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( prévisions de croissance selon le Projet Hollande ) |
Il y a un truc que je ne comprends pas. Rien d'étonnant, je ne comprends pas souvent Hollande. D'ailleurs, il me semble être incompréhensible, mais passons. Donc, je disais que, et vous et moi, curieux comme nous le sommes, avons été potasser le fameux projet du candidat Hollande. Il y est écrit qu'il va faire du bien à la France, la désendetter, créer tout plein d'emplois, réduire le déficit public et maîtriser la dépense. Bref, ça va être le bonheur. Nous, la France, redeviendrons riches. Cooool !
Et tout son vaste projet est crédible, viable, osé mais aussi prudent. Il nous dit que son programme ne coûtera que 20 milliards et que ces 20 milliards seront compensés par des augmentations de charges ( cotisations vieillesse par ex. ) ou des économies. Il l'a écrit: " toute nouvelle dépense sera financée par des économies ". De la même façon qu'il a écrit: " le nombre total de fonctionnaires de l'Etat n'augmentera pas ".
Mais pour que tout cela fonctionne et comme tout démagogue magicien socialiste qui se respecte, Hollande, il a un truc. Ce truc, c'est la croissance. Rassurez-vous, son projet se fonde sur des hypothèses de croissance de notre économie, à la fois prudentes et réalistes. Réalistes! C'est lui qui l'a écrit, pas moi. Donc, 0,5 en 2012 puis 1,7% en 2013 puis 2% en 2014 pour se stabiliser, au mieux à 2,5% en 2015, 2016 et 2017... Et plus c'est gros, plus il voudrait qu'on le croit. Sauf que personne ne peut y croire.
Rappelez-vous, il y a peine 6 mois, le Projet Socialiste défendu pendant les primaires prévoyait 2,5% de croissance pour 2012. Aujourd'hui, dans le projet hollandesque, on prévoit 0,5% pour cette année et 1,7% pour l'an prochain ( quand FMI et OCDE misent prudemment sur 1%). C'est qui les prévisionnistes du PS, des manches à balai ou des économistes ? On peut se poser la question.
D'ailleurs, y croit-il lui-même à cette croissance retrouvée ? On peut en douter. N'a-t-il pas ce matin, sur RTL, déclaré sans détour qu'il ne tiendrait pas ses engagements de réduction des déficits si la croissance n'était pas au rendez-vous au cours du prochain quinquennat...
Curieux et incompréhensible cette façon de faire: bâtir un projet sur des hypothèses " réalistes " mais gonflées aux stéroïdes socialistes et dans le même temps, douter de celles-ci. Alors ces prévisions de croissance, Monsieur Hollande, " prudentes et réalistes " ou " absentes au rendez-vous " ?
Folie passagère 1027.
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)
D'accord,pas d'accord: atoilhonneur@voila.fr
D'après ce que j'ai compris du programme de Hollande... c'est que c'est pas son programme... Non, son programme, c'est... on verra quand on y sera. Voilà le vrai changement ! Mesdames, Messieurs, le socialiste nouveau est arrivé ! Désormais, on navigue à vue... Si ça c'est pas "prudent et réaliste" !
RépondreSupprimerRions un peu sur la farine de hollande.
RépondreSupprimerhttp://www.youtube.com/watch?feature=player_embedded&v=ZHCD4Bhp3cQ
@roulé dslafarine de circonstance; bienvenue ici ! ah mais que nenni, son projet, ses 60 propositions,notre avenir radieux, il le revendique
RépondreSupprimerOn "navigue à vue " comme le ferait un capitaine de pédalo ?
@grandpas: ce qui me surprend c'est surtout que la bonne femme ait pu traverser tranquille l'estrade sans que personne ne réagisse.
Je n'ai jamais rien compris à l'économie, mais malgré tout, il me semble que là, il y a un lézard.
RépondreSupprimerTu ferais un très bon prof d'économie Corto!
@ Corto :" prudentes et réalistes " ou " absentes au rendez-vous " ? zatizekwechion. Moi j'dis ! Dans le genre existentiel : to be or 2B3 ?
RépondreSupprimer@ Roulédanslafarine : le socialiste nouveau est arrivé Ah non alors, on ne va pas le rendre saisonnier comme une slp'rie de bojo qu'on nous sert tous les ans et qui me file de façon pavlovienne le bourdon comme à d'autres, la gerbe ou la migraine chaque troisième jeudi d'octobre !
Amicalement.
Al.
@lo: ce n'est pas un lézard mais une incohérence ou l'expression d'un manque de conviction. Ou ses prévisions sont "réalistes " et ds ce cas, on rigole entre le projet socialiste des Primaires et le projet Hollande d'aujourd'hui, ou elles sont incertaines et ds ce cas là on ne dit pas qu'elles sont "réalistes".
RépondreSupprimerEt puis si elles sont si réalistes, pkoi le FMI et l'OCDE ne sont pas d'accord et pourquoi Hollande aurait ce matin exprimé d'éventuels doutes ?
Tu suis ? :)
J'ai mis le même commentaire , enfin presque sur Jegoun, durée de la parutions, moins de 3 minutes.
RépondreSupprimerJe viens donc de lui poster ceci.
Pour Le maître des blogueurs de la gauche socialiste.une citation qui lui convient:
" Ce que l'on croît de la vanité, résulte souvent d'un complexe d'infériorité".
