tag:blogger.com,1999:blog-23534912430811683002024-03-13T00:26:39.777-07:001OO pensées pour VOUS !1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.comBlogger728125tag:blogger.com,1999:blog-2353491243081168300.post-28776446414496782652018-05-10T10:43:00.001-07:002018-05-10T10:43:41.199-07:00PIERRES<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw5Jsk-0Gx5xXqCCTApEJEWYSmxplq_w6ZhJNp_I4_TQBxk_aQlWlDFo7s25BTMwzhJ5HD9OJ632YDp4bypYrzrsJhddtRymJ1ECnOeaUUwvDt5mIiG4CItFHXnNRSkOrXlyim9v58P7w/s1600/P1040386.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw5Jsk-0Gx5xXqCCTApEJEWYSmxplq_w6ZhJNp_I4_TQBxk_aQlWlDFo7s25BTMwzhJ5HD9OJ632YDp4bypYrzrsJhddtRymJ1ECnOeaUUwvDt5mIiG4CItFHXnNRSkOrXlyim9v58P7w/s320/P1040386.JPG" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
Les pierres se lèvent<br />
Quand le soleil tombe<br />
Leurs masses se frôlent<br />
Sans s'étriper<br />
Ni même se froisser<br />
Jeu d'ombre<br />
Et de lumière<br />
1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-19534499875851181702018-02-13T09:59:00.004-08:002018-02-13T09:59:35.796-08:00HISTOIRE...<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVzwR1mGPBVME9Bw-BI_yf3poK9oWrfaBjglsqnXObDIor_L-BxCBPBZl4oUYjgoisv26a8X5Y3ClfMC04kq7-AJ_NcEquGsswtfC9bZwd8bC5erTwVw0DIte9utYVgqZ7zfKlyUnIroA/s1600/P1020896.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVzwR1mGPBVME9Bw-BI_yf3poK9oWrfaBjglsqnXObDIor_L-BxCBPBZl4oUYjgoisv26a8X5Y3ClfMC04kq7-AJ_NcEquGsswtfC9bZwd8bC5erTwVw0DIte9utYVgqZ7zfKlyUnIroA/s320/P1020896.JPG" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div class="ob-section ob-section-html">
Il faut fermer la porte<br />
<br />
Rester debout dans le noir<br />
<br />
Fermer les yeux<br />
<br />
Enfin vivre cette histoire<br />
<br />
A mourir debout<br />
<br />
Parce qu'il n'y a pas<br />
<br />
Assez de lits dans les hôpitaux<br />
</div>
1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-9939076299502926362017-10-13T11:01:00.003-07:002017-10-13T11:01:58.780-07:00PRéCISION<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnIph_gh1guA3fJEfWgkYuW_Nwd0ElveltvoqfQEJKDjF0FWxLOwvIxE3j0l501RAA_1bUQ8PSh2rwHpeaypcL6qi7Oc3z0r74j-eDs4AXEtXfk9yVrhNb-ffqyhqIwPowJCj8fPg24a4/s1600/P1030960.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnIph_gh1guA3fJEfWgkYuW_Nwd0ElveltvoqfQEJKDjF0FWxLOwvIxE3j0l501RAA_1bUQ8PSh2rwHpeaypcL6qi7Oc3z0r74j-eDs4AXEtXfk9yVrhNb-ffqyhqIwPowJCj8fPg24a4/s320/P1030960.JPG" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<div class="ob-section ob-section-html">
Dans le billet précédent, je disais, un peu trop vite, que le dette publique par habitant tournait autour des 30 000 euros.<br />
<br />
En réalité, il y a de grosses disparités, notamment dans l'UE.<br />
<br />
Voir le tableau du lien ci-joint :<br />
<br />
https://fr.wikipedia.org/wiki/Dette_publique_des_%C3%89tats_de_la_zone_euro<br />
</div>
1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-45574953446569982017-10-10T06:16:00.001-07:002017-10-10T06:16:20.118-07:00DETTE PUBLIQUE<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrfr8wg0VTtKmtuR9nz78GMoIJ58gl_K4GyznNAFlFmjBFgTcLxi9RSY5qotHRDyn3W9ECnfEeXeG4NWmzhcHnOORrJgx6TL5YfipUQ1xhzM0SSB3w5YEQmOm7iPtZzBqxOOJbOOVGsf8/s1600/IM000207.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrfr8wg0VTtKmtuR9nz78GMoIJ58gl_K4GyznNAFlFmjBFgTcLxi9RSY5qotHRDyn3W9ECnfEeXeG4NWmzhcHnOORrJgx6TL5YfipUQ1xhzM0SSB3w5YEQmOm7iPtZzBqxOOJbOOVGsf8/s320/IM000207.JPG" width="240" /></a></div>
<br />
<br />
<br />
<br />
<br />
En Europe, la dette publique dépasse dans chaque pays largement les 30 000 euros/habitant. Et la recette de l'UE pour régler ces sommes impayables, c'est : austérité.<br />
<br />
Donc, c'est en gagnant moins que les gens vont rembourser plus !<br />
Chercher l'erreur...<br />
<br />
Dette publique = taxe inique que les valets du Nouvel ordre mondial ont insidieusement imposée à chaque péquenaude et péquenot sur le droit de respirer. De ne plus respirer d'ailleurs que l'air vicié par la corruption et la pollution répandues dans nos campagnes et nos forêts par ces vampires initiateurs de cette taxe.<br />
<br />
Nouvel Ordre mondial. Acte 2 d'un "Ordre nouveau" que l'on n'aurait fait que semblant d'éradiquer ?<br />
1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-6026600473940503132017-06-21T12:37:00.002-07:002017-06-21T12:52:58.929-07:00LES DERNIERES LICORNESLes dernières licornes...<br />
<br />
Le titre de la dernière(?) oeuvre de l'un de mes frères, Jacques.<br />
<br />
Voici pourquoi on peut être assuré qu'antan, il y a bien eu des licornes :<br />
<br />
----------------------------------------------------------------------------<br />
<br />
<br />
<br />
LES DERNIERES LICORNES.<br />
<br />
<br />
<img alt="" src="data:image/png;base64,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" /> <br />
<br />
L’imagination, c’est quand cherche une explication, là où il n’y a pas d’explications, là où il<br />
n’y a pas besoin d’explications, là où il n’y aura jamais d’explications…<br />
J’ai acheté la statuette d’une fée avec une licorne parce que je l’ai trouvée jolie. Mais ça ne<br />
m’a pas suffit. J’ai voulu savoir qui était cette fée, qui était cette licorne et pourquoi elle<br />
l’enlaçait comme ça.<br />
<br />
Mais jamais personne n’aurait pu me répondre, sûrement pas celui qui me l’a vendu et peutêtre<br />
même pas celui qui l’a conçue.<br />
<br />
Alors, je n’ai pas eu le choix : on n’est jamais si bien servi que par soi-même, donc j’ai écrit<br />
moi-même l’explication que je cherchais. C’est terrible mais depuis que j’ai fini, j’ai<br />
l’impression d’en savoir plus qu’avant…<br />
<br />
“Les choses modernes ne me touchent pas. Pour être ému, j'ai besoin que ça soit ancien, avec<br />
un imaginaire d'un autre siècle, de préférence assez lointain.”<br />
(Éric Reinhardt « L'amour et les forêts »)<br />
<br />
On ne devrait jamais cueillir une fleur. D’abord, parce qu’une fleur c’est vivant et que si on<br />
la cueille, on la tue : elle est incapable de survivre longtemps une fois qu’on la cueillie.<br />
Ensuite, parce que si on cueille une fleur, il y a une petite (mal)chance qu’on empêche<br />
l’apparition d’une fée.<br />
<br />
Les fées viennent en effet des fleurs, mais c’est un phénomène très rare et beaucoup de<br />
conditions doivent être respectées. D’abord, il faut que ce soit une plante saine, pas une<br />
plante fabriquée de toutes pièces par des manipulations génétiques. En plus, la plante doit<br />
avoir eu une évolution exceptionnelle : elle a dû bénéficier de la météo qui lui convient<br />
parfaitement avec juste assez de pluie, de chaleur et de soleil pour lui permettre d’être<br />
épanouie. Enfin, la plante doit être intacte : elle ne doit pas avoir été la proie des insectes.<br />
Elle doit être impeccable avec toutes ses feuilles et une magnifique fleur au-dessus. De plus,<br />
une fée n’apparaîtra jamais dans une ville, ni même dans un village : en général, elle<br />
apparaîtra près d’un bois ou plus rarement dans une campagne relativement boisée. Ce sont<br />
toutes les conditions pour la plante, mais ça ne suffit pas. Il faut en outre qu’au cours de son<br />
évolution un vent du Sud ait apporté avec lui quelques particules de sable fin. Enfin, il faut<br />
que la plante ait connu au moins une fois un bel arc en ciel. Alors, il y a une toute petite<br />
chance que cette plante soit le point de départ de la vie d’une fée. Quand c’est le cas, pendant<br />
une période de 2 à 3 mois, quoi qu’il arrive, la plante ne dépérira pas : même s’il pleut à<br />
torrents, même s’il gèle, même s’il grêle, la plante résistera à tout. Une seule chose peut alors<br />
la détruire : si on s’en prend à elle directement, « physiquement » : si on la cueille, si on<br />
l’arrache, si un animal la mange, alors le processus est interrompu.<br />
<br />
Dans le cas contraire, après la période de 2 à 3 mois, en une nuit, la plante mourra<br />
complètement : la fleur, les feuilles, .. tout. Au matin, il n’en restera rien qu’un reste de<br />
plante complètement desséché. Au cours de la nuit, un être minuscule en sera sorti et toute la<br />
vie de la plante sera passée dans cet être minuscule, ce qui explique l’état de la plante au<br />
matin. Cet être minuscule qui mesure entre 5 et 10 cm, c’est une petite fée.<br />
Elle restera dans cet état de « petite fée » pendant une année complète et elle entamera ainsi sa<br />
phase d’apprentissage. Les petites fées ont une capacité incroyable d’apprentissage : durant<br />
sa première année, elle écoutera le vent, la pluie, les animaux et apprendra leur langage. Ces<br />
petits êtres sont ailés mais ils ont aussi la capacité de se rendre invisibles et ne se montrent<br />
que très exceptionnellement. Rares sont ceux qui peuvent affirmer avoir vu une fée. Elles ont<br />
aussi l’occasion d’apprendre le langage des hommes puisqu’elles les rencontrent aussi<br />
pendant leur apprentissage..<br />
<br />
Après cette année d’apprentissage, une mutation se produit et la petite fée devient une fée : en<br />
une nuit, le petit être qui n’a pas grandi depuis son apparition atteint la taille d’environ 150 à<br />
170 cm. Il n’y a pas d’autre transition entre le passage de petite fée à celui de fée.<br />
Les fées passent leur vie dans les bois et les forêts. Si elles sont apparues dans la campagne,<br />
en général, elles se réfugient très vite dans la région boisée la plus proche pour ne plus en<br />
sortir. Elles vivent seules mais elles ont beaucoup de contacts avec les animaux qui sont plus<br />
que des amis. Les animaux les acceptent d’autant plus facilement qu’elles connaissent leur<br />
langage. Elles apparaissent volontiers aux animaux mais pratiquement jamais aux hommes.<br />
Elles ne sont pas agressives mais détestent les hommes et se défendent quand elles ou ceux<br />
qu’elles aiment sont en danger. Elles aiment la nature mais les hommes détruisent la nature.<br />
Elles vivent dans les forêts et les hommes suppriment les forêts. Elles aiment les animaux et<br />
les hommes tuent les animaux, parfois même pour le plaisir, par pur sadisme. Alors,<br />
forcément, les hommes et les fées ne sont pas faits pour vivre ensemble. Ca explique<br />
pourquoi elle n’apparaissent normalement jamais aux hommes. D’ailleurs, la plupart de ceux<br />
qui ont vu une fée en sont morts : les fées sont impitoyables et pour elles, la vengeance est<br />
une sorte de justice. Elles peuvent être armées, mais la plupart du temps elles se contentent<br />
de leurs pouvoirs magiques. Si une fée apparaît à un être humain, en général, c’est pour lui<br />
demander des comptes, et l’addition est toujours très élevée. Un être humain n’a aucune<br />
chance contre une fée : quand elle décide d’apparaître, c’est qu’elle a déjà évalué la situation<br />
et pour l’être humain, il est déjà trop tard.<br />
<br />
Dans la plupart des cas, la fée est accompagnée d’un animal particulier, un animal qu’elle a<br />
choisi parmi tous les hôtes de la forêt. Ca peut être un peu n’importe quoi : un hibou, un<br />
lapin, un renard, un loup, un ours ou même une licorne…<br />
Car si les licornes ont maintenant disparu, elles ont pourtant existé. C’était un animal sauvage<br />
qui vivait dans les bois et qui n’avait pas beaucoup d’ennemis : avec sa corne, en chargeant,<br />
elle était capable de transpercer un gros sapin, alors les prédateurs pouvaient bien se tenir. La<br />
licorne tenait sa force dans sa corne qui était extrêmement solide et pratiquement<br />
indestructible. C’est un peu étonnant mais c’est justement à cause de cette corne que les<br />
licornes ont disparu car malheureusement pour elles, il y avait les hommes.<br />
<br />
Très vite, ils se sont intéressés à cette corne qui permettait de fabriquer les meilleurs outils et<br />
les meilleures armes. Alors, ils ont mené une guerre sans merci aux licornes et, devant les<br />
hommes, il y a peu de choses à faire. Tout était bon pour arriver à son but : les pièges, le<br />
poison, la chasse avec des armes. Petit à petit, alors qu’elles étaient des milliers dans les<br />
forêts, le nombre des licornes a diminué. Finalement, il n’en restait plus que quelques<br />
poignées. Malgré tout, la chasse insensée continuait : quand on aurait exterminé la dernière,<br />
on trouverait autre chose, mais dans l’immédiat, la corne des licornes était bonne à prendre et<br />
c’était à qui aurait la dernière…<br />
<br />
C’est à cette époque que Milon ramassait du bois dans la forêt. Il était muni de son arc.<br />
Pendant sa balade, son attention fut attirée par des clameurs non loin de là. Il se dirigea vers<br />
les bruits et ne tarda pas à arriver dans une clairière où une licorne livrait son dernier combat.<br />
C’était une femelle et elle attendait un petit. Une flèche était fichée dans sa croupe et du sang<br />
coulait d’un blessure profonde à son encolure. Elle s’était bien battue : sa corne était rougie<br />
du sang d’un des assaillants qui gisait sans vie au sol mais elle n’aurait pas le dessus. Elle<br />
était blessée et il en restait deux, un armé d’un arc et l’autre d’une longue lance qui la<br />
harcelaient sans cesse.<br />
<br />
Milon n’avait jamais chassé une licorne et n’avait jamais approuvé cette bestialité à l’égard<br />
d’un animal aussi noble. Biens sûr, c’était un homme, donc il tuait des animaux aussi mais<br />
c’était pour manger, par pour l’argent, pas pour le plaisir. Sans hésiter, il encocha une flèche,<br />
banda son arc et interpella les deux compères :<br />
<br />
- Vous deux, là ! Vous arrêtez immédiatement et vous laissez cet animal tranquille.<br />
Les deux chasseurs s’arrêtèrent net. Il n’avait pas entendu Milon arriver mais quand ils virent<br />
