tag:blogger.com,1999:blog-45860548162484077862024-03-13T09:29:32.886+01:00AFC Hautes PyrénéesLe blog de la Fédération des Associations des Familles Catholiques (AFC) des Hautes PyrénéesAnonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.comBlogger171125tag:blogger.com,1999:blog-4586054816248407786.post-1921879037659993932017-06-07T21:58:00.001+02:002017-06-07T21:58:11.548+02:00Questionnaire AFC pour les élections législatives / réponses de Clément Menet pour LR UDI<!--[if !mso]>
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<h1>
<span style="color: white; mso-ansi-language: FR; mso-fareast-language: FR;">La
priorité à la famille dans les projets et décisions</span></h1>
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La politique familiale vise à établir une solidarité entre
familles avec enfants et personnes qui ne supportent pas de charge de
famille. Elle est distincte de la politique sociale. </div>
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Un couple sans enfant, une femme élevant seule deux
enfants, une famille nombreuse n’ont pas les mêmes besoins. A revenu égal,
ils n’ont pas le même niveau de vie ; la société doit en tenir compte quand
elle évalue leurs droits à prestation ou leur montant d’impôt. </div>
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<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">1</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-font-style: italic;">Il est nécessaire que les familles puissent se retrouver et partager
de longs moments ensemble, pour cela il faut maintenir une journée de repos
commune : </span><i style="mso-bidi-font-style: normal;"><span style="mso-bidi-font-family: Calibri;">évaluer sous cet angle les conséquences
de la loi Macron « croissance et activités » de 2015 et la modifier
pour renforcer la sanctuarisation du dimanche comme journée de cohésion
familiale et sociale</span></i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
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<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
<div class="commentaire">
<span style="mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Je suis en faveur de la sanctuarisation du
dimanche comme journée de cohésion familiale, mais sans s’interdire pour
autant de faire des exceptions de bon sens (restauration, services de
sécurité ou de santé publique, zone touristique, etc). </span></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38">
<div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">2</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699">
<div class="question">
<span style="mso-bidi-font-family: Calibri;">S’occuper d’un
enfant en bas âge est très consommateur en temps, les modes de garde coutent
chers et, dans l’immense majorité des cas, ce sont les femmes qui sont
demandeuses d’un congé parental : <i>Laisser les parents choisir
librement la répartition entre eux d’un congé parental de trois ans</i></span></div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6; page-break-inside: avoid;">
<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
<div class="commentaire">
<span style="mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Oui, je suis pour un libre choix.</span></div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38">
<div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">3</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699">
<div class="MsoNormal">
Sans enfants, il n’y a pas d’avenir pour la société. La
création et le maintien de familles stables et nombreuses doit être encouragé
aussi de façon financière <i>: Augmenter le plafond du quotient familial</i>
<span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8; page-break-inside: avoid;">
<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
<div class="commentaire">
<span style="mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">J’y suis favorable.</span></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 9; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38">
<div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">4</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699">
<div class="MsoNormal">
Promouvoir la famille c’est aussi défendre le principe du
foyer fiscal :<span style="mso-spacerun: yes;"> </span><i>Ne pas
concrétiser l’imposition à la source car c’est un premier pas vers
l’individualisation de l’impôt</i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 10; page-break-inside: avoid;">
<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
<div class="commentaire">
<span style="mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Je ne suis pas sur que l’impôt à la source soit
nécessairement un premier pas vers l’individualisation de l’impôt. Je
défendrai le principe du foyer fiscal si celui ci devait être remis en cause.</span></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 11; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38">
<div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">5</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699">
<div class="MsoNormal">
Distinguer la politique sociale de la politique
familiale : <i>supprimer la mise sous conditions de revenu des