Roger Peyrefitte
@al west: y a ps de question qui tiennent ni de to be or not toBi, ou elles sont réalistes ou elles ne le sont pas. Dixit !
RépondreSupprimer@grandpas: Bah , laisse tomber, ça en vaut pas la peine
Corto,
RépondreSupprimerTuas certainement raison mais c'est plus fort , il faut que j'aille lui botter le fion.
3 commentaires où je lui rappelle les augmentations d'impôts de la Mairie de Paris sous mandat socialiste.
Mais il s en fout que tu lui bottes le fion, il a forcément raison
SupprimerGrandpas, vous vous fatigué pour rien à commenter chez Jegoun. Le degôche de base n'aime ni avoir tort (ce qui lui arrive souvent) ni que d'autres ne soient pas d'accord avec lui.
SupprimerOn appelle ça le fascisme...
Bon, c'est ma minute de détente... Que " Vous" ne compreniez pas le programme de François Hollande c'est concevable, mais que "Vous" accordiez le moindre crédit à toutes les âneries, toutes les contradictions du camp d'en face, ça me laisse sans voix!!
RépondreSupprimerRIEN n'est fait ni n'a été fait pour que la mécanique puisse tourner!
Et j'anticipe...Quand Tout ira mieux quand LA GAUCHE sera au pouvoir, ce sera évidemment du aux mesures qui avaient-été prises par le gouvernement précédent !:)
Concernant les impôts parisiens, c'est vrai qu'ils doivent être élevés, au prix du petit crème dans cetaines brasseries populaires!!^^
@nigloo: "RIEN n'est fait ni n'a été fait pour que la mécanique puisse tourner!" C'est pas une raison pour continuer à enrayer la machine. mais qd je vois ce qu il propose le Hollande, j'(ai des doutes, comme lui avec ses prévisions. On verra ce que propose Sarko.
SupprimerOui ben ça, le prix du crème, c'est un véritable scandale, là au moins ns sommes d accord.
Quant au Fouquet's, c'est une bonne brasserie que je te conseilles de tester un jour, rien que pour voir la crème qu y traîne
il parait que la note de la mairie de Paris vient d'être dégradée, faut dire, 10 000 fonctionnaires en plus, ça coûte.....c'était un beau programme socialiste là aussi...et on voit le résultat
RépondreSupprimer@boutfil: c'est pas il parait , c'est vrai. Paris dégradée comme l'a été la region Ile de de France, toutes les 2 sous gestion socialiste depuis 10 ans au moins.
SupprimerOn m a dit que c'était une conséquence de la dégradation de la France, possible,mais si elles avaient été bien gérées et inspiraient confiance, ben elles n auraient pas été dégradée. Cqfd
@Corto nous redeviendrons riche à la st-Glinglin, quel que soit l'élu.
RépondreSupprimerEt pour ceux quise triturent les méninges pour connaitre le montant de la facture,
qu'il prévoient 2o% de baisse de leur pouvoir d'achat dans les 5 années à
venir. Prévoir le pire, ça fait toujours moins mal à l'arrivée. Classes moyennes
à vos ceintures !
Bickette
@Bickette: bienvenue ici !
RépondreSupprimera la saint glinglin, oui, sans doute, il n y a que les hommes politiques pour nous faire croire qu en 5 ans tout ira mieux. Le pire, c'est qu on les croit, + ou -, mais qu on continue de voter pour les mêmes depuis 30 ans
@ Corto et Bickette : la saint Glinglin, c'est le 1er novembre, comme tous les saints. C'est la raison pour laquelle on l'appelle la "Toussaint".
SupprimerCorto, tu as mis le doigt ici sur une absurdité, parmi tant d'autres, du programme socialiste. Mais les socialos sont pétris de contradictions, n'est-ce pas?
RépondreSupprimerOn a en effet l'impression qu'on est en présence d'une sorte de "pensée magique": il suffirait que François Hollande soit élu pour que la France renoue avec la croissance et que les effets de la crise disparaissent. Comme si Sarkozy était la cause de tous les maux.
En même temps, et c'est un paradoxe, les socialistes prévoient que la croissance atteindrait +1,7% en 2013: vu la conjoncture internationale, ils rêvent, mais si jamais cela devait se réaliser, cela signifierait que la politique de Sarkozy n'était finalement pas si mauvaise!
@frédéric: très juste. si jamais, mais peronne n'y croit, il y avait bien 1,7% l'année prochaine, les socialistes diront Hourra François est grand ! et ils oublieront juste undes BA - BA de l'économie: la force d'inertie qui veut que toute décision prise n'ait d'effet qu'une fois le temps necessaire à son application passe.
SupprimerLes socialistes n'ont jamais rien compris à l'économie c'est pour cela que l'URSS et les "république" d'europe de l'est (et d'ailleurs) ont toutes terminées en dictature.
RépondreSupprimerNoté que l'UMP n'a rien compris non plus.
En fait ils ont parfaitement compris, mais leur lacheté, leur couardise, le clientelisme et la corruption inhérent à la politique française leur interdisent de faire quoi que soit de réellement efficace.
@skandal: nous savons bien que ce qui manque fondamentalement en politique, c'est le courage de dire! Mais dire, c'est perdre. A croire que les Français n'aiment pas qu'on leur tienne un langage de vérité.
RépondreSupprimer