qu’il était seul, ils s’enhardirent :<br />
- S’arrêter ? Et pourquoi donc ? C’est une licorne : ça vaut de l’argent ! Qu’est-ce que tu<br />
vas faire si on n’arrête pas ? Qu’est-ce que tu espères ?<br />
- A vrai dire, espérer, je ne sais pas, mais je peux vous dire ce que je vais faire si un seul de<br />
vous deux fait encore un mouvement : j’envoie ma flèche dans le coeur de celui qui tient<br />
l’arc car c’est le plus dangereux (et à cette distance je ne le raterai pas) et le temps que<br />
j’encoche une seconde flèche, il faudra bien que le survivant prenne une décision : ou il<br />
avance faire moi avec sa lance, et pour ça, il devra tourner le dos à la licorne, ou alors, il<br />
attaque la licorne et se prend ma flèche. Alors, vous rangez vos armes, vous embarquez le<br />
corps de votre copain, vous déguerpissez et demain, vous verrez encore le soleil se lever.<br />
Ils hésitèrent un moment mais comme Milon avait l’air bien déterminé il finirent pas<br />
obtempérer en ricanant :<br />
- « On y va mais de toute façon, elle n’en a plus pour bien longtemps… »<br />
<br />
De fait, la licorne avait l’air plutôt gravement blessée et avait besoin de soins. Pour la<br />
soigner, Milon devrait pouvoir l’approcher. Or la licorne est un animal sauvage, elle avait été<br />
traquée et blessée par des hommes. Ce ne serait pas facile de gagner sa confiance. Il était<br />
indécis pendant que de son côté la licorne l’observait avec méfiance mais sans chercher à<br />
l’attaquer.<br />
Milon en était à ses réflexions lorsqu’il sentit un grand souffle derrière lui en même temps<br />
qu’il entendit un bruit bizarre suivit d’une question qui sonnait comme une accusation :<br />
<br />
- « Que faites-vous ! »<br />
<br />
Il fit volte face et se trouva devant une jeune femme. Elle avait de longs cheveux bruns et<br />
était très belle mais son attitude n’avait rien d’amical : son ton avait été sec, son regard était<br />
dur, impitoyable. Milon avait aussi remarqué ses ailes et savait qu’il se trouvait devant une<br />
fée. Ainsi donc, les fées existaient. Ce n’était pas une légende…<br />
<br />
La fée avait aussi entendu les bruits du combat et, arrivée sur les lieux, elle se trouvait devant<br />
un homme armé d’un arc et de sa licorne blessée, le corps transpercé d’une flèche. Car ce<br />
n’était pas simplement « une » licorne, c’était SA licorne. Si elle s’était donné la peine de<br />
l’interpeller, c’est parce qu’elle avait un doute, sans quoi Milon serait déjà mort. Il n’aurait<br />
même pas eu le temps de l’entendre arriver. Ce qui la faisait douter, c’est que, si sa licorne<br />
était blessée, elle avait encore assez de ressources pour se défendre. Or, elle était<br />
étonnamment calme devant son assaillant potentiel pour un animal venant de se faire attaquer.<br />
Les fées ne tuent pas par plaisir, mais par justice : si l’homme n’avait pas attaqué sa licorne,<br />
elle n’avait aucune raison de le tuer. Elle voulait en avoir le coeur net. Elle se dirigea vers<br />
l’animal et lui demanda ce qui s’était passé (pendant leur année d’apprentissage, les fées<br />
apprennent le langage des animaux). Mais les animaux ne s’expriment pas comme les<br />
hommes et perçoivent les choses différemment, sans beaucoup de nuances. Elle apprit ainsi<br />
que des hommes l’avaient pourchassée jusque dans la clairière, qu’ils l’avaient blessée,<br />
qu’elle s’était défendue, qu’elle en avait même tué un. Et puis un autre était arrivé et les<br />
premiers étaient partis. Ainsi donc, son intuition avait été bonne : il y avait eu autre chose.<br />
Elle se tourna alors vers Milon et demanda simplement :<br />
<br />
- « Alors ? »<br />
<br />
Alors, Milon lui raconta : la promenade, les clameurs, les chasseurs. Après ses explications,<br />
la fée s’avança vers lui, le fixa un moment dans les yeux. Ensuite, elle posa une main sur son<br />
front en fermant les yeux. A ce moment, elle sut qu’il lui avait dit la vérité. Elle comprit<br />
qu’il avait sans doute sauvé sa licorne. Elle se radoucit et lui sourit et lui dit simplement :<br />
<br />
- « Merci ».<br />
<br />
Milon proposa son aide pour soigner la licorne. La fée accepta mais uniquement pour enlever<br />
la flèche. Pour le reste, elle connaissait les remèdes qui la remettrait sur pied et n’avait besoin<br />
de personne. L’opération serait douloureuse et la fée l’expliqua à sa licorne qui se la laissa<br />
extraire courageusement.<br />
<br />
Milon conversa avec la fée. Il apprit qu’elle s’appelait Ermelne. C’est elle qui avait choisi<br />
son nom : elle avait entendu parler les humains et les avait entendu prononcer des noms. Elle<br />
en avait choisi un qui lui plaisait. C’est au cours de cette conversation que Milon apprit qui<br />
était les fées et d’où elles venaient. De son côté, Ermelne apprit beaucoup de choses. Elle<br />
savait que les hommes tuaient les animaux mais elle ne connaissait pas leur acharnement à<br />
pourchasser les licornes. Elle avait bien sûr constaté que leur nombre diminuait mais elle<br />
n’avait jamais imagé la cause profonde ni que les dégâts étaient aussi importants.<br />
Quand ils se quittèrent, Milon lui demanda s’il la reverrait. Elle lui répondit que, quand il<br />
serait dans la forêt, il lui suffirait de penser à elle et qu’elle serait là. Elle l’autorisa à parler<br />
d’elle aux humains : peu lui importait qu’on connaisse son existence et quoi qu’il arrive les<br />
hommes ne lui faisaient pas peur. D’ailleurs, elle n’avait pas l’intention d’apparaître aux<br />
hommes : pour ça, il lui fallait une bonne raison…<br />
<br />
Revenu dans son village, Milon raconta donc son histoire, mais, évidemment, personne ne le<br />
crut. Les légendes sur les fées étaient légion et personne n’y croyait vraiment, alors, une de<br />
plus ou une de moins, ce n’est pas ça qui changerait les habitudes et les croyances des<br />
habitants. Milon ne se tracassa pas outre mesure : avant cette rencontre, lui aussi pensait que<br />
les fées n’étaient que des légendes et si quelqu’un lui avait raconté en avoir croisé une dans<br />
les bois, il ne l’aurait sans doute pas cru non plus.<br />
<br />
De son côté, Ermelne avait soigné sa licorne et, après sa conversion avec Milon, elle se sentait<br />
très déprimée. Elle avait appris que tous les hommes n’étaient pas cruels comme elle le<br />
pensait mais d’un autre côté, elle se rendit compte que les jours des licornes étaient comptés :<br />
elle qui était une fée dotée de pouvoirs magiques n’avait pas été à même de sauver la sienne et<br />
sans l’intervention d’un autre homme, sa licorne aurait péri. Si elle n’avait pas été capable<br />
d’être là pour elle, comment pouvait-elle espérer être de quelque secours pour les autres<br />
licornes qui peuplaient encore la forêt ? Une à une, elle disparaîtrait victimes des hommes et<br />
il ne faudrait pas longtemps pour que leur fière race s’éteigne à jamais. Elle considéra sa<br />
licorne et pensa au petit qui naîtrait bientôt… Que deviendrait-il ? Combien de temps<br />
survivrait-il à la tuerie ? Bien sûr, elle le protégerait mais elle venait de faire la cruelle<br />
expérience qu’elle ne serait pas là à tout moment pour lui…<br />
<br />
Les jours passèrent et la licorne se rétablit. Quand il se trouvait en forêt, Milon pensait à<br />
Ermelne et, comme elle lui avait promis, elle lui apparaissait alors. C’est comme ça qu’ils<br />
devinrent amis et qu’il furent deux à s’occuper de la licorne qui finit par s’habituer à cet<br />
homme différent de ceux qu’elle avait connu. Parfois, il arrivait qu’Ermelne n’apparaisse pas.<br />
En fait, si les habitants n’avaient pas cru Milon, ils avaient remarqué qu’il passait beaucoup<br />
de temps en forêt. Certains décidèrent parfois de le suivre discrètement pour en avoir le coeur<br />
net et… rien ne se passait : il ne rencontrait pas de fée et n’appelait personne. Pour les<br />
habitants, ou c’était un menteur, ou il était devenu un peu fou. On ne trompe pas si<br />
facilement une fée et quand Ermelne se rendait compte que Milon était suivi, même de loin,<br />
elle ne lui apparaissait pas mais elle savait que ce n’était pas un piège de sa part car elle savait<br />
qu’elle pouvait lui faire confiance. Et pendant ce temps, le massacre des licornes continuait…<br />
<br />
Au contact d’ Ermelne, Milon avait pris de plus en plus distance par rapports aux hommes. Il<br />
s’était construit une maison à l’orée du bois et vivait en ermite. Il passait beaucoup de temps<br />
dans la forêt avec la fée et la licorne. Et puis, le jour de la naissance arriva : la licorne donna<br />
naissance à un magnifique petit bébé. C’était un mâle très robuste et en pleine santé. Si la<br />
naissance était un heureux événement, elle avait cependant un fond de tristesse quand ils<br />
pensaient au sort des licornes.<br />
<br />
Ermelne avait beaucoup pensé aux licornes, au massacre, à la cause du massacre et elle avait<br />
eu une idée qui pouvait peut-être les sauver. Sa magie pourrait l’aider… A leur naissance,<br />
les licornes n’ont pas encore de corne : juste une légère protubérance sur le front qui se<br />
développe au fur et à mesure de la croissance. Elle commença alors à caresser lentement le<br />
front du bébé licorne en entonnant un chant mystérieux. Elle répéta l’opération chaque jour.<br />
Milon qui passait beaucoup de temps avec elle et qui s’occupait aussi des licornes comprit ce<br />
qui était en train de se passer… Après quelques temps, la protubérance diminua et finit au<br />
bout de quelques semaines par se résorber complètement : la magie d’ Ermelne avait fait son<br />
oeuvre : jamais cette licorne ne serait dotée d’une corne. De plus ce trait était maintenant<br />
héréditaire : toutes les licornes qui seraient fécondées par celle-ci naîtraient sans corne.<br />
Comme elles étaient massacrées pour leur corne, leur tuerie devenait inutile sans cet attribut,<br />
de moins, Ermelne l’espérait… Si les licornes étaient peut-être sauvées, ils étaient quand<br />
même un peu tristes : une licorne sans corne, ce n’est plus vraiment une licorne. Et puis, sans<br />
cette arme pour se défendre, peut-être seraient-elles la proie d’autres prédateurs ? D’un autre<br />
côté, ces prédateurs ne pourraient pas être plus féroces que les hommes, alors pourquoi ne pas<br />
essayer de leur donner cette chance ?<br />
<br />
Le temps passa et la petite licorne grandit. Vint le jour où elle était prête à partir pour<br />
accomplir sa mission. Ermelne qui communiquait avec les animaux avait bien fait son<br />
éducation et lui avait bien expliqué ce qu’il en était. Après avoir fait ses adieux à chacun la<br />
petite licorne devenue grande partit donc vivre sa vie. Sa mère était fort triste : la séparation<br />
avec celui qui restait son petit, savoir qu’on assistait à la fin de ce qu’avait été les licornes,<br />
savoir qu’elle était une des dernières de sa race et savoir que dans celles qui restaient<br />
beaucoup seraient encore massacrée avant que la mutation ne soit accomplie, ça faisait<br />
beaucoup… Elle était couchée en sphinx dans la clairière où avait l’habitude de se réunir le<br />
quatuor. Ermelne qui était une fée et qui comprenait depuis toujours les animaux comprit tout<br />
de suite son désarroi. Alors, elle se dirigea vers elle, s’accroupit et l’enlaça. Elle essaya de la<br />
consoler en lui expliquant encore qu’elle devait retenir que, même si elles étaient différentes,<br />
les licornes étaient maintenant sauvées et que c’était grâce à son petit qu’elles le seraient mais<br />
que pour ça, il devait partir. Assis contre un arbre, Milon dessina la scène.<br />
<br />
Et puis, le temps a passé. Milon a vieilli et a fini par mourir. C’est dans maison du vieil<br />
ermite qu’on a retrouvé le dessin. On s’est souvenu de tout ce qu’il avait raconté : on en a<br />
retenu une nouvelle légende sur les fées, mais est-ce une légende ? Ermelne lui a survécu<br />
longtemps : les fées vivent beaucoup plus longtemps que les êtres humains.<br />
<br />
Plus le temps passe, plus les choses changent, plus le monde change. On ne parle plus des<br />
licornes. Du temps de Milon, c’était pourtant un animal habituel : c’était les fées qui faisaient<br />
partie des légendes. Les dernières licornes furent massacrées ou eurent la chance de mourir<br />
de vieillesse pendant que leurs « mutantes » commençaient à a se développer. Les hommes<br />
furent étonnés de voir ces animaux étranges qui ressemblaient aux licornes mais n’avaient pas<br />
de corne. Sans leur corne, ils n’avaient pas d’intérêts et on les laissa tranquille. On les appela<br />
des « chevaux ». Ils durent changer leurs habitudes : sans leur arme, la vie dans la forêt était<br />
devenue trop dangereuse alors, ils prirent l’habitude de vivre dans les prairies ou dans les<br />
plaines. Les hommes finirent par leur trouver une utilité pour les aider dans leur travail ou<br />
leurs déplacements. Un animal étrange : il est sauvage mais en même temps il s’habitue<br />
tellement vite et si bien aux hommes… Peut-être parce que leur ancêtre commun descendait<br />
d’un animal sauvage mais avait aussi été élevé par un homme qui au point de départ lui avait<br />
quelque part sauvé la vie ? Il y a des choses qui restent dans les gènes et qui ne s’oublient<br />
jamais.<br />
<br />
Et puis, les chevaux se sont retrouvés partout et on a fini par oublier les licornes qui sont elles<br />
aussi entrées dans la légende.<br />
<br />
Plus personne maintenant ne veut croire que les licornes ont existé. Et pourtant, elles ont bel<br />
et bien existé. La preuve c’est que les chevaux existent.<br />
<br />