allocations familiales</i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 12; mso-yfti-lastrow: yes; page-break-inside: avoid;">
<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
<div class="commentaire">
<span style="mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Je suis favorable à cette suppression. La
politique familiale ne doit pas se confondre avec la politique sociale, elles
sont différentes dans leurs fondements.</span></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
</tbody></table>
<h1>
<span style="mso-ansi-language: FR; mso-fareast-language: FR;"> </span></h1>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: -8.8pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184; width: 737px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; page-break-inside: avoid;">
<td colspan="2" style="background: #17365D; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<h1>
<span style="color: white; mso-ansi-language: FR; mso-fareast-language: FR;">La
promotion de la conjugalité durable</span></h1>
</td>
</tr>
<tr style="mso-yfti-irow: 1; page-break-inside: avoid;">
<td colspan="2" style="background: #FF9999; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<div class="MsoNormal" style="page-break-after: avoid;">
<br /></div>
<div class="MsoNormal" style="page-break-after: avoid;">
La famille est la cellule
de base de la société. Le tissu social se désagrège quand cette maille est
affaiblie.</div>
<div class="MsoNormal" style="page-break-after: avoid;">
C’est malheureusement le
constat qui peut être fait autour de nous. Quand la famille va mal
(séparations, parents<span style="mso-spacerun: yes;"> </span>isolés,
recompositions malheureuses, etc.) on constate trop de souffrances, de
conflits, d’enfants et d’adolescents très perturbés.</div>
<div class="MsoNormal" style="page-break-after: avoid;">
C’est aussi un enjeu
économique et social : une famille durable, c’est moins de demande de
logements<span style="mso-spacerun: yes;"> </span>(pas de séparation), moins
d’action sociale et d’efforts de la collectivité pour réparer les dégâts.</div>
<div class="MsoNormal" style="page-break-after: avoid;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38">
<div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">6</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699">
<div class="MsoNormal">
Le mariage nécessite une définition claire. <i>Etes-vous
prêt à définir dans la loi le mariage comme l’union d’un homme et d’une
femme ?</i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3; page-break-inside: avoid;">
<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
<div class="commentaire">
<span style="mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Je pense que l’on aurait dû trouver un autre
terme pour le « mariage » dit « pour tous », cela aurait
éviter des tensions sociales importantes. Mais aujourd’hui, je crois qu’il en
faut pas revenir sur la loi car ce serait réveiller un clivage importante
dans la société française qui a besoin de s’unir.</span></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38">
<div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">7</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699">
<div class="MsoNormal">
L’article 212 du code civil indique que les époux se
doivent fidélité : <i>Interdire la promotion de l’infidélité sous toutes
ses formes (cf campagnes de promotion Gleeden)</i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; page-break-inside: avoid;">
<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
<div class="commentaire">
<span style="mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Je ne suis pas sûr que cette interdiction empêche
quoi que ce soit.</span></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38">
<div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">8</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699">
<div class="MsoNormal">
Le divorce est une décision lourde de conséquence
financièrement, socialement et pour les enfants, il doit être murement
réfléchi et ne pas se faire aux dépens des plus faibles : <i>introduire
un délai de réflexion avec en préalable l’intervention d’un conseiller
conjugal et le maintien du juge dans le processus</i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7; page-break-inside: avoid;">
<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
<div class="commentaire">
<span style="mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Oui je suis d’accord avec cette proposition. Le
mariage doit être une institution solide pour protéger les familles.</span></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8; page-break-inside: avoid;">
<td colspan="2" style="background: #17365D; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<h1>
<span style="color: white; mso-ansi-language: FR; mso-fareast-language: FR;">Ethi</span><span style="color: white; font-family: "Calibri","sans-serif"; mso-ansi-language: FR; mso-fareast-language: FR;">q</span><span style="color: white; mso-ansi-language: FR; mso-fareast-language: FR;">ue et écologie de l</span><span style="color: white; font-family: "Arial","sans-serif"; mso-ansi-language: FR; mso-fareast-language: FR;">’</span><span style="color: white; mso-ansi-language: FR; mso-fareast-language: FR;">homme</span></h1>
</td>
</tr>
