[{"count":4,"href":"https:\/\/www.lecarrefourdesopinions.ca\/index.php?rest_route=\/wp\/v2\/posts\/7279\/revisions"}],"predecessor-version":[{"id":7297,"href":"https:\/\/www.lecarrefourdesopinions.ca\/index.php?rest_route=\/wp\/v2\/posts\/7279\/revisions\/7297"}],"wp:attachment":[{"href":"https:\/\/www.lecarrefourdesopinions.ca\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=7279"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.lecarrefourdesopinions.ca\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=7279"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.lecarrefourdesopinions.ca\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=7279"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}