Du temps de Milon, c’étaient les fées qui étaient des légendes pourtant elles aussi existaient<br />
mais elles sont invisibles. Contrairement aux licornes, elles existent sans doute encore :<br />
comme elles sont invisibles, on ne peut pas les détruite. Si un jour au cours d’une promenade,<br />
on voit une jolie fleur dans la campagne non loin d’un bois, une fleur dont les feuilles et toute<br />
la plante sont impeccables, sans le moindre défaut alors que les autres qui l’entourent sont<br />
moins en forme, c’est sans doute qu’une petite fée en sortira bientôt.<br />
<br />
On ne me croit pas et pourtant,<br />
<br />
«Cette histoire est vraie puisque je l'ai inventée...» (Boris Vian – « L'Écume des Jours")<br />
<br />
1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-62531610076525739202017-06-07T09:08:00.002-07:002017-06-07T09:08:51.335-07:00LE MONDE. POURRISSANT...<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8-YcRcypC4kfhtejM4_Tr_pzf_SSCBuGEcK5V-T7CDXMkqq5jT3JhLtw_tYix7RGfTSXkKXGKu1FjpIDgLZ4Zj8eOL8wO6nLGRTBkSOBlxzm_L9tNw7bfvTILjyctkmKd4rGrmLbuU8k/s1600/P1040124.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8-YcRcypC4kfhtejM4_Tr_pzf_SSCBuGEcK5V-T7CDXMkqq5jT3JhLtw_tYix7RGfTSXkKXGKu1FjpIDgLZ4Zj8eOL8wO6nLGRTBkSOBlxzm_L9tNw7bfvTILjyctkmKd4rGrmLbuU8k/s320/P1040124.JPG" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<div class="ob-section ob-section-html">
Un vieil homme se crevait encore au boulot<br />
A tracter sur d'impossibles rails<br />
Un trop lourd chariot<br />
Il fallait porter là-bas chez de plus riches<br />
Cette montagne qu'on avait ici brisée<br />
Parce que ces riches l'avaient achetée<br />
Pour consolider des remparts, disait-on<br />
<br />
Un jour le vieil homme usé<br />
N'eut plus la force de tirer<br />
Et son chariot bloqua la suite du défilé<br />
Alors, ils ont tué le vieux,<br />
Jeté sa dépouille aux ordures<br />
Et donné sa place à un jeunot<br />
Content de sortir du statut "Chôme et désespère"<br />
Pour celui de "Marche puis crève"<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT1y-MFaDaIYi1Dy0Jk2JX4G-lYd-1WFqlj-tPiMsoLaVk6sJUVxNWKV1bnkFjL6u_6TdRyZUQtP3txeZDXSY-EsoPBw83GiHWRr9gDlVTOzkAQl-y8tuHBri1MmFnwajsPgyDDpsXM0c/s1600/P1040120.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT1y-MFaDaIYi1Dy0Jk2JX4G-lYd-1WFqlj-tPiMsoLaVk6sJUVxNWKV1bnkFjL6u_6TdRyZUQtP3txeZDXSY-EsoPBw83GiHWRr9gDlVTOzkAQl-y8tuHBri1MmFnwajsPgyDDpsXM0c/s320/P1040120.JPG" width="320" /></a></div>
<br />
<br />
Toujours vêtus de blanc<br />
Les cheikhs n'ont jamais signe de chèques en blanc<br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQLOSKGbZMEzzHuSxZOfRHv0emS6vrETqSHHuWYzX7ipn5g6GClaMvCPKjXlU4VqswJ5JYVvlzhZ0LlGdT4XKgWnRCLzkGrcWqUd_CY6RNDghjjl8a1uD7_B8tg1IgN7sabHQEKoPlIio/s1600/P1040123.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQLOSKGbZMEzzHuSxZOfRHv0emS6vrETqSHHuWYzX7ipn5g6GClaMvCPKjXlU4VqswJ5JYVvlzhZ0LlGdT4XKgWnRCLzkGrcWqUd_CY6RNDghjjl8a1uD7_B8tg1IgN7sabHQEKoPlIio/s320/P1040123.JPG" width="320" /></a></div>
</div>
1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-52994985063495217482017-06-04T12:43:00.001-07:002017-12-10T09:12:10.324-08:00CONDOLéANCES<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRsu5MyDOSh54Z13FuGa_gypw9XBWYUuTeA__MmaJFpJcZH0jPxs89wXSdQ4p40fCy3jOlT20yhJ2V5AOELDs0AWWVaNBPHzHXHwWh5GeWGUKra6zRuu-XjpgH2wkCf923xcu_Nurj5cc/s1600/P1030962.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRsu5MyDOSh54Z13FuGa_gypw9XBWYUuTeA__MmaJFpJcZH0jPxs89wXSdQ4p40fCy3jOlT20yhJ2V5AOELDs0AWWVaNBPHzHXHwWh5GeWGUKra6zRuu-XjpgH2wkCf923xcu_Nurj5cc/s320/P1030962.JPG" width="320" /></a></div>
<br />
<br />
<br />
<div class="ob-section ob-section-html">
Un jour un vague corbillard<br />
<br />
Quatre valeureux fossoyeurs<br />
<br />
Pour ce dernier voyage<br />
<br />
A l'ombre de sourires en pleurs<br />
<br />
A l'ombre de sourires en fleurs <br />
<br /></div>
<br />1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-39254882912332904362017-05-31T07:53:00.001-07:002017-05-31T07:53:20.333-07:00COQUELICOT...<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyqzSKGFs1JagVQUkJxYEKJdwnX4bslWNPl1Fwqph_k34MWAxqEvBM8NzbvARTmi8cN13OMPH3tDeh5AeU6U-t5kCziZ5TBfjCtMak_TBjvtsC2plnh2WX3BfNLYXyKLgCD_vhnpds5lc/s1600/P1040117.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyqzSKGFs1JagVQUkJxYEKJdwnX4bslWNPl1Fwqph_k34MWAxqEvBM8NzbvARTmi8cN13OMPH3tDeh5AeU6U-t5kCziZ5TBfjCtMak_TBjvtsC2plnh2WX3BfNLYXyKLgCD_vhnpds5lc/s320/P1040117.JPG" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
Mouloudji :<br />
<br />
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:RelyOnVML/>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>FR</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tableau Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
<br />
<div style="margin-left: 46.35pt;">
<br /></div>
<div style="margin-left: 46.35pt;">
<a href="https://www.google.be/?gws_rd=ssl#q=mouloudji+comme+un+coquelicot">https://www.google.be/?gws_rd=ssl#q=mouloudji+comme+un+coquelicot</a></div>
1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-48599166279691541102017-05-19T07:49:00.001-07:002017-05-19T08:26:24.015-07:00EPHéMéRITéIl fut un temps où<br />
<br />
La crémière et la rose<br />
<br />
Etaient les belles du village<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiV0Of8MoBHFpOBPGoGSO1zLvEQ2_rRvZbJKwXFskP1Ps4yOCUM-sBIMZ-uTDaa5gvZ6xgrt6Tmw17fZGrH0ohaiq7EHEsr-pwEw_lU9PD6wmM68LLjtPd2lPqkfIaGfwbArjke0s6YqJc/s1600/P1030803.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiV0Of8MoBHFpOBPGoGSO1zLvEQ2_rRvZbJKwXFskP1Ps4yOCUM-sBIMZ-uTDaa5gvZ6xgrt6Tmw17fZGrH0ohaiq7EHEsr-pwEw_lU9PD6wmM68LLjtPd2lPqkfIaGfwbArjke0s6YqJc/s320/P1030803.JPG" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHDvOma3NkYync1Nwnpe5U22dpRm1uDVzaSGr_6uPVfyp1DaXWPrrcl0pwsO7Yt66fiCrqPUHebMSVCsd3tCCP3xxWCJcLnMQiUmAk-9zHof4lclAUNbv7q56u_etEORl4vK4frODZhwY/s1600/P1020032.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHDvOma3NkYync1Nwnpe5U22dpRm1uDVzaSGr_6uPVfyp1DaXWPrrcl0pwsO7Yt66fiCrqPUHebMSVCsd3tCCP3xxWCJcLnMQiUmAk-9zHof4lclAUNbv7q56u_etEORl4vK4frODZhwY/s320/P1020032.JPG" width="240" /></a></div>
<br />
<br />
Et les antiques sirènes<br />
<br />
Belles des rivages1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-34274131362482466762017-02-23T10:20:00.000-08:002017-02-23T10:20:04.289-08:00SAUVONS LA BIODIVERSITE<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgek7FgHK4_lh3GY0087tpL0og6vvMJwspdyUE6262kN8eY9PGQSzkT3h0FTjFi6fFt5N8BBS9KlduP_zPJmpryiR0smyTuq_w7EqoqdvpVAEJUnL8MS9DX9vNJl77L9PIS7DqyapR08Ao/s1600/P1030393.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgek7FgHK4_lh3GY0087tpL0og6vvMJwspdyUE6262kN8eY9PGQSzkT3h0FTjFi6fFt5N8BBS9KlduP_zPJmpryiR0smyTuq_w7EqoqdvpVAEJUnL8MS9DX9vNJl77L9PIS7DqyapR08Ao/s320/P1030393.JPG" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-VbrGWy-LRhBoHfg3t1HO4gWJFf5mASSVTBMfYDlKdc21hFR35mPjKu0uSXYlbBMxEo-XfcdEuroYUMszKUS_dn508TDgL6OsAtquStJuqAX7e0Gb7RbYuR1kTUtqdscNImyIK21vj18/s1600/P1030393.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-VbrGWy-LRhBoHfg3t1HO4gWJFf5mASSVTBMfYDlKdc21hFR35mPjKu0uSXYlbBMxEo-XfcdEuroYUMszKUS_dn508TDgL6OsAtquStJuqAX7e0Gb7RbYuR1kTUtqdscNImyIK21vj18/s320/P1030393.JPG" width="240" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div class="ob-section ob-section-html">
Dans son programme, où
l'importance de l'écologie s'allie avec les enjeux économiques, Jean-Luc
Mélenchon s'engage à sauver l'écosystème et la biodiversité.<br />
<br />
"L'activité
humaine est en train de provoquer une sixième grande extinction des
espèces vivantes. La biodiversité recule sous les coups du changement
climatique, des pollutions, du braconnage, etc. La lutte pour la
préservation de cette biodiversité passe évidemment par une action
vigoureuse au niveau international pour lutter contre ces causes. Mais
elle passe aussi par des actes nationaux et locaux..."<br />
<br />
Suivent six mesures qui sont une bouffée d'air frais dans ce monde en décomposition.<br />
<br />
-Refuser les OGM ; gérer durablement l'eau, source de vie ; éradiquer la maltraitance envers les animaux ;...</div>
1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com2tag:blogger.com,1999:blog-2353491243081168300.post-73222739306000665732016-12-31T05:32:00.000-08:002016-12-31T05:32:01.758-08:002017 ! OUF ?<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigsOLOukrnQ5q_pp4m68prJfupfk2_On2kov3VpbJpMIPAFArb0TM1_vNz4kr5EENUCFbtp-1TdPptfFWRntocS8wwGLUClMKVLXBZ1-G0U6V6K34jHMk614Al7MRvIxa_6JS9YN9bWDM/s1600/P1020173.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigsOLOukrnQ5q_pp4m68prJfupfk2_On2kov3VpbJpMIPAFArb0TM1_vNz4kr5EENUCFbtp-1TdPptfFWRntocS8wwGLUClMKVLXBZ1-G0U6V6K34jHMk614Al7MRvIxa_6JS9YN9bWDM/s320/P1020173.JPG" width="221" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Pas de regrets de 2016 ni son lot de calamités : austérité, misère, barbarie, menaces climatiques, guerres et menaces d'extension des conflits,...<br />
<br />
Puisse 2017 nous apporter au-moins un peu de répit, voire même le déclic qui sauverait du naufrage cette Planète à la dérive.<br />
<br />
S'il en est encore temps, bonne année à toutes et tous.<br />
1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-4026866626962138462016-10-19T09:22:00.000-07:002016-10-19T09:22:43.144-07:00AUDE LANCELIN ACCUSE HOLLANDE<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhORPk8oEdp-zWBl-4HjETBZuJHgcJhocItoy0s-8UXVqY2Vy_6JYm4fqXvtt29hCweTa4KLVUf-1gsdlMAIjj0ptAbnpDb8cc7c4JXwYcZTmoA6R81aXFHHpeudMDA_eSKmZ4xhA2wwGs/s1600/P1030511.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhORPk8oEdp-zWBl-4HjETBZuJHgcJhocItoy0s-8UXVqY2Vy_6JYm4fqXvtt29hCweTa4KLVUf-1gsdlMAIjj0ptAbnpDb8cc7c4JXwYcZTmoA6R81aXFHHpeudMDA_eSKmZ4xhA2wwGs/s320/P1030511.JPG" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Quand on est ministre, on ferme sa gueule ou on démissionne, disait Chevènement pour justifier je ne sais plus quoi.<br /><br />Aujourd'hui, apparemment, quand on est journaliste, on ferme sa gueule ou on est viré.<br /><br />Interview récente d'Aude Lancelin, virée de l'Obs en mai, et dont le livre "Le Monde libre" vient de paraître :<br /><br /><a href="http://rmc.bfmtv.com/emission/aude-lancelin-licenciee-de-l-obs-francois-hollande-s-occupe-enormement-des-journalistes-1046235.html" rel="nofollow" target="_blank">http://rmc.bfmtv.com/emission/aude-lancelin-licenciee-de-l-obs-francois-hollande-s-occupe-enormement-des-journalistes-1046235.html</a><br /><br />Rappel des circonstances de son licenciement :<br /><br /><a href="http://www.liberation.fr/futurs/2016/05/19/aude-lancelin-viree-pour-avoir-fait-battre-le-coeur-de-l-obs-trop-a-gauche_1453834" rel="nofollow" target="_blank">http://www.liberation.fr/futurs/2016/05/19/aude-lancelin-viree-pour-avoir-fait-battre-le-coeur-de-l-obs-trop-a-gauche_1453834</a><br /><br />Ce qu'on dit de son ouvrage controversé :<br /><br /><a href="http://russeurope.hypotheses.org/5340" rel="nofollow" target="_blank">http://russeurope.hypotheses.org/5340</a><br /><br />Evidemment, pour se forger une opinion complète et objective, il reste à lire le bouquin. Commandé chez mon libraire.<br /><br />Note
personnelle en attendant : il y a longtemps que j'avais remarqué dans
cet Obs des changements de ton. Déjà pendant la campagne 2012, ils
étaient la carpette de DSK. Jusqu'à l'intervention de Mme Dialo,
intervention qu'on a cru un moment salutaire. Mais Mme Dialo ne nous a
pas sauvés de Hollande, chacun(e) ayant ses limites...<br />
1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-59989832852902867502016-09-05T14:01:00.003-07:002016-09-05T14:01:27.378-07:00OZONE<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibzsdKcjTBIyEYcoQFR7ehQdeA_qyIoCXluGHOiYUcM7jgL_En1YknUPqirmufF47ZHfYseEb84yyF6Ghlzw9P9B_UDstlZZtJd3dFe7IZSxT27JmP0NZ1Osujr5c7_H7NczsLccSJbbY/s1600/P1030515.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibzsdKcjTBIyEYcoQFR7ehQdeA_qyIoCXluGHOiYUcM7jgL_En1YknUPqirmufF47ZHfYseEb84yyF6Ghlzw9P9B_UDstlZZtJd3dFe7IZSxT27JmP0NZ1Osujr5c7_H7NczsLccSJbbY/s320/P1030515.JPG" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Le pic d'ozone<br />
A dépassé l'Himalaya<br />
<br />
Et le carbure<br />
A peur<br />
1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-79155138118709285692016-08-25T08:05:00.001-07:002016-08-25T08:05:44.201-07:00COMME AU QATAR...Victime de la canicule :<br />
<br />
http://www.nordeclair.be/1653866/article/2016-08-25/forchies-la-marche-un-ouvrier-de-46-ans-decede-d-une-crise-cardiaque-sans-doute<br />
<br />
Au Qatar, pour les stades de la future coupe du monde, cela arrive tous les jours.<br />
<br />
Mais ce tragique accident n'aurait jamais dû se produire dans nos contrées qu'on pensait civilisées.<br />
<br />
Comme le dit un des comm à l'article cité ci-dessus : notre époque, c'est "Marche ou crève". Le titre d'un roman poignant de Stephen King. Et aussi la réalité que nous vivons : l'esclavage est bien revenu.<br />
<br />
------------------------------------------------------------<br />
<br />
Pour quand le lien ci-dessus ne s'ouvrira plus, copie de l'article :<br />
-------------------------------------------------------------<br />
<br />
<br /><header>
<h1>
Forchies-la-Marche: un ouvrier de 46 ans décède d'une crise
cardiaque, sans doute suite à la chaleur, alors qu'il travaille sur le
R3</h1>
<div class="auteur">
Rédaction en ligne</div>
<div class="chapeau">
Mauvaise nouvelle en cette fin d’après-midi : on
apprend qu’un ouvrier de 46 ans est décédé des suites d’une crise
cardiaque alors qu’il travaillait avec un collègue sur le R3 à
Forchies-la-Marche. La très forte chaleur de la journée est probablement
en cause.<br />
<br />
La canicule a fait sa première victime ce jeudi 25 août vers 15 heures.
Un ouvrier, âgé de 46 ans, est décédé des suites d’une crise cardiaque.