<tr style="mso-yfti-irow: 9; page-break-inside: avoid;">
<td colspan="2" style="background: #FF9999; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Le respect inconditionnel de la vie de tout être humain,
serait-elle balbutiante, déclinante, finissante, diminuée, perçue comme
socialement « inutile » doit, comme la dignité intrinsèque de tout
être humain, être affirmé, réaffirmé, enseigné, témoigné, défendu. En outre,
poser des principes clairs, simples et intangibles est le meilleur moyen de
lutter contre les tentations transhumanistes.</div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 10; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38">
<div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">9</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699">
<div class="MsoNormal">
IVG : l’IVG est un acte lourd de conséquences, c’est
une décision qui ne doit pas être prise dans la précipitation : <i>rétablir
le délai de réflexion préalable.</i> <span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 11; page-break-inside: avoid;">
<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
<div class="commentaire">
<span style="mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Oui, il faut pouvoir offrir les structures d’aide
et d’accompagnement qui permettront de donner le choix aux femmes enceintes
dans la difficulté. Il en va de la dignité de notre société.</span></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 12; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38">
<div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">10</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699">
<div class="question">
<span style="mso-bidi-font-family: Calibri;">IVG : C’est
un drame qu’il faut tout faire pour éviter : <i>lancer une étude
nationale impartiale sur les causes de l’IVG et une grande politique de santé
publique préventive fondée notamment sur l’éducation affective et sexuelle
des jeunes<span style="mso-spacerun: yes;"> </span></i></span></div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 13; page-break-inside: avoid;">
<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<span style="mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Oui.</span></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 14; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38">
<div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">11</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699">
<div class="MsoNormal">
Respecter l’humain dès sa conception et éviter les dérives
transhumanistes : <i>Interdire la recherche sur l’embryon</i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 15; page-break-inside: avoid;">
<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<span style="mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Je ne connais pas assez ce sujet pour me
prononcer. Scripta manent.</span></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 16; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38">
<div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">12</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699">
<div class="MsoNormal">
Respecter la liberté d’expression : <i>Abroger la loi
sur le délit d’entrave numérique à l’IVG </i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 17; page-break-inside: avoid;">
<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<span style="mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Je ne connais pas assez ce sujet pour me
prononcer. Scripta manent.</span></div>
<div class="commentaire">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 18; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38">
<div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">13</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699">
<div class="MsoNormal">
<span style="font-size: 10.5pt;">Le mariage et l’adoption par
les personnes de même sexe ont pour conséquences la « fabrication » d’enfants
privés de père ou de mère (PMA) et, en cas de recours à des mères porteuses
(GPA), l’asservissement de femmes et la vente d’enfants : <i>Abroger la
loi Taubira</i></span><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 19; page-break-inside: avoid;">
<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Pas d’abrogation de la loi Taubra, comme indiqué ci
dessus, mais une opposition stricte à la PMA (non médicale) et à la GPA qui
sont des questions qui vont effectivement découler de cette loi.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 20; page-break-inside: avoid;">
<td colspan="2" style="background: black; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<h1>
<span style="color: white; mso-ansi-language: FR; mso-fareast-language: FR;">Enfance
</span><span style="color: white; font-family: "Calibri","sans-serif"; mso-ansi-language: FR; mso-fareast-language: FR;">et </span><span style="color: white; mso-ansi-language: FR; mso-fareast-language: FR;">Ecole </span></h1>
</td>
</tr>
<tr style="mso-yfti-irow: 21; page-break-inside: avoid;">
<td colspan="2" style="background: #FF9999; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
L’enfance est une période privilégiée qui demande beaucoup
de prévention, d’attention et de clairvoyance pour guider des êtres encore fragiles.