Il était en train de travailler sur le chantier du R3 à hauteur de
Forchies-la-Marche lorsqu’il est soudain tombé à terre. Comprenant ce
qu’il se passait, son collègue a tenté de le réanimer, en vain. Les
secours sont arrivés rapidement sur place et ont pratiqué une
réanimation pendant plus d’une heure. Mais l’ouvrier est finalement
décédé. La forte chaleur de la journée y est probablement pour quelque
chose. <br />
<br />
------------------------------<br />
<br />
Et aussi copie des comm :<br />
-------------------------------<br />
<br />
<span><abbr class="livetimestamp" data-shorten="true" data-utime="1472136982"></abbr></span><br />
<div class="_3-8y _5nz1 clearfix">
<div class="_ohe lfloat">
<a class="img _8o _8s UFIImageBlockImage" href="https://www.facebook.com/lucie.trannoy" src="https://scontent-cdg2-1.xx.fbcdn.net/v/t1.0-1/p48x48/14102151_10210079263246982_521573577695048470_n.jpg?oh=90341ae429c75ef0641cae4366c0b172&oe=58492E88" target="_blank"><img alt="" class="_1ci img" src="https://scontent-cdg2-1.xx.fbcdn.net/v/t1.0-1/p48x48/14102151_10210079263246982_521573577695048470_n.jpg?oh=90341ae429c75ef0641cae4366c0b172&oe=58492E88" /></a></div>
<div class="">
<div class="UFIImageBlockContent _42ef clearfix">
<div class="">
<div>
<span><a class=" UFICommentActorName" data-hovercard="/ajax/hovercard/hovercard.php?id=1499225735&extragetparams=%7B%22is_public%22%3Afalse%2C%22hc_location%22%3A%22ufi%22%7D" dir="ltr" href="https://www.facebook.com/lucie.trannoy" target="_blank">Lucie Trannoy</a></span><div class="_3-8m">
<div class="_30o4">
<span><span class="_5mdd"><span>Cela ne devrait pas arriver ! Sincères condoléances à la famille, aux amis et les proches <span class="_1gwo" title="émoticône frown"><span class="emoticon emoticon_frown"></span><span class="_skr">:(</span></span></span></span></span><span></span></div>
</div>
<div class="_2vq9 fsm fwn fcg">
<a href="https://www.facebook.com/plugins/feedback.php?api_key=308882989169028&channel_url=http%3A%2F%2Fstaticxx.facebook.com%2Fconnect%2Fxd_arbiter%2Fr%2FuN4_cXtJDGb.js%3Fversion%3D42%23cb%3Df2d0178c8b90d92%26domain%3Dwww.nordeclair.be%26origin%3Dhttp%253A%252F%252Fwww.nordeclair.be%252Ff363d66c4daac5%26relation%3Dparent.parent&href=http%3A%2F%2Fwww.lanouvellegazette.be%2Fnode%2F1653866&locale=fr_FR&numposts=10&sdk=joey&version=v2.1&width=610#">J’aime</a><span role="presentation"> · </span><a href="https://www.facebook.com/plugins/feedback.php?api_key=308882989169028&channel_url=http%3A%2F%2Fstaticxx.facebook.com%2Fconnect%2Fxd_arbiter%2Fr%2FuN4_cXtJDGb.js%3Fversion%3D42%23cb%3Df2d0178c8b90d92%26domain%3Dwww.nordeclair.be%26origin%3Dhttp%253A%252F%252Fwww.nordeclair.be%252Ff363d66c4daac5%26relation%3Dparent.parent&href=http%3A%2F%2Fwww.lanouvellegazette.be%2Fnode%2F1653866&locale=fr_FR&numposts=10&sdk=joey&version=v2.1&width=610#">Répondre</a><span role="presentation"> · </span><span><img alt="" class="_3-8_ _4iy4 img" src="https://www.facebook.com/images/ufi/fbfeed/like.png" />3</span><span role="presentation"> · </span><span><a class="uiLinkSubtle" data-ft="{"tn":"N"}" data-testid="ufi_comment_timestamp" href="http://www.lanouvellegazette.be/node/1653866?fb_comment_id=1068519379864348_1068527046530248" target="_blank"><abbr class="livetimestamp" data-shorten="true" data-utime="1472135728">27 min</abbr></a></span></div>
</div>
</div>
</div>
</div>
</div>
<div class="_3-8y _5nz1 clearfix">
<div class="_ohe lfloat">
<a class="img _8o _8s UFIImageBlockImage" href="https://www.facebook.com/waka.pepe.1" src="https://scontent-cdg2-1.xx.fbcdn.net/v/t1.0-1/p48x48/13901322_111110236005392_913315469487557089_n.jpg?oh=d8ad51bd2a26c5890d5ad69b9977d8a5&oe=585E1D94" target="_blank"><img alt="" class="_1ci img" src="https://scontent-cdg2-1.xx.fbcdn.net/v/t1.0-1/p48x48/13901322_111110236005392_913315469487557089_n.jpg?oh=d8ad51bd2a26c5890d5ad69b9977d8a5&oe=585E1D94" /></a></div>
<div class="">
<div class="UFIImageBlockContent _42ef clearfix">
<div class="">
<div>
<span><a class=" UFICommentActorName" data-hovercard="/ajax/hovercard/hovercard.php?id=100013192478194&extragetparams=%7B%22is_public%22%3Afalse%2C%22hc_location%22%3A%22ufi%22%7D" dir="ltr" href="https://www.facebook.com/waka.pepe.1" target="_blank">Waka Pepe</a></span><div class="_3-8m">
<div class="_30o4">
<span><span class="_5mdd"><span>perdre sa vie pour la gagner...</span></span></span><span></span></div>
</div>
<div class="_2vq9 fsm fwn fcg">
<a href="https://www.facebook.com/plugins/feedback.php?api_key=308882989169028&channel_url=http%3A%2F%2Fstaticxx.facebook.com%2Fconnect%2Fxd_arbiter%2Fr%2FuN4_cXtJDGb.js%3Fversion%3D42%23cb%3Df2d0178c8b90d92%26domain%3Dwww.nordeclair.be%26origin%3Dhttp%253A%252F%252Fwww.nordeclair.be%252Ff363d66c4daac5%26relation%3Dparent.parent&href=http%3A%2F%2Fwww.lanouvellegazette.be%2Fnode%2F1653866&locale=fr_FR&numposts=10&sdk=joey&version=v2.1&width=610#">J’aime</a><span role="presentation"> · </span><a href="https://www.facebook.com/plugins/feedback.php?api_key=308882989169028&channel_url=http%3A%2F%2Fstaticxx.facebook.com%2Fconnect%2Fxd_arbiter%2Fr%2FuN4_cXtJDGb.js%3Fversion%3D42%23cb%3Df2d0178c8b90d92%26domain%3Dwww.nordeclair.be%26origin%3Dhttp%253A%252F%252Fwww.nordeclair.be%252Ff363d66c4daac5%26relation%3Dparent.parent&href=http%3A%2F%2Fwww.lanouvellegazette.be%2Fnode%2F1653866&locale=fr_FR&numposts=10&sdk=joey&version=v2.1&width=610#">Répondre</a><span role="presentation"> · </span><span><img alt="" class="_3-8_ _4iy4 img" src="https://www.facebook.com/images/ufi/fbfeed/like.png" />9</span><span role="presentation"> · </span><span><a class="uiLinkSubtle" data-ft="{"tn":"N"}" data-testid="ufi_comment_timestamp" href="http://www.lanouvellegazette.be/node/1653866?fb_comment_id=1068519379864348_1068527779863508" target="_blank"><abbr class="livetimestamp" data-shorten="true" data-utime="1472135766">28 min</abbr></a></span></div>
</div>
</div>
</div>
</div>
</div>
<div class="_3-8y _5nz1 clearfix">
<div class="_ohe lfloat">
<a class="img _8o _8s UFIImageBlockImage" href="https://www.facebook.com/profile.php?id=100011752297435" src="https://scontent-cdg2-1.xx.fbcdn.net/v/t1.0-1/c0.0.48.48/p48x48/13882641_213705985697810_8257639783056722040_n.jpg?oh=8a76cd8a48345cf3025eae4957e5ee77&oe=584AD7D7" target="_blank"><img alt="" class="_1ci img" src="https://scontent-cdg2-1.xx.fbcdn.net/v/t1.0-1/c0.0.48.48/p48x48/13882641_213705985697810_8257639783056722040_n.jpg?oh=8a76cd8a48345cf3025eae4957e5ee77&oe=584AD7D7" /></a></div>
<div class="">
<div class="UFIImageBlockContent _42ef clearfix">
<div class="">
<div>
<span><a class=" UFICommentActorName" data-hovercard="/ajax/hovercard/hovercard.php?id=100011752297435&extragetparams=%7B%22is_public%22%3Afalse%2C%22hc_location%22%3A%22ufi%22%7D" dir="ltr" href="https://www.facebook.com/profile.php?id=100011752297435" target="_blank">Guy Liguili</a></span><div class="_3-8m">
<div class="_30o4">
<span><span class="_5mdd"><span>Condoléances à la famille et aux proches. Toute la lumière sur ce drame devra être faite notamment par l Inspection du travail.</span></span></span><span></span></div>
</div>
<div class="_2vq9 fsm fwn fcg">
<a href="https://www.facebook.com/plugins/feedback.php?api_key=308882989169028&channel_url=http%3A%2F%2Fstaticxx.facebook.com%2Fconnect%2Fxd_arbiter%2Fr%2FuN4_cXtJDGb.js%3Fversion%3D42%23cb%3Df2d0178c8b90d92%26domain%3Dwww.nordeclair.be%26origin%3Dhttp%253A%252F%252Fwww.nordeclair.be%252Ff363d66c4daac5%26relation%3Dparent.parent&href=http%3A%2F%2Fwww.lanouvellegazette.be%2Fnode%2F1653866&locale=fr_FR&numposts=10&sdk=joey&version=v2.1&width=610#">J’aime</a><span role="presentation"> · </span><a href="https://www.facebook.com/plugins/feedback.php?api_key=308882989169028&channel_url=http%3A%2F%2Fstaticxx.facebook.com%2Fconnect%2Fxd_arbiter%2Fr%2FuN4_cXtJDGb.js%3Fversion%3D42%23cb%3Df2d0178c8b90d92%26domain%3Dwww.nordeclair.be%26origin%3Dhttp%253A%252F%252Fwww.nordeclair.be%252Ff363d66c4daac5%26relation%3Dparent.parent&href=http%3A%2F%2Fwww.lanouvellegazette.be%2Fnode%2F1653866&locale=fr_FR&numposts=10&sdk=joey&version=v2.1&width=610#">Répondre</a><span role="presentation"> · </span><span><img alt="" class="_3-8_ _4iy4 img" src="https://www.facebook.com/images/ufi/fbfeed/like.png" />8</span><span role="presentation"> · </span><span><a class="uiLinkSubtle" data-ft="{"tn":"N"}" data-testid="ufi_comment_timestamp" href="http://www.lanouvellegazette.be/node/1653866?fb_comment_id=1068519379864348_1068527809863505" target="_blank"><abbr class="livetimestamp" data-shorten="true" data-utime="1472135766">28 min</abbr></a></span></div>
</div>
</div>
</div>
</div>
</div>
<div class="_3-8y _5nz1 clearfix">
<div class="_ohe lfloat">
<a class="img _8o _8s UFIImageBlockImage" href="https://www.facebook.com/profile.php?id=100011147046751" src="https://scontent-cdg2-1.xx.fbcdn.net/v/t1.0-1/p48x48/13872895_263416524039914_990960695384398125_n.jpg?oh=5d69208bc77c1b623af3ef406acd01ab&oe=583EF948" target="_blank"><img alt="" class="_1ci img" src="https://scontent-cdg2-1.xx.fbcdn.net/v/t1.0-1/p48x48/13872895_263416524039914_990960695384398125_n.jpg?oh=5d69208bc77c1b623af3ef406acd01ab&oe=583EF948" /></a></div>
<div class="">
<div class="UFIImageBlockContent _42ef clearfix">
<div class="">
<div>
<span><a class=" UFICommentActorName" data-hovercard="/ajax/hovercard/hovercard.php?id=100011147046751&extragetparams=%7B%22is_public%22%3Afalse%2C%22hc_location%22%3A%22ufi%22%7D" dir="ltr" href="https://www.facebook.com/profile.php?id=100011147046751" target="_blank">Djou Lonardo</a></span><div class="_3-8m">
<div class="_30o4">
<span><span class="_5mdd"><span>Il y a pas beaucouq de patron regarde au loi � condoléances a la famille</span></span></span><span></span></div>
</div>
<div class="_2vq9 fsm fwn fcg">
<a href="https://www.facebook.com/plugins/feedback.php?api_key=308882989169028&channel_url=http%3A%2F%2Fstaticxx.facebook.com%2Fconnect%2Fxd_arbiter%2Fr%2FuN4_cXtJDGb.js%3Fversion%3D42%23cb%3Df2d0178c8b90d92%26domain%3Dwww.nordeclair.be%26origin%3Dhttp%253A%252F%252Fwww.nordeclair.be%252Ff363d66c4daac5%26relation%3Dparent.parent&href=http%3A%2F%2Fwww.lanouvellegazette.be%2Fnode%2F1653866&locale=fr_FR&numposts=10&sdk=joey&version=v2.1&width=610#">J’aime</a><span role="presentation"> · </span><a href="https://www.facebook.com/plugins/feedback.php?api_key=308882989169028&channel_url=http%3A%2F%2Fstaticxx.facebook.com%2Fconnect%2Fxd_arbiter%2Fr%2FuN4_cXtJDGb.js%3Fversion%3D42%23cb%3Df2d0178c8b90d92%26domain%3Dwww.nordeclair.be%26origin%3Dhttp%253A%252F%252Fwww.nordeclair.be%252Ff363d66c4daac5%26relation%3Dparent.parent&href=http%3A%2F%2Fwww.lanouvellegazette.be%2Fnode%2F1653866&locale=fr_FR&numposts=10&sdk=joey&version=v2.1&width=610#">Répondre</a><span role="presentation"> · </span><span><img alt="" class="_3-8_ _4iy4 img" src="https://www.facebook.com/images/ufi/fbfeed/like.png" />2</span><span role="presentation"> · </span><span><a class="uiLinkSubtle" data-ft="{"tn":"N"}" data-testid="ufi_comment_timestamp" href="http://www.lanouvellegazette.be/node/1653866?fb_comment_id=1068519379864348_1068530333196586" target="_blank"><abbr class="livetimestamp" data-shorten="true" data-utime="1472136008">24 min</abbr></a></span></div>
</div>
</div>
</div>
</div>
</div>
<div class="_3-8y _5nz1 clearfix">
<div class="_ohe lfloat">
<a class="img _8o _8s UFIImageBlockImage" href="https://www.facebook.com/philippe.boulanger.58" src="https://scontent-cdg2-1.xx.fbcdn.net/v/t1.0-1/p48x48/12039744_1190508234294565_4021700611030206103_n.jpg?oh=679a1b4ad4564025757214287695f245&oe=583D588E" target="_blank"><img alt="" class="_1ci img" src="https://scontent-cdg2-1.xx.fbcdn.net/v/t1.0-1/p48x48/12039744_1190508234294565_4021700611030206103_n.jpg?oh=679a1b4ad4564025757214287695f245&oe=583D588E" /></a></div>
<div class="">
<div class="UFIImageBlockContent _42ef clearfix">
<div class="">
<div>
<span><a class=" UFICommentActorName" data-hovercard="/ajax/hovercard/hovercard.php?id=100000061987584&extragetparams=%7B%22is_public%22%3Afalse%2C%22hc_location%22%3A%22ufi%22%7D" dir="ltr" href="https://www.facebook.com/philippe.boulanger.58" target="_blank">Philippe Boulanger</a></span><div class="_3-8m">
<div class="_30o4">
<span><span class="_5mdd"><span>il doit y avoir une distribution de boisson fraiche de même</span></span></span><span></span></div>
</div>
<div class="_2vq9 fsm fwn fcg">
<a href="https://www.facebook.com/plugins/feedback.php?api_key=308882989169028&channel_url=http%3A%2F%2Fstaticxx.facebook.com%2Fconnect%2Fxd_arbiter%2Fr%2FuN4_cXtJDGb.js%3Fversion%3D42%23cb%3Df2d0178c8b90d92%26domain%3Dwww.nordeclair.be%26origin%3Dhttp%253A%252F%252Fwww.nordeclair.be%252Ff363d66c4daac5%26relation%3Dparent.parent&href=http%3A%2F%2Fwww.lanouvellegazette.be%2Fnode%2F1653866&locale=fr_FR&numposts=10&sdk=joey&version=v2.1&width=610#">J’aime</a><span role="presentation"> · </span><a href="https://www.facebook.com/plugins/feedback.php?api_key=308882989169028&channel_url=http%3A%2F%2Fstaticxx.facebook.com%2Fconnect%2Fxd_arbiter%2Fr%2FuN4_cXtJDGb.js%3Fversion%3D42%23cb%3Df2d0178c8b90d92%26domain%3Dwww.nordeclair.be%26origin%3Dhttp%253A%252F%252Fwww.nordeclair.be%252Ff363d66c4daac5%26relation%3Dparent.parent&href=http%3A%2F%2Fwww.lanouvellegazette.be%2Fnode%2F1653866&locale=fr_FR&numposts=10&sdk=joey&version=v2.1&width=610#">Répondre</a><span role="presentation"> · </span><span><img alt="" class="_3-8_ _4iy4 img" src="https://www.facebook.com/images/ufi/fbfeed/like.png" />3</span><span role="presentation"> · </span><span><a class="uiLinkSubtle" data-ft="{"tn":"N"}" data-testid="ufi_comment_timestamp" href="http://www.lanouvellegazette.be/node/1653866?fb_comment_id=1068519379864348_1068530666529886" target="_blank"><abbr class="livetimestamp" data-shorten="true" data-utime="1472136028">24 min</abbr></a></span></div>