L’école est le lieu d’apprentissage des savoirs indispensables pour trouver
sa place dans la société et l’entreprise. Elle est aussi un puissant facteur
d’intégration où se forge l’unité nationale. </div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 22; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38">
<div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">14</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699">
<div class="MsoNormal">
La pornographie renvoie une image de la relation homme
femme réduite au sexe, faussée, violente et destructrice. En libre accès sur
internet elle pousse notamment les jeunes à l’addiction et aux violences
sexuelle. <i>Obliger les fournisseurs d’accès à internet à bloquer les
adresses des sites pornographiques sans abonnement</i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 23; page-break-inside: avoid;">
<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
<div class="commentaire">
<span style="mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Oui, les rendre inaccessibles aux enfants en tout
cas.</span></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 24; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38">
<div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">15</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699">
<div class="question">
<span style="mso-bidi-font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Le niveau à l’entrée en sixième ne cesse de
baisser, victime, entre autres, des pédagogistes. <i>Recentrer l’école
primaire sur ses fondamentaux : lire, écrire, compter suivant des
méthodes éprouvées et universellement reconnues</i></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 25; page-break-inside: avoid;">
<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
<div class="commentaire">
<span style="mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Oui, et mille fois oui !</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 26; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38">
<div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">16</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699">
<div class="MsoNormal">
L’enseignement du genre en tant que matière scientifique
(en particulier en SVT) est de nature à profondément perturber la
construction des enfants : <i>Laisser l’étude du genre au champ
philosophique et le retirer de l’enseignement scientifique au lycée.</i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 27; page-break-inside: avoid;">
<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
<div class="commentaire">
<span style="mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Oui.</span></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<br /></div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 28; page-break-inside: avoid;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38">
<div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">17</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699">
<div class="MsoNormal">
L’école est le creuset de l’unité nationale, elle doit
aider les futurs citoyens à être fiers de ce qu’ils sont, de ce qu’est et a
été la France et à se sentir concerné par son avenir : <i>Mettre en
œuvre un enseignement chronologique de l’histoire de France autour de ses
grandes figures et non plus thématique.</i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 29; mso-yfti-lastrow: yes; page-break-inside: avoid;">
<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737">
<div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
<div class="commentaire">
<br /></div>
<div class="commentaire">
<span style="mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Oui.</span></div>
<div class="MsoNormal">
<br /></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div align="left" class="numero" style="margin-left: 0cm; text-align: left;">
<br /></div>
<div class="numero">
<br /></div>
<div class="numero">
<br /></div>
<div class="numero">
<br /></div>
<div class="numero">
<br /></div>
<div class="numero">
<br /></div>
<div class="numero">
<br /></div>
Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-33578762895374595712017-05-27T20:34:00.002+02:002017-05-27T20:34:52.515+02:00 questionnaire AFC pour les élections législatives / réponses de Laurent Verdoux pour l'UPR<div dir="ltr" id="docs-internal-guid-9bf49972-4b2f-b8b5-9fb8-b065fb8bdc13" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<img height="33" id="docs-internal-guid-9bf49972-4b30-18b9-45ad-4029a52192aa" src="https://lh5.googleusercontent.com/RwAGnof4OjVzwKxb-aFDsyufGZvMQTXc9i-UanOVTqbslhlZMfqA0SkYm_RaYzXadjbngapDFV7rg2xfN6B63bMS_TFNI1hyhdyWkCdFlcSy2QQ18Ey39rhLxk52n4azg3m2zpoWqXYBojRgFA" style="-webkit-transform: rotate(0.00rad); border: none; transform: rotate(0.00rad);" width="33" /> <span id="docs-internal-guid-9bf49972-4b2f-fccb-d35a-5ef6bc775fbe" style="background-color: transparent; color: red; font-family: "calibri"; font-size: 20pt; font-style: normal; font-variant: small-caps; font-weight: 400; text-decoration: none; vertical-align: baseline;">Questionnaire </span><span style="background-color: transparent; color: #666e76; font-family: "calibri"; font-size: 20pt; font-style: normal; font-variant: small-caps; font-weight: 400; text-decoration: none; vertical-align: baseline;">| Législatives</span><br />
<div dir="ltr" id="docs-internal-guid-9bf49972-4b30-868f-ccd5-f1e966faa101" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: #5b9bd5; font-family: Calibri; font-size: 14pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">LAURENT VERDOUX – Candidat UPR – 1</span><span style="background-color: transparent; color: #5b9bd5; font-family: Calibri; font-size: 8.4pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: super;">ère</span><span style="background-color: transparent; color: #5b9bd5; font-family: Calibri; font-size: 14pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> circonscription des Hautes Pyrénées</span></div>