<div class="_44ri _2pis">
<div class="_3-8y clearfix">
<div class="_ohe lfloat">
<a class="img _8o _8s UFIImageBlockImage" href="https://www.facebook.com/marylene.hallaert" src="https://scontent-cdg2-1.xx.fbcdn.net/v/t1.0-1/c14.4.48.48/p56x56/1935930_1195047832026_5218383_n.jpg?oh=101eb994bc6693fae43d2fdd81d955ec&oe=5843F462" target="_blank"><img alt="" class=" _1cj img" src="https://scontent-cdg2-1.xx.fbcdn.net/v/t1.0-1/c14.4.48.48/p56x56/1935930_1195047832026_5218383_n.jpg?oh=101eb994bc6693fae43d2fdd81d955ec&oe=5843F462" /></a></div>
<div class="">
<div class="UFIImageBlockContent _42ef clearfix">
<div class="">
<div>
<span><a class=" UFICommentActorName" data-hovercard="/ajax/hovercard/hovercard.php?id=1103366310&extragetparams=%7B%22is_public%22%3Afalse%2C%22hc_location%22%3A%22ufi%22%7D" dir="ltr" href="https://www.facebook.com/marylene.hallaert" target="_blank">Marylène Hallaert</a></span><div class="_3-8m">
<div class="_30o4">
<span><span class="_5mdd"><span>Même avec des boissons fraîches, pour moi c'est inhumain de travailler sous ce soleil</span></span></span><span></span></div>
</div>
<div class="_2vq9 fsm fwn fcg">
<a href="https://www.facebook.com/plugins/feedback.php?api_key=308882989169028&channel_url=http%3A%2F%2Fstaticxx.facebook.com%2Fconnect%2Fxd_arbiter%2Fr%2FuN4_cXtJDGb.js%3Fversion%3D42%23cb%3Df2d0178c8b90d92%26domain%3Dwww.nordeclair.be%26origin%3Dhttp%253A%252F%252Fwww.nordeclair.be%252Ff363d66c4daac5%26relation%3Dparent.parent&href=http%3A%2F%2Fwww.lanouvellegazette.be%2Fnode%2F1653866&locale=fr_FR&numposts=10&sdk=joey&version=v2.1&width=610#">J’aime</a><span role="presentation"> · </span><a href="https://www.facebook.com/plugins/feedback.php?api_key=308882989169028&channel_url=http%3A%2F%2Fstaticxx.facebook.com%2Fconnect%2Fxd_arbiter%2Fr%2FuN4_cXtJDGb.js%3Fversion%3D42%23cb%3Df2d0178c8b90d92%26domain%3Dwww.nordeclair.be%26origin%3Dhttp%253A%252F%252Fwww.nordeclair.be%252Ff363d66c4daac5%26relation%3Dparent.parent&href=http%3A%2F%2Fwww.lanouvellegazette.be%2Fnode%2F1653866&locale=fr_FR&numposts=10&sdk=joey&version=v2.1&width=610#">Répondre</a><span role="presentation"> · </span><span><abbr class="livetimestamp" data-shorten="true" data-utime="1472137339">2 min</abbr></span></div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
<div class="_3-8y _5nz1 clearfix">
<div class="_ohe lfloat">
<a class="img _8o _8s UFIImageBlockImage" href="https://www.facebook.com/thierry.gillis" src="https://scontent-cdg2-1.xx.fbcdn.net/v/t1.0-1/c16.4.48.48/p56x56/301696_101098509997078_6690700_n.jpg?oh=b4b2ccf55f3373d76667c2fd7eef7dc4&oe=583C2EB0" target="_blank"><img alt="" class="_1ci img" src="https://scontent-cdg2-1.xx.fbcdn.net/v/t1.0-1/c16.4.48.48/p56x56/301696_101098509997078_6690700_n.jpg?oh=b4b2ccf55f3373d76667c2fd7eef7dc4&oe=583C2EB0" /></a></div>
<div class="">
<div class="UFIImageBlockContent _42ef clearfix">
<div class="">
<div>
<span><a class=" UFICommentActorName" data-hovercard="/ajax/hovercard/hovercard.php?id=100002907871595&extragetparams=%7B%22is_public%22%3Afalse%2C%22hc_location%22%3A%22ufi%22%7D" dir="ltr" href="https://www.facebook.com/thierry.gillis" target="_blank">Thierry Gillis</a></span><div class="_3-8m">
<div class="_30o4">
<span><span class="_5mdd"><span>Ce
matin encore dans l'émission " les grandes gueules" sur RMC ils en
parlaient du pourquoi ne pas décaler dans le temps les travaux pénibles
en cas de fortes chaleurs, une situation fort pénible pour la famille de
la victime sous le coup de cette terrible nouvelle !</span></span></span><span></span></div>
</div>
<div class="_2vq9 fsm fwn fcg">
<a href="https://www.facebook.com/plugins/feedback.php?api_key=308882989169028&channel_url=http%3A%2F%2Fstaticxx.facebook.com%2Fconnect%2Fxd_arbiter%2Fr%2FuN4_cXtJDGb.js%3Fversion%3D42%23cb%3Df2d0178c8b90d92%26domain%3Dwww.nordeclair.be%26origin%3Dhttp%253A%252F%252Fwww.nordeclair.be%252Ff363d66c4daac5%26relation%3Dparent.parent&href=http%3A%2F%2Fwww.lanouvellegazette.be%2Fnode%2F1653866&locale=fr_FR&numposts=10&sdk=joey&version=v2.1&width=610#">J’aime</a><span role="presentation"> · </span><a href="https://www.facebook.com/plugins/feedback.php?api_key=308882989169028&channel_url=http%3A%2F%2Fstaticxx.facebook.com%2Fconnect%2Fxd_arbiter%2Fr%2FuN4_cXtJDGb.js%3Fversion%3D42%23cb%3Df2d0178c8b90d92%26domain%3Dwww.nordeclair.be%26origin%3Dhttp%253A%252F%252Fwww.nordeclair.be%252Ff363d66c4daac5%26relation%3Dparent.parent&href=http%3A%2F%2Fwww.lanouvellegazette.be%2Fnode%2F1653866&locale=fr_FR&numposts=10&sdk=joey&version=v2.1&width=610#">Répondre</a><span role="presentation"> · </span><span><img alt="" class="_3-8_ _4iy4 img" src="https://www.facebook.com/images/ufi/fbfeed/like.png" />2</span><span role="presentation"> · </span><span><a class="uiLinkSubtle" data-ft="{"tn":"N"}" data-testid="ufi_comment_timestamp" href="http://www.lanouvellegazette.be/node/1653866?fb_comment_id=1068519379864348_1068532313196388" target="_blank"><abbr class="livetimestamp" data-shorten="true" data-utime="1472136204">20 min</abbr></a></span></div>
</div>
</div>
</div>
</div>
</div>
<div class="_3-8y _5nz1 clearfix">
<div class="_ohe lfloat">
<a class="img _8o _8s UFIImageBlockImage" href="https://www.facebook.com/PascalDeNaeyer" src="https://scontent-cdg2-1.xx.fbcdn.net/v/t1.0-1/p48x48/14051603_10207193024200961_1271760967011670194_n.jpg?oh=45132592da865ddcee6cad43c094f391&oe=583F4283" target="_blank"><img alt="" class="_1ci img" src="https://scontent-cdg2-1.xx.fbcdn.net/v/t1.0-1/p48x48/14051603_10207193024200961_1271760967011670194_n.jpg?oh=45132592da865ddcee6cad43c094f391&oe=583F4283" /></a></div>
<div class="">
<div class="UFIImageBlockContent _42ef clearfix">
<div class="">
<div>
<span><a class=" UFICommentActorName" data-hovercard="/ajax/hovercard/hovercard.php?id=1143774832&extragetparams=%7B%22is_public%22%3Afalse%2C%22hc_location%22%3A%22ufi%22%7D" dir="ltr" href="https://www.facebook.com/PascalDeNaeyer" target="_blank">Pascal de Naeyer</a> · <div class="_4q1v">
<span><a href="https://www.facebook.com/pages/employ%C3%A9-chez-biotainer/410549872482427" target="_blank">Employé chez biotainer</a> à <a href="https://www.facebook.com/Biotainer.Courcelles/" target="_blank">Biotainer www.biotainer.be</a></span></div>
</span><div class="_3-8m">
<div class="_30o4">
<span><span class="_5mdd"><span>Je
suis passé au moment du drame et voir un drap blanc recouvrire un corp
on a compris que cette chaleur a fait sa 1er victime toutes mes
condoléances vont à sa familles</span></span></span><span></span></div>
</div>
<div class="_2vq9 fsm fwn fcg">
<a href="https://www.facebook.com/plugins/feedback.php?api_key=308882989169028&channel_url=http%3A%2F%2Fstaticxx.facebook.com%2Fconnect%2Fxd_arbiter%2Fr%2FuN4_cXtJDGb.js%3Fversion%3D42%23cb%3Df2d0178c8b90d92%26domain%3Dwww.nordeclair.be%26origin%3Dhttp%253A%252F%252Fwww.nordeclair.be%252Ff363d66c4daac5%26relation%3Dparent.parent&href=http%3A%2F%2Fwww.lanouvellegazette.be%2Fnode%2F1653866&locale=fr_FR&numposts=10&sdk=joey&version=v2.1&width=610#">J’aime</a><span role="presentation"> · </span><a href="https://www.facebook.com/plugins/feedback.php?api_key=308882989169028&channel_url=http%3A%2F%2Fstaticxx.facebook.com%2Fconnect%2Fxd_arbiter%2Fr%2FuN4_cXtJDGb.js%3Fversion%3D42%23cb%3Df2d0178c8b90d92%26domain%3Dwww.nordeclair.be%26origin%3Dhttp%253A%252F%252Fwww.nordeclair.be%252Ff363d66c4daac5%26relation%3Dparent.parent&href=http%3A%2F%2Fwww.lanouvellegazette.be%2Fnode%2F1653866&locale=fr_FR&numposts=10&sdk=joey&version=v2.1&width=610#">Répondre</a><span role="presentation"> · </span><span><img alt="" class="_3-8_ _4iy4 img" src="https://www.facebook.com/images/ufi/fbfeed/like.png" />1</span><span role="presentation"> · </span><span><a class="uiLinkSubtle" data-ft="{"tn":"N"}" data-testid="ufi_comment_timestamp" href="http://www.lanouvellegazette.be/node/1653866?fb_comment_id=1068519379864348_1068532456529707" target="_blank"><abbr class="livetimestamp" data-shorten="true" data-utime="1472136226">20 min</abbr></a></span></div>
</div>
</div>
</div>
</div>
</div>
<div class="_3-8y _5nz1 clearfix">
<div class="_ohe lfloat">
<a class="img _8o _8s UFIImageBlockImage" href="https://www.facebook.com/rudy.deprez" src="https://scontent-cdg2-1.xx.fbcdn.net/v/t1.0-1/p48x48/13882367_10209930189674073_4344501504162932283_n.jpg?oh=87832c4f78724f10f9a96bfa87d4e2ed&oe=583CD029" target="_blank"><img alt="" class="_1ci img" src="https://scontent-cdg2-1.xx.fbcdn.net/v/t1.0-1/p48x48/13882367_10209930189674073_4344501504162932283_n.jpg?oh=87832c4f78724f10f9a96bfa87d4e2ed&oe=583CD029" /></a></div>
<div class="">
<div class="UFIImageBlockContent _42ef clearfix">
<div class="">
<div>
<span><a class=" UFICommentActorName" data-hovercard="/ajax/hovercard/hovercard.php?id=1314346961&extragetparams=%7B%22is_public%22%3Afalse%2C%22hc_location%22%3A%22ufi%22%7D" dir="ltr" href="https://www.facebook.com/rudy.deprez" target="_blank">Rd Dpz</a></span><div class="_3-8m">
<div class="_30o4">
<span><span class="_5mdd"><span>Ont est simplement revenu au temps de l esclavage..boulot - production.. plus aucune pitié... </span><br /><span>Mais vous inquietez pas les "Gros" ils ont pas ce soucis....</span><br /><span>Comment savent il encore se regarder dans un miroir...</span></span></span></div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</header>1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-30941644465587134082016-07-27T12:42:00.003-07:002016-07-30T00:10:03.669-07:00ENFIN UN PREMIER PASNe plus publier de photos des terroristes, telle est l'intelligente décision de quelques (encore trop rares) medias :<br />
<br />
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
</style>
<![endif]--><br />
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves>false</w:TrackMoves>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>FR-BE</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tableau Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
<a href="http://www.nordeclair.be/1631797/article/2016-07-27/des-medias-francais-decident-de-ne-plus-publier-de-photos-des-auteurs-d-attentat">http://www.nordeclair.be/1631797/article/2016-07-27/des-medias-francais-decident-de-ne-plus-publier-de-photos-des-auteurs-d-attentat</a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Puisque le texte contenu dans le lien finira par disparaître, je cite l'article : </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
------------------------------------------</div>
<h1>
Des médias français décident de ne plus publier de photos des auteurs
d'attentats pour ne pas mettre sur un même pied victimes et terroristes</h1>
Des médias français comme la chaîne d’info BFMTV, les quotidiens Le Monde et
La Croix ont décidé de ne plus publier de photos des auteurs d’attentats «pour
éviter d’éventuels effets de glorification posthume» ou «ne pas mettre au même
niveau victimes et terroristes».<br />
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="mso-fareast-language: FR-BE; mso-no-proof: yes;"></span></div>
<br />
«<i>A la suite de l’attentat de Nice, nous ne publierons plus de
photographies des auteurs de tueries, pour éviter d’éventuels effets de
glorification posthume</i>», écrit le directeur du Monde, Jérôme Fenoglio,
dans un éditorial mercredi. «<i>Nous nous sommes rendu compte après l’attentat
de Nice que nous étions très mal à l’aise avec une série de photos, issue du
passé des auteu</i>rs», a-t-il expliqué à l’AFP.<br />
«<i>Il ne faut pas cacher les faits, ou le parcours de ces tueurs, c’est
pourquoi nous ne sommes pas favorables à leur anonymat, mais leurs photos ne
sont pas utiles pour décrire leur parcours</i>», poursuit-il. <br />
«<i>Nous avons pris la décision hier soir de ne plus diffuser des photos de
terroristes à l’antenne, jusqu’à nouvel ordre. La réflexion était engagée dans
la rédaction depuis un certain temps. Elle s’est accélérée après Nice, avec la
répétition de ces tragédies</i>», a annoncé à l’AFP Hervé Béroud, le directeur
de la rédaction de BFMTV. «<i>La photo a une portée symbolique et
emblématique, surtout sur une chaîne d’information en continu avec de nombreux
journaux et donc des diffusions répétées. La photo peut mettre au même niveau
victimes et terroristes</i>.»<br />
La chaîne continuera toutefois de diffuser le nom des auteurs d’attentat. «<i>Cet
élément a été donné en direct par le procureur (de la République de Paris,
François) Molins. Toute la difficulté de ce débat est de prendre garde aussi de
ne pas renoncer à informer</i>», explique-t-il.<br />
<br />
<div style="mso-outline-level: 3;">
<b><span style="font-size: 18.0pt;">« Pas
tenable »</span></b></div>
«<i>On ne publiera que le prénom et l’initiale du nom et pas de photo</i>»,
a annoncé à l’AFP François Ernenwein, rédacteur en chef au quotidien catholique
La Croix, qui doit produire un texte de réflexion sur ses choix «afin de les
argumenter devant nos lecteurs». Sur Twitter, la radio Europe 1 a également
annoncé qu’elle «ne citerait plus les noms des terroristes à l’antenne».<br />
Ce point de vue n’est pas partagé par le quotidien de gauche Libération.
Selon le directeur adjoint du quotidien, Johan Hufnagel, anonymiser les
terroristes n’est pas une position tenable. «imaginez un papier avec les frères
SA et BA, AA, FAM», a-t-il dit à l’AFP, ajoutant toutefois que «le débat sur
l’utilisation de la photo dans le journal et sur le site de Libération est une
discussion permanente depuis l’existence du journal». «Publier les photos de
terroristes et les glorifier, ce n’est pas la même chose. Dabiq (revue de l’EI)
glorifie», a-t-il ajouté.<br />
<br />
---------------------<br />
<br />
J'ai titré "ENFIN UN PREMIER PAS" (dans une lutte efficace contre la sauvagerie) parce que :<br />
<br />
1) Avant de parler de leur lien avec Daech, on a souvent considéré les prédateurs sauvages comme de simples cinglés "solitaires". Avant de se rendre compte qu'il y avait entre eux certains liens. Toute légende, ou première impression, contenant un fond de vérité, considérons qu'il y a une part de vérité dans cette qualification de "loups solitaires" (encore que ce ne soit pas flatteur pour les loups, mais c'est un autre débat).<br />
<br />
Les tueurs qui ont frappé en France, en Belgique, en Allemagne,..., ou auparavant en Norvège ont en effet un côté solitaire. Avec mal de vivre, problèmes avec la société. La plupart si pas tous déjà délinquants et "bien connus de la justice"-ce qui est un comble, car que font en liberté des individus "suivis (?) pour leur dangerosité ? Encore un autre débat : celui de la justice, ou plutôt du comportement aberrant, pour ne pas dire criminel, de nos palais d'injustice.<br />
<br />
Daech, pour des raisons qu'on pourrait éventuellement comprendre, dit avoir déclaré la guerre aux pays qui bombardent en Syrie. Mais, on pourrait dire habilement, ils ont déclaré une guerre qu'ils disent "sainte". Une charia. Pour participer, suffit de tuer des "infidèles" n'importe où et par n'importe quel moyen. Avec ce système simpliste (plus fort encore que notre vieux système D), facile de recruter n'importe où les paumés, ceux qui se croient, ou qui veulent se croire, damnés de la terre.<br />
<br />
Que sont ces "soldats" dont on s'étonne parfois de la radicalisation rapide ?<br />
Simplement des psychopathes dangereux parce qu'en plus suicidaires : leur vie ne leur semble plus valoir la peine d'être vécue, ils préfèrent la mort, ils aiment la mort.<br />
Mais :<br />
a) Ils n'ont pas envie de mourir tout seuls anonymement ;<br />
b) Ils veulent laisser une trace. Ils veulent donc qu'on parle d'eux. Tant qu'on parle d'eux, c'est comme s'ils vivaient encore un peu. C'est leur façon de vivre dans la mort qu'ils se sont mis à aimer...<br />
<br />
2) Ceci posé, on comprendra qu'en faisant leur pub post mortem, on continuera de leur dérouler un tapis rouge. Ils pensent avoir raté leur vie (soit parce que révoltés contre la société, genre anars, soit pour raisons existentielles, le vocable "existentiel" signifiant ici qui n'existe pas dans le réel).<br />
Mais au-moins, ils vont réussir leur mort, puisqu'il y aura les photos dans les journaux.<br />
<br />
L'illusoire paradis d'Allah avec ses 70 gonzesses, je ne pense pas qu'ils y croient plus que moi. Mais avec beaucoup de photos dans beaucoup de medias, il y aura bien 70 et même plus petites connes à se pâmer devant leur air angélique...<br />
Je suppose que vous avez remarqué comme moi que ces photos de tueurs sont la plupart du temps choisies comme pour des starlettes, avec pose, sourire et tout.<br />
<br />
Voilà pourquoi ne plus publier leurs photos me paraît la meilleure initiative qu'on ait prise depuis maintenant des années. Mais il faut accepter d'aller encore plus loin, n'en déplaise à la pesante bien pensance.<br />
<br />
3) Des solutions.<br />
<br />
Daech recrute nos paumés via internet. Envisageons une coopération avec Anonymus pour bloquer les messages internet de Daech.<br />
J'entends hurler les imbéciles qui ne disent pourtant rien de nos alliances malsaines avec Turquie, Arabie ou Qatar.<br />
<br />
Pas de photo, c'est déjà pas mal. Si en plus il n'y avait pas de nom ni prénom ni initiale, ce serait parfait. Car dans ces conditions, les cinglés qui recherchent une "gloire" post mortem qu'ils savent ne jamais pouvoir gagner de leur vivant n'auraient plus, du moins j'espère, aucune motivation.<br />
<br />
Pas de photo, pas de nom...Et la liberté d'informer ?, vont gueuler les inconscients.<br />
Petite remarque : que le prédateur s'appelle Ali, Benoît, Thor ou XYZ, qu'est-ce que ça peut nous faire ?<br />
"Nous sommes en guerre", disait encore Hollande récemment. Guerre = loi martiale. Donc l'ennemi actuel n'a plus de nom. On le lui retire. Il s'appellera prédateur anonyme. Pour l'éternité.<br />
<br />
Evidemment, y'a des risques de dérapages (multiplication bizarre des anonymes)...<br />
Mais ce sont les risques à courir pour tenter de sauver des vies.<br />
<br />
S'il en est encore temps<br />
<br />
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>FR-BE</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tableau Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">En guise
de conclusion</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Pour conclure, un mot, comme une bouteille à la mer, aux révoltés, aux
désespérés</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Il y a plusieurs causes qui peuvent mener à la révolte ou au désespoir.
Un mot d’abord aux personnes monoparentales qui, affrontant soudain des
conditions invivables, choisissent de mourir avec enfant(s) mort(s) aussi. </span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">1<span style="font: 7.0pt "Times New Roman";"> -
</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">La trop courte vie du ou des enfants ne lui(leur)
aura presque rien permis de découvrir puis éventuellement d’apprécier.</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">2 <span style="font: 7.0pt "Times New Roman";"> -
</span></span></span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Quelle que soit la profondeur du mal être, l’abysse
de la précarité, la violence du choc dans ce mur noir<b style="mso-bidi-font-weight: normal;">, il doit exister quelque part une main prête à se tendre</b> (ne
fut-ce que pour aider à diverses démarches administratives). A <b style="mso-bidi-font-weight: normal;">vous</b> de découvrir cette main avant
l’irréparable.<br />
</span><span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
Voyons maintenant les<span style="mso-spacerun: yes;">
</span>désespérés prêts à mourir à cause d’une société qui ne leur convient
plus. Je précise d’abord que beaucoup de gens sont d’accord avec le fait que
beaucoup de choses doivent changer, et même impérativement, dans notre société.
Dans nos sociétés.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Un premier « détail », détail de l’Histoire comme
fut dit un jour :</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
un seul<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;">minable</b><span style="mso-spacerun: yes;">
</span>% de la population mondiale détient 50 % des richesses de notre planète
en dérive. Pendant que 50 % de cette population mondiale devrait survivre mais
meurt lentement en ne disposant que d’un % de cette même richesse mondiale. </div>
<div class="MsoNormal">
Voilà la principale si pas la seule inéquation abjecte qu’il
faut réguler d’urgence.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Qui</b> va se lever
pour réguler l’inéquation de l’abjection ? Les malheureux 50 % d’humains
qui meurent de faim en ce<span style="mso-spacerun: yes;"> </span>XXIème siècle,
à cette époque où il y a du fric pour les bombes, les atomes ou le massacre de
l’environnement au nom du pèze ? Ou les 49 % de « classes
moyennes » que nous sommes encore<span style="mso-spacerun: yes;"> </span>à
survivre entre deux eaux, avec 49 % des ressources planétaires ?</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="mso-spacerun: yes;"> </span>Attention</b> : l’objectif des
intouchables du clan 1 %, c’est de pousser<span style="mso-spacerun: yes;">
</span>de plus en plus de monde dans la misère des 50 % actuels qui augmentent
un peu tous les jours à cause de robotisation etc…</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Je crois qu’actuellement, les désespérés révoltés, ou révoltés
désespérés, se partagent encore en trois groupes : tendance extrême
gauche, tendance extrême droite ou tendance anar, çàd ni l’un ni l’autre.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Extrême gauche</b></div>
<div class="MsoNormal">
Vous êtes du style CCC et vous voulez exploser le
supermarché du coin, à cause de la saleté de société de consommation.
Attention : vous êtes devenu terroriste, on ne parlera pas de vous, vous
finirez dans la poubelle des prédateurs anonymes. <b style="mso-bidi-font-weight: normal;">Si</b> vous voulez devenir un héros, attaquez-vous plutôt à l’un des
« maîtres du monde » évoqués dans le 1 % de possédants. Qui
sont-ils ? Deux pistes : Empires financiers. Je dis bien <b style="mso-bidi-font-weight: normal;">Empire</b>, pas agence bancaire locale du
coin. Ou « Nouvel ordre mondial »…Alors, vous serez (peut-être) un
héros, et vous aurez votre photo dans les journaux…</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Extrême droite</b></div>
<div class="MsoNormal">
Vous voulez surtout massacrer de
« l’étranger » ? Allez donc vous frotter à Daech sur place, en
Syrie. Ou chez ses complices. Au lieu de prédateur anonyme, vous serez un
héros. Avec photos etc…</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Simplement <span style="mso-spacerun: yes;"> </span>anar</b></div>
<div class="MsoNormal">
Vous en avez marre, et vous voulez entraîner d’autres
personnes. (dans la mort).<span style="mso-spacerun: yes;"> </span>Préparez
plutôt un suicide solitaire mais spectaculaire. Par exemple vous jeter du haut
du Mont Blanc ou quelque chose comme ça. En ayant pris soin de convoquer presse
à sensation et téléréalité pour le moment suprême. Au lieu d’un anonyme, vous
serez une grande star, avec photos etc…<br />
<br />
<br />
------------------------------------------------------------------------------<br />
<br />
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>FR-BE</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tableau Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">Sur un peu le même
thème que ce qui précède, cette très intéressante mise au point du journaliste
Jean-Claude Guillebaud :</i></div>
<div class="MsoNormal">
<a href="http://www.lavie.fr/debats/bloc-notes/lutte-contre-daech-cessons-de-tricher-20-07-2016-74882_442.php">http://www.lavie.fr/debats/bloc-notes/lutte-contre-daech-cessons-de-tricher-20-07-2016-74882_442.php</a><span class="MsoHyperlink"></span></div>
<div class="MsoNormal">
<span class="MsoHyperlink"><span style="color: black; mso-themecolor: text1; text-decoration: none; text-underline: none;"><span style="mso-spacerun: yes;"> </span><i style="mso-bidi-font-style: normal;">(de
nouveau, comme ce que contient le lien finira par s’effacer, ci-dessous copie
de l’article</i>)</span></span></div>
<div class="MsoNormal">
<br /></div>
<h1>
Lutte contre Daech : cessons de tricher </h1>
<div class="metadata">
<span class="author">Jean-Claude Guillebaud, journaliste,
écrivain et essayiste</span> publié le 20/07/2016 </div>
<div class="MsoNormal">
<br /></div>
Le Mal a toujours un coup d’avance. Inspiré de Charles Péguy, cet aphorisme
s’applique de façon troublante à l’effroyable tuerie de Nice. Et plus
généralement à notre posture face au (supposé) terrorisme. Il ne suffit pas de
prendre la pose et de « dénoncer » l’islamisme. Il faut faire
attention à ne pas tricher. Cela nous ramène, paradoxalement, à Hillary
Clinton. Pourquoi ? Bien sûr, nous souhaitons ardemment la victoire de
cette dernière contre l’imprévisible – et dangereux – Donald Trump.
Mais pas au prix d’une entourloupe. Qu’est-ce à dire ?<br />
<br />
<strong>Petit rappel : la vraie matrice idéologique du djihadisme
mondial,</strong> c’est l’islam dans sa version wahhabite, c’est-à-dire
l’Arabie saoudite. Jusqu’alors, on fermait assez lâchement les yeux. Après le
massacre du 12 juin à Orlando, Hillary Clinton avait enfin osé évoquer le
rôle ambigu de ce royaume, pourvoyeur de fonds destinés aux tueurs djihadistes.<em>
« Il est plus que temps,</em> avait-elle dit, <em>que les Saoudiens, les Qataris,
les Koweïtiens et d’autres empêchent leurs ressortissants de financer des
organisations extrémistes. » </em>Enfin, avait-on pensé, les Américains
– qui n’ont plus besoin du pétrole arabo-persique – ont le courage
d’en finir avec leur complaisance pour les monarchies du Golfe. Hélas, d’autres
informations ont immédiatement recadré cette prétendue audace. Elles tiennent
en peu de mots : la Fondation Clinton, qui soutient, indirectement, la
campagne d’Hillary, est largement financée par… l’Arabie saoudite. La
confirmation est venue du prince saoudien lui-même, Mohammed ben Salman
al-Saoud (vice-prince héritier). Il a déclaré que l’Arabie saoudite avait versé
à ladite fondation <em>« plus de 20% »</em> du coût de la campagne de
Madame Clinton. Et cela,<em> « bien qu’il s’agisse d’une femme »</em>
(sic). On imagine le parti que les terroristes pourront tirer d’un tel double
jeu de l’Occident qu’ils jugent « décadent ».<br />
<br />
<strong>Gardons-nous pourtant de donner des leçons aux Américains. </strong>Nous-mêmes,
Français, sommes-nous très clairs dans nos rapports intéressés avec les
bédouins multimilliardaires d’Arabie saoudite ? Ce sont nos
« nouveaux » amis. Ils achètent nos armes, nos missiles et nos
navires de guerre. Alors, nous aussi, nous fermons les yeux. Pour complaire aux
Saoudiens, le 4 mars, notre Président a même décoré de la Légion d’honneur
le prince héritier Mohammed ben Nayef al-Saoud. L’opposition de droite,
soucieuse elle aussi de favoriser nos industries d’armement, n’aurait sans
doute pas agi différemment. Et alors ? Réfléchissons d’abord à notre
propre responsabilité de citoyen. Avons-nous protesté assez fort contre cette
priorité indécente accordée aux gros sous ? Pas sûr. Gardons en mémoire la
remarque sans appel du juge Marc Trévidic, ancien responsable du pôle
antiterroriste de Paris, après les attentats du Bataclan : <em>« Proclamer
qu’on lutte contre l’islam radical tout en serrant la main au roi d’Arabie
saoudite revient à dire que nous luttons contre le nazisme tout en invitant
Hitler à notre table. »</em><br />
<br />
<strong>Certes, les Saoud ne sont pas tout à fait Hitler. N’empêche ! </strong>Leurs
bombardements aveugles des chiites au Yémen sont d’une rare sauvagerie. Au
fait, pourquoi parle-t-on si peu de cette guerre que mènent nos
« amis » ?<br />
<br />
-------------------------------------------------------------------</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<br />
<br />
<br />
<br />
<br />1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com2tag:blogger.com,1999:blog-2353491243081168300.post-12496689215157978142016-06-13T05:49:00.002-07:002016-06-13T05:49:51.969-07:00ABC d'une agonie<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKZ-4XQK_IQhgbUtmvZKTsBw_eWCF4mHG6TSiM76FzoAlG7OQkX6VP6Ob1zXBOPZ6Et5toMpTzBRihBhHFOjYNL8LGhetoRZr5i3nez3D2Bbvq2TfKEYx5u1w5DMk8jXBQZ7_N4r54Amc/s1600/P1020069.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKZ-4XQK_IQhgbUtmvZKTsBw_eWCF4mHG6TSiM76FzoAlG7OQkX6VP6Ob1zXBOPZ6Et5toMpTzBRihBhHFOjYNL8LGhetoRZr5i3nez3D2Bbvq2TfKEYx5u1w5DMk8jXBQZ7_N4r54Amc/s320/P1020069.JPG" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<b><span style="color: #e62971;">A</span>pocalypse </b>: on dit que ses quatre cavaliers<br />ont rallié les rangs de Daech<br /><br /><b><span style="color: #e62971;">B</span>érézina</b> : nous tentons encore de passer la Bérézina<br />habilement grâce à un pont<br />mais voilà le pont qui s'effondre<br />peut-être à cause du poids de la surpopulation ?<br />
<br />
<span style="color: red;"><b>C</b></span>limat : il y a surchauffe<br />
1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-26900290793144751902016-04-21T11:17:00.001-07:002016-04-21T11:17:48.710-07:00ROLAND, OLIVIER, ETC...<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNDgF8FX91Qa23Qy3tvopmeZA_5zlRaMHfXdnjdz6eNDuDC7UFUNn_2oV-VNtigEnF4XYeuN8EPIeT5e_AkF0Lw-ZXHaEgw26NynWiEiGu1g0iUYWuhQm0pBwXqrIp-98ywCGw0uphbaI/s1600/P1020079.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNDgF8FX91Qa23Qy3tvopmeZA_5zlRaMHfXdnjdz6eNDuDC7UFUNn_2oV-VNtigEnF4XYeuN8EPIeT5e_AkF0Lw-ZXHaEgw26NynWiEiGu1g0iUYWuhQm0pBwXqrIp-98ywCGw0uphbaI/s320/P1020079.JPG" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
A la tête de leur vingtième de cavalerie,<br />
Le capitaine Roland et son lieutenant Olivier<br />
Patrouillaient gaillardement<br />
<br />
Un soir,<br />
Bivouaquant gaiement<br />
Ils ont entonné sur un air connu :<br />
<br />
"Le Ganelon,<br />
Viens nous servir à boire..."<br />
<br />
Mais Ganelon<br />
Qu'on prétendit ensuite félon<br />
Leur a servi<br />
Deux grands verres de cigüe<br />
Et c'est ainsi que sont morts<br />
Deux héros de cette époque <br />
<br />
Félon, Ganelon ?<br />
Il paraît que s'il a agi ainsi<br />
C'est parce qu'il avait horreur d'être traité<br />
Comme un larbin<br />
<br />
Moralité de l'histoire :<br />
Il faut souvent se méfier<br />
Des plus larbins que soi<br />
(des autres aussi d'ailleurs...) 1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com2tag:blogger.com,1999:blog-2353491243081168300.post-41972534233723870622016-04-03T06:30:00.002-07:002016-04-03T06:30:52.353-07:00IMPOSSIBLE<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGyYRBO1HFUOY74Y7wAP321pJqEPgoLnCo5xznPju9Rla-oYpX1Ff-4pKHjqnRuepJMvon-RzEFB1FU6NHLB1-6ekg7Hoc662NVj-NIz1PPdZtN8ANywKP-Dz8Lbe5U0tgMW9Ar4BuwK4/s1600/P1020799.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGyYRBO1HFUOY74Y7wAP321pJqEPgoLnCo5xznPju9Rla-oYpX1Ff-4pKHjqnRuepJMvon-RzEFB1FU6NHLB1-6ekg7Hoc662NVj-NIz1PPdZtN8ANywKP-Dz8Lbe5U0tgMW9Ar4BuwK4/s320/P1020799.JPG" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
Légionnaire de l'impossible<br />
Jusqu'aux noirs rochers de la désespérance<br />
Tu marcheras effacer ta barque<br />
<br />
Hébété de tant mourir<br />
Tu souriras en croisant les bras<br />
Et puis un dernier rictus<br />
Un bruit de chaînes qui se brisent<br />
Un hoquet sur la table du destin<br />
<br />
Rappelle-toi un soir<br />
On trichait aux dés<br />
Comme on avait déjà triché<br />
A la vie à la mort <br />
<br />
1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-54888262911324138012016-01-31T10:48:00.000-08:002016-04-02T12:03:51.643-07:00AU BOUT DE LA NUIT...DANA !<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHTOoo-nRjYmZ_DP2FlkeaUGrxFieyp461YIOUjwSH2wLSkgejVxmUS_9XsEA15d-rgRAnoqin1ibpCPGcvaPJ-52TtvP837jc9RUDh0C2MBbaTnjokHYNKKsU3YCoHFefdXsQ4eIr-nU/s1600/P1030620.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHTOoo-nRjYmZ_DP2FlkeaUGrxFieyp461YIOUjwSH2wLSkgejVxmUS_9XsEA15d-rgRAnoqin1ibpCPGcvaPJ-52TtvP837jc9RUDh0C2MBbaTnjokHYNKKsU3YCoHFefdXsQ4eIr-nU/s320/P1030620.JPG" width="180" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>FR</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tableau Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
Nuit d’hiver pas très froide. Nous sommes pendant la période
d’alignement des planètes, et je n’arrive pas à m’endormir. Peut-être que le
poids des planètes toutes du même côté pèse aussi sur les estomacs ?<c commence="" estomacs="" les="" nbsp="" p="" peser="" sur="" t=""></c><br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Je me lève, traverse le couloir et entre dans mon bureau.
J’allume l’ordinateur et continue mes recherches sur la déesse celtique Dana.
Pour l’écrivain ufologue mais ancien de la Nasa <span style="mso-spacerun: yes;"> </span>Maurice Chatelain, Dana est l’une de nos
ancêtres cosmiques et serait venue sur Terre…depuis quelque part dans la
constellation Cassiopée, que l’auteur a rebaptisée « Cour de Dana ».
Soit un voyage<span style="mso-spacerun: yes;"> </span>d’une vingtaine
d’années-lumière ! Le genre de croisière que je n’arrive pas à concevoir.
Néanmoins, mon ami Léonce Demarez,<span style="mso-spacerun: yes;"> </span>qui
m’avait parlé de l’énigmatique Chatelain, restait persuadé que même ce qu’on ne
peut imaginer au niveau de nos connaissances actuelles reste possible. Hélas
trop vite disparu, Léonce, qu’on appelait le Druide d’Aubechies, avait créé
l’Archeosite, reconstitution fidèle de maisons néolithiques, mégalithes,
maisons<span style="mso-spacerun: yes;"> </span>gauloises, villa et temple
romains, sans oublier musées, espaces naturels,…Parmi ses espaces naturels, un grand étang planté d'une petite île où l'on peut accéder en barque. Une île de mystère dont je ne peux rien révéler.<br />
Léonce est parti. En octobre 2006. Dix ans déjà. Parti peut-être vers la cour de Dana, peut-être nulle part. Et je reste seul à ne pas comprendre.<br />
<br /></div>
<div class="MsoNormal">
Je relis mes notes quand tout à coup un message apparaît sur
l’écran de l’ordinateur. Curieux qu’un message apparaisse quand on consulte
simplement ses documents et quelques fichiers Wikipedia. Je pense d’abord que
ce message doit provenir d’un troll commercial, voire d’un hacker. Mais ce
message m’interpelle, puisqu’il est signé…Dana ! (Evidemment, il suffirait
qu’un hacker ait vu que je consultais des dossiers consacrés à Dana pour
usurper l’identité de la déesse afin de me fourguer l’un ou l’autre virus). </div>
<div class="MsoNormal">
Le message, très bref, dit simplement ceci :</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
« Bonsoir Gérard, </div>
<div class="MsoNormal">
Comme je vois que tu es en état d’insomnie, je t’invite à
venir me voir, afin de t’expliquer ce long voyage qui t’intrigue. Si tu veux
bien monter jusqu’ici, réponds-moi<span style="mso-spacerun: yes;"> </span>que
tu arrives, imprime (je transforme ton imprimante en 3 D) la clef en pièce
jointe, descends dans ton jardin, entre les deux sapins, actionne la clef comme
pour ouvrir une voiture, et le véhicule que tu devras utiliser se
matérialisera.</div>
<div class="MsoNormal">
J’espère que tu accepteras mon invitation un peu originale</div>
<div class="MsoNormal">
Amicalement,</div>
<div class="MsoNormal">
Dana « </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
J’hésite…Si je clique sur la PJ et que c’est un hacker, je
chope un virus. Mais un hacker quelconque ne saurait pas qu’il y a deux sapins
dans mon jardin… Il se passe quelque chose. Donc, je clique sur la PJ,
j’imprime…et un truc en bakélite sort de mon imprimante, c’est une sorte de
clef, mais sans morceau métallique, il n’y a que le capuchon noir avec un bouton
au milieu sans doute pour ouvrir. Le message est toujours sur l’écran, avec la
fonction « Répondre » ! Je réponds : « J’ai la clef,
et je descends dans cinq minutes, chère Dana. En espérant faire vraiment ta
connaissance… ».</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Je me rhabille en vitesse, je descends au jardin, en
laissant un petit mot bien visible sur la table de cuisine à l’intention de
Michèle, ma femme qui dort sans se douter qu’il se passe ici d’étranges
événements : « Insomnie. Parti balader un peu. » (Fort
laconique, mais impossible d’entrer dans les détails, puisque je suis dans le
flou absolu.)<br />
<br />
Etrange…Une déesse celtique qui m’invite par ordinateur, qui
fait jaillir une clef de style très moderne de mon imprimante. Je me demande si
je ne rêve pas un peu. Nerval disait, dans Aurelia, que le rêve est une seconde
vie. Et ses rêves lui permettaient de voyager dans son corps astral. Dans son
« Sixième sommeil », Bernard Werber a souligné aussi le mystère et
l’importance des rêves. Rêves que l’on peut apprendre à orienter, à maîtriser.
Peut-être Dana a-t-elle maîtrisé mes rêves, peut-être que c’est mon corps
astral qui est ici dans le jardin ?</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Je suis entre les deux sapins, et il ne se passe rien.
J’appuie sur la clef, au cas où…Voilà qu’une sorte de petite bille un peu
lumineuse sort du sol, se déplie d’abord en longueur, puis <span style="mso-spacerun: yes;"> </span>prend une forme sphérique, et beaucoup de
place avec son diamètre de 6 ou 7 mètres. Je touche ce qui avait l’air d’une
baudruche. La sphère est devenue rigide, solide. Une porte s’ouvre devant un
aménagement intérieur conçu pour installer une trentaine<span style="mso-spacerun: yes;"> </span>de personnes. A droite <span style="mso-spacerun: yes;"> </span>de la porte de cet engin <span style="mso-spacerun: yes;"> </span>qui ressemble à une grande cabine de <span style="mso-spacerun: yes;"> </span>bathyscaphe, un petit écran TV<span style="mso-spacerun: yes;"> </span>s’allume. Une belle jeune femme apparaît…et
commence à me parler :</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
-Je me présente, je suis Dana. Très heureuse de te
voir, et je t’invite à venir terminer la soirée, si l’on peut dire, sur ma
petite planète Cérès. Le transporteur, dont je t’expliquerai plus tard la
nature, t’y amènera malgré la distance en 6 minutes.</div>
<div class="MsoNormal">
Je sais que tu ne prends
plus jamais l’avion et que tu n’aimes pas non plus les ascenseurs, mais
j’espère que tu continueras à me faire confiance, et que tu ne seras pas
allergique à mon transporteur.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
J’hésite un peu à monter là dedans. Propulsé en six minutes
à environ 500 millions de kilomètres, qu’elle dit. Et enfermé dans ce truc…</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Elle voit que j’hésite, elle insiste :</div>
<div class="MsoNormal">
-Mon transporteur est du même tonneau que « Le livre du
voyage » de Werber : ce n’est qu’un objet, mais qui te permettra le
plus extraordinaire des voyages. Tu n’as souffert ni de claustrophobie, ni
d’aucune autre angoisse quand tu étais dans ton livre du voyage. Pas de vertige
non plus quand ton esprit s’est mis à flotter bien haut…Plus haut que l'aigle plane, comme écrivait si joliment Apollinaire.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Voilà qui me décide. Je suis d'ailleurs déjà trop loin pour reculer,
donc, il ne reste qu’à avancer. J’entre dans l’appareil en disant :</div>
<div class="MsoNormal">
-J’arrive, Dana.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
-Installe- toi sur le siège à gauche près de la porte, à
côté de la fermeture et de l’écran tactile. Une fois installé, tu fermeras la
porte en appuyant sur l’interrupteur noir. Quand l’écran tactile s’allumera, tu
écriras mon nom, « Dana », et le transporteur te déposeras chez moi
dans six minutes. Accélération en rotation gauche, transport quantique
instantané, décélération en rotation droite.</div>
<div class="MsoNormal">
Je m’installe, j’appuie sur l’interrupteur.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
La porte se ferme. Avec le bruit du couvercle d’un
cercueil…J’écris « Dana » sur l’écran. Un bourdonnement et on dirait
que le »pôle nord » de mon transporteur se tord indépendamment du
reste de la sphère. On ne voit pas le « pôle sud », caché par un plancher, mais ce plancher vibrera un peu quand mon "pôle Nord" aura retrouvé son calme. Le tout délicatement, même pas impressionnant. Puis un petit sifflement au lieu du discret bourdonnement, enfin un bruit comparable à l’ouverture des portes d’un
train.</div>
<div class="MsoNormal">
Et, de fait, la porte de mon transporteur s’ouvre.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br />
Souriante, Dana m'attendait à la sortie de mon transporteur. Elle m'accueille chaleureusement. Comme je l'avais déjà remarqué dans la video, elle est très belle, et aussi plutôt jeune pour une déesse ! Quand j'ai décollé de la Terre, pour un voyage de six minutes, il était environ une heure 30 du matin. Sur Cérès, il fait jour. Je vois un beau soleil, il faut chaud et l'air est respirable. Les paysages que j'aperçois sont boisés et...en bord de mer. Dana m'invite chez elle : sa maison est curieusement hémisphérique, on dirait un igloo géant, avec des portes également hémisphériques et des fenêtres rondes. Elle me sert du thé au myosotis(au myosotis...pour que je ne l'oublie jamais ? Il n'y avait pas de danger !), avec des feuilles de vigne farcies aux orties.<br />
Pendant que nous dégustons et sirotons, elle" commence par me raconter sa vie.<br />
<i> </i><br />
Ses ancêtres vivaient sur la planète Antagora, qui tourne autour de l'étoile double dans la constellation de Cassiopée. (Cassiopée, comme avait écrit Chatelain). Leur civilisation était très avancée : ils avaient le nucléaire avec ses déchets ingérables, les gaz à effet de serre qui ont provoqué des tsunamis ayant balayé des centrales atomiques, et aussi bien d'autres choses. Deux blocs antagonistes qui faisaient occasionnellement péter une bombe (effet secondaire : un bref hiver nucléaire pour faire semblant de lutter contre le réchauffement climatique). Heureusement, ils avaient aussi des scientifiques de haut niveau. Quand ceux-ci se sont rendus compte que leur Planète allait mourir, ils ont décider d'aller voir ailleurs. Pour voguer très loin, ils avaient trouvé la méthode quantique : une particule quantique a la propriété de se situer à deux endroits en même temps, elle a ainsi la faculté de pratiquer le déplacement instantané. Nos savants ont donc capturé une particule, l'ont agrandie (agrandisseur en 3 D), puis l'ont photocopiée (photocopieuse 3 D), et ils étaient prêts pour le grand voyage. Cette particule agrandie, c'est le transporteur que je viens d'utiliser. Ils disposaient de sept transporteurs, ils sont partis à un peu plus de 200 avec quelques bagages et leur premier voyage les a amenés (fantaisie quantique obligeant) à proximité de notre Terre il y a 50 000 ans. Par la suite, ils ont peaufiné leurs transporteurs, de manière à les diriger où bon leur semblait : il a suffi de faire appel à l'énergie noire bien présente, mais encore mystérieuse pour nous, dans notre Univers.<br />
<br />
Dana me montre des videos de la planète de ses ancêtres, planète toujours morte 50 000 ans après les cataclysmes. Des ossuaires à ciel ouvert, où ne rampent que d'étranges sortes de limaces et où végètent des champignons monstrueux que je n'aurais jamais imaginés.<br />
<br />
Les ancêtres de Dana ont voulu apporter un peu de leur "civilisation" aux humains qui habitaient alors sur Terre. Ils furent les dieux descendus du ciel venus féconder les mortelles...Et de nouvelles civilisations ont démarré relativement vite. Quand la grande aventure a été lancée, les "dieux" sont partis s'établir sur l'un des satellites de Mars, d'où ils pouvaient continuer à surveiller leur oeuvre. Avec des véhicules spatiaux bien plus impressionnants que leurs transporteurs, lesquels étaient invisibles sauf au décollage et à l'atterrissage.<br />
<br />
Leurs savants ont réussi à créer (organismes génétiquement modifiés...) treize personnes immortelles il y a 12 000 ans. Attention : ces Immortels ne vieillissaient pas, donc ne mouraient pas tout seuls, mais pouvaient être assassinés ou se suicider. Ce fut l'avènement des Dieux. Zeus-Thor, Dana-Héra, et d'autres, dont le sinistre Moloch Baal, qui a quasiment massacré tout le monde. Reste-t-il quelques descendants des savants de la première heure ? Dana ne sait pas. Le vieux Trinôme qui a vaillamment avec elle combattu Moloche Baal est-il toujours vivant ? Pas de nouvelle depuis très longtemps...Restent au moins Moloch Baal et Dana. Un Moloch Baal dont Dana se protège efficacement grâce à une armée de robots. Et nous en sommes au statu quo. Moloch Baal veut détruire, Dana voudrait sauver la Terre, qu'elle ne veut pas voir finir comme Antagora. Ou comme l'Atlantide dont elle me résume la brève histoire : un laboratoire des savants et des dieux, détruit par la folie des hommes de l'époque, folie entretenue par Moloch Baal.<br />
Sauver la Terre...vaste chantier, à cause de ce qui se passe dans notre monde en perdition , et aussi à cause des malversations de Moloch Baal toujours présent. <br />
<br />
Elle me demande alors de simplement raconter notre entrevue, en invitant les gens à (re)lire "L'homme qui plantait des arbres", de Jean Giono. Elle insiste aussi sur l'importance de la trilogie de Werber "Troisième humanité", et sur la colonisation de la Lune par la papesse Emma. Car, en attendant les bienfaits des arbres, Dana acceptera de transporter des gens autre part. Elle souligne le fait que ce qui est petit, Lune, satellites de Mars ou Jupiter, astéroïdes,..., est plus facilement aménageable que ce qui est plus grand (comme Mars, dont on parle tant) : dix ans ont suffi à ses robots pour rendre Cérès viable. Energie solaire grâce à la grande montagne Ahuna, l'eau se remet alors à couler, il suffit ensuite de l'oxygéner avec les plantes ad hoc et le tour est joué. Le monde végétal, savamment géré, apporte oxygène, nourriture et énergie. Que demander de plus ?<br />
<br />
Dana me charge d' inviter chez elle des scientifiques pour lancer le plan de sauvetage de la Planète qui fut bleue et qui a viré au gris maussade. Des scientifiques, aussi des créatifs (artistes,...), mais elle ne veut nul oligarque. Elle me suggère de contacter d'abord un prof du CNRS que je connais (mais dont je ne peux révéler le nom) afin qu'il contribue à sélectionner l'équipe qui aura la lourde tâche de sauver l'humanité.<br />
<br />
Elle sait que je ne verrai sans doute pas les bienfaits des arbres que je vais inviter à faire renaître.<br />
Mais elle m'en console en me disant que l'essentiel est de participer. Et que la mort n'est pas plus éternelle que la vie, grâce à la mémoire de nos électrons...<br />
<br />
Immortelle sauf attentat ou suicide, Dana ne veut pas mourir maintenant. Mais elle ne veut pas non plus vivre sans nous. Tout en sachant que dans 4 à 5 milliards d'années, avec l'explosion de notre Soleil, elle est sans doute condamnée à mort, comme nos électrons et leur mémoire. Dana nous invite à bien vivre notre vie d'abord, notre immortalité ensuite,...même si celle-ci aura aussi une fin. Nos armes seront nos arbres. Et s'il faut d'autres armes pour les défendre contre l'oligarchie qui étouffe notre pauvre monde, Dana nous les fournira. Parce que quand nous nous occuperons de nos arbres, on oubliera les bombes et les marchands de canon devront fermer leurs sinistres usines.<br />
<br />
Elle va aussi me proposer un pseudonyme, puisque je dois impérativement me cacher de l'oligarchie mortifère : désormais, je m'appelle donc Ge Rho Nemo. Ge parce que ce sont mes initiales. Rho, parce que c'est la 17ème lettre de l'alphabet grec, et que 17 est un nombre premier dont la somme des chiffres vaut huit, 8 étant le symbole de l'infini remis debout...(Tu me fais beaucoup d'honneur avec ton infini, Dana). Et Nemo, sans doute parce que je suis devenu personne. Mais il vaut mieux être (une) personne pour Dana qu'une chose dans des mains oligarches...<br />
<br />
Vient alors l'heure de nous quitter. On s'embrasse, en se promettant de se revoir bientôt. Et de lancer notre projet...Dana me raccompagne à mon transporteur. Il me reste à redescendre sur Terre.<br />
<br />
De retour ici-bas après un transportement sans histoire, je vois que le jour est en train de se lever sur mon jardin et alentours. Le jardin n'a pas changé. Les alentours sans doute pas non plus : au loin, une grue est toujours à la même place. Le transporteur, mon transporteur, se replie et retourne s'enfouir sous la terre.<br />
<br />
Je me rends compte que je vais avoir du boulot. Ce qui me fait un peu peur. Ma respiration s'accélère, donc ma tension va encore monter. Faudra que mon médecin accepte d'augmenter un peu ma dose de Lisinopril. Je lui dirai que c'est pour la cause de Dana, et il ne pourra pas refuser<br />
<br /></div>
<i>
</i><br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
</div>
1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-30388045478797387652016-01-31T04:56:00.000-08:002016-02-06T11:34:44.165-08:00FAITS D'HIVER<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQgcXd4dC3gTRcCRocL7RZCFpQEOm5ggIZ-nFrDOsQzvByA6_PdyfdzksdZflHLVYNQtyX-3svJg6fna5MPjK-ZGlCcX2XE55E-F6WhbnjCYCS8NNG1PT-8O5Ya7P5pCr5v1BBcZkDToI/s1600/P1020078.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQgcXd4dC3gTRcCRocL7RZCFpQEOm5ggIZ-nFrDOsQzvByA6_PdyfdzksdZflHLVYNQtyX-3svJg6fna5MPjK-ZGlCcX2XE55E-F6WhbnjCYCS8NNG1PT-8O5Ya7P5pCr5v1BBcZkDToI/s320/P1020078.JPG" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Le piano exhale un chagrin de cafetière<br />
<br />
Les partitions déchirent leurs clés anglaises<br />
<br />
Les guitares cacophonisent en trois temps :<br />
La pluie le verglas le brouillard<br />
<br />
Les archets scient les pieds de nos chaises<br />
Pour que désormais nous soyons assis par terre<br />
<br />
L'accordéon prend note en sténo et crépite AZERTY<br />
Sur un rythme de secrétaire de direction<br />
<br />
La contrebasse diapasonne<br />
Un sibémol de merle moqueur<br />
<br />
Un orage au plafond noir souffle<br />
Les lustres guirlandes et flocons blancs foncé1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-33277737833286967502016-01-22T11:22:00.002-08:002016-01-22T11:22:36.444-08:00ASSOURDISSANT<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCEnCIFyFX32KdOVz4rUju9jA0yC6zdV3RqS49f6xGAT2OpDG-03pogg-73J9A9DxT8GjkcBnr_usEfbavb6o-9N2rZ7AoBek3aXZEA9FtJNxp174wbWGJbE8rX15MXCbEOWfBne52_UQ/s1600/P1030090.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCEnCIFyFX32KdOVz4rUju9jA0yC6zdV3RqS49f6xGAT2OpDG-03pogg-73J9A9DxT8GjkcBnr_usEfbavb6o-9N2rZ7AoBek3aXZEA9FtJNxp174wbWGJbE8rX15MXCbEOWfBne52_UQ/s320/P1030090.JPG" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Un silence assourdissant<br />
Est un silence qui rend sourd.<br />
<br />
Avantage :<br />
Devenu sourd,<br />
On n'entendra plus<br />
<br />
Ce silence oppressant<br />
1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-42553117218234250352016-01-21T05:36:00.000-08:002016-01-21T05:36:04.906-08:00LA VIE<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlpbu3cj8HeCDBv5dl6tZs59f1Pg8kYiFBZ4E2LgRDsr3KFnvTwsT0mmsWSBB0mZr0TnfDmw-TyXhhiwLxi3kgd_DLz897SqzYjBs8pZEV0LB6eks5CryVHRwAuP0ifcVLjWX69SugRM4/s1600/IM000267.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlpbu3cj8HeCDBv5dl6tZs59f1Pg8kYiFBZ4E2LgRDsr3KFnvTwsT0mmsWSBB0mZr0TnfDmw-TyXhhiwLxi3kgd_DLz897SqzYjBs8pZEV0LB6eks5CryVHRwAuP0ifcVLjWX69SugRM4/s320/IM000267.JPG" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
La vie marche de son pas<br />
Uniformément accéléré<br />
Jusqu'à aller se perdre<br />
Dans des crépuscules<br />
De néant gris-rose<br />
<br />
<br />
1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-64666024894308628802016-01-20T04:36:00.001-08:002016-01-20T08:26:55.107-08:00FLIPPER<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJ5fXtPKkynFHRFVfHVZcM25F-WZD_UZIbGtGfBr3CoTjMDp2iGcYBf_x1SfdbGOB_X11qJSJfF8_Eu_kFZcQx1AwZt4rBl6tK5ilfNxGRUwBQDvMLUV3SX9B0DR72EZ4DhmI7TMkZtg/s1600/P1020051.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizJ5fXtPKkynFHRFVfHVZcM25F-WZD_UZIbGtGfBr3CoTjMDp2iGcYBf_x1SfdbGOB_X11qJSJfF8_Eu_kFZcQx1AwZt4rBl6tK5ilfNxGRUwBQDvMLUV3SX9B0DR72EZ4DhmI7TMkZtg/s320/P1020051.JPG" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Stop tunnel-start tunnel-open gate-extra ball when lit-up post-down post<br />
<br />
SAME PLAYER SHOOT AGAIN<br />
<br />
<i>Sursis</i><br />
<br />
Stop tunnel-start tunnel-gate open-up post-down post<br />
<br />
RETURN<br />
<br />
<i>Au suivant</i><br />
<br />
Tu secoues ton flipper comme ton destin<br />
Et les billes de métal roulent guidées<br />
Par les lois ricanantes<br />
De la pesanteur<br />
<br />
GAME OVER<br />
<br />
Sur la lune<br />
Tu aurais été champion<br />
Sans avoir brisé la glace<br />
<br />
<br />1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-64001855855651980062016-01-19T05:19:00.001-08:002018-05-09T22:32:49.936-07:00LA MER<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-rkcZ2d3xd_4IbbEXDGECjY0UvIbFboZnuvyNcKrhTeiy38lAFXTTtMmPRit-NRvZB56QED2qmVGDRx7yBMauM0PMZUPuvoO5TTZnHlP4hqLVr72rQVcrasW3Cv8f0Z59_Nmp0ZHUU5s/s1600/P1020069.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-rkcZ2d3xd_4IbbEXDGECjY0UvIbFboZnuvyNcKrhTeiy38lAFXTTtMmPRit-NRvZB56QED2qmVGDRx7yBMauM0PMZUPuvoO5TTZnHlP4hqLVr72rQVcrasW3Cv8f0Z59_Nmp0ZHUU5s/s320/P1020069.JPG" width="320" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Les murs seront invisibles<br />
<br />
Les clochers en plastique<br />
<br />
Les étoiles impopulaires<br />
<br />
Ce monde paysage lunaire<br />
<br />
La mer désormais<br />
<br />
Ne volera plus1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0tag:blogger.com,1999:blog-2353491243081168300.post-16640867063705083852016-01-16T05:30:00.003-08:002016-01-16T05:41:14.921-08:00PAS D'AMALGAME...<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizyZEzjVyJz1AGyL8s_faupNcLvlbgsIe4DmHj-2SrDu2DKIIQg3c7Dzd6Z9Xxp0pHaMD2h4GFOejFauqDMzbq0LxmClBFWXNxodqDSgvUrCmcvTmoDOGuyO1y2z9KoDPb6TGX1aULzQw/s1600/P1030100.JPG" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizyZEzjVyJz1AGyL8s_faupNcLvlbgsIe4DmHj-2SrDu2DKIIQg3c7Dzd6Z9Xxp0pHaMD2h4GFOejFauqDMzbq0LxmClBFWXNxodqDSgvUrCmcvTmoDOGuyO1y2z9KoDPb6TGX1aULzQw/s320/P1030100.JPG" /></a><br />
<br />
<i> Si des péquenots avaient associé migrants et terrorisme, on leur aurait dit : « pas d’amalgame, bande de fachos. »
C’est pourtant une liaison dangereuse commise par Manuel Valls (1er ministre socialiste) en novembre dernier : </i><br />
<br />
<i><!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:RelyOnVML/>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>FR</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
<w:UseFELayout/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tableau Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
</i><br />
<i><span class="MsoHyperlink"><a href="http://www.france24.com/fr/20151119-attaques-paris-manuel-valls-terroristes-crise-refugies-france">http://www.france24.com/fr/20151119-attaques-paris-manuel-valls-terroristes-crise-refugies-france</a></span></i><br />
<i>
</i><br />
<br />
<br />
Extrait :
« Invité au 20 heures de France 2, le Premier ministre Manuel Valls a affirmé, jeudi 19 novembre, que certains des auteurs des attaques à Paris et Saint-Denis "ont profité de la crise des réfugiés [...] pour se glisser" en France.
"Ces individus ont profité de la crise des réfugiés, notamment au moment de ce chaos, peut-être, pour certains d'entre eux, se glisser..." en France, a indiqué Manuel Valls, sans finir sa phrase. Il a aussitôt ajouté que "d'autres étaient en Belgique, déjà. D'autres, je veux le rappeler, étaient en France", a-t-il assuré…. »<br />
<br />
--------------------------------------- <br />
<br />
Voilà qui datait, donc piqûre de rappel :<br />
<br />
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:RelyOnVML/>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>FR</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
<w:UseFELayout/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tableau Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<span class="MsoHyperlink"><a href="http://www.7sur7.be/7s7/fr/35522/Attaques-en-serie-a-Paris/article/detail/2586896/2016/01/16/Un-sommet-Belgique-France-sur-le-terrorisme-et-la-problematique-des-migrants.dhtml">http://www.7sur7.be/7s7/fr/35522/Attaques-en-serie-a-Paris/article/detail/2586896/2016/01/16/Un-sommet-Belgique-France-sur-le-terrorisme-et-la-problematique-des-migrants.dhtml</a></span><br />
<br />
<br />
<br />
<br />
<br />
Extrait :<br />
<br />
« SOMMET BELGIQUE-FRANCE SUR LA PROBLEMATIQUE DU TERRORISME ET DES MIGRANTS.<br />
<br />
Un sommet extraordinaire Belgique-France, axé sur la lutte contre le terrorisme et la problématique des migrants, se tiendra le 1er février prochain au Val Duchesse à Bruxelles, indique samedi la Dernière Heure.
Le Premier ministre français Manuel Valls, le ministre de l'Intérieur, Bernard Cazeneuve, et la ministre de la Justice, Christiane Taubira, représenteront la France, tandis que Charles Michel, le ministre de l'Intérieur, Jan Jambon (N-VA) et le ministre de la Justice, Koen Geens (CD&V) seront présents pour la Belgique.
Les participants au sommet devraient faire un point complet sur les attentats de Paris, aborder la coopération en matière de lutte antiterroriste et mettre sur pied une collaboration plus efficace au sujet des camps de migrants installés à la frontière franco-belge."<br />
<br />
--------------------------------------------- <br />
<br />
<i>
NB : je ne critique pas cette initiative, au contraire.
Mais je déplore le fait que si Mme ou M. Tout le monde avait osé le même rapprochement, MRAX, SOS Racisme et autre guignols de la bienpensance hypocrite leur seraient vite tombés dessus.
Le XXIème siècle sera hypocrite ou ne sera pas !
</i>1OO pensées pour VOUS !http://www.blogger.com/profile/18055853155817035864noreply@blogger.com0