<span style="background-color: transparent; color: #666e76; font-family: "calibri"; font-size: 20pt; font-style: normal; font-variant: small-caps; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span><span style="background-color: transparent; color: red; font-family: "calibri"; font-size: 20pt; font-style: normal; font-variant: small-caps; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></div>
<div dir="ltr" style="margin-left: -14.200000000000001pt;">
<table style="border-collapse: collapse; border: none;"><colgroup><col width="38"></col><col width="699"></col></colgroup><tbody>
<tr style="height: 2pt;"><td colspan="2" style="background-color: white; border-bottom: solid #000000 0.5pt; border-top: solid #000000 0.5pt; padding: 0pt 5.4pt 0pt 5.4pt; vertical-align: middle;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<br /></div>
</td></tr>
<tr style="height: 0pt;"><td colspan="2" style="background-color: #17365d; border-bottom: solid #000000 0.5pt; border-left: solid #000000 0.5pt; border-right: solid #000000 0.5pt; border-top: solid #000000 0.5pt; padding: 0pt 5.4pt 0pt 5.4pt; vertical-align: middle;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-left: -7.1pt; margin-right: -5.4pt; margin-top: 0pt; text-align: center;">
<span style="background-color: transparent; color: white; font-family: "ubuntu"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">La priorité à la famille dans les projets et décisions</span></div>
</td></tr>
<tr style="height: 0pt;"><td colspan="2" style="background-color: #ff9999; border-bottom: solid #000000 0.5pt; border-left: solid #000000 0.5pt; border-right: solid #000000 0.5pt; border-top: solid #000000 0.5pt; padding: 0pt 5.4pt 0pt 5.4pt; vertical-align: middle;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<br /></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">La politique familiale vise à établir une solidarité entre familles avec enfants et personnes qui ne supportent pas de charge de famille. Elle est distincte de la politique sociale. </span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Un couple sans enfant, une femme élevant seule deux enfants, une famille nombreuse n’ont pas les mêmes besoins. A revenu égal, ils n’ont pas le même niveau de vie ; la société doit en tenir compte quand elle évalue leurs droits à prestation ou leur montant d’impôt. </span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">1</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Il est nécessaire que les familles puissent se retrouver et partager de longs moments ensemble, pour cela il faut maintenir une journée de repos commune : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">évaluer sous cet angle les conséquences de la loi Macron « croissance et activités » de 2015 et la modifier pour renforcer la sanctuarisation du dimanche comme journée de cohésion familiale et sociale</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Nos racines judéo-chrétienne ont fait du Dimanche une journée importante permettant de consolider le ciment social de notre société.</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Le Dimanche est le jour de retrouvailles familiales et il est bon qu’il le reste.</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Je comprends aussi que certains commerces ou sociétés estiment important de pouvoir travailler ce jour-là. Mais il convient que la loi doit clairement faire apparaître qu’aucun patron ou entreprise ne peut obliger ses employés à travailler ce jour-là, et que la décision incombe directement à chacun et ne peut être imposée.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">2</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 10.5pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">S’occuper d’un enfant en bas âge est très consommateur en temps, les modes de garde coutent chers et, dans l’immense majorité des cas, ce sont les femmes qui sont demandeuses d’un congé parental : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 10.5pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Laisser les parents choisir librement la répartition entre eux d’un congé parental de trois ans</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">La loi doit renforcer le droit (et pourquoi pas le devoir) de partager le congé parental entre hommes et femmes.</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Il est nécessaire de rompre ce tabou comme quoi cette tâche incombe uniquement aux femmes et que si un homme le décide, on ne pourra pas lui en tenir rigueur dans sa profession.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">3</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Sans enfants, il n’y a pas d’avenir pour la société. La création et le maintien de familles stables et nombreuses doit être encouragé aussi de façon financière </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">: Augmenter le plafond du quotient familial</span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">En ce sens, le plafond du quotient familial doit être augmenté fortement dès le 2eme enfants, et les aides maintenues.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">4</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Promouvoir la famille c’est aussi défendre le principe du foyer fiscal : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Ne pas concrétiser l’imposition à la source car c’est un premier pas vers l’individualisation de l’impôt</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Tout à fait en phase avec cette affirmation. L’imposition à la source est un pas de plus vers la privation des libertés.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">5</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Distinguer la politique sociale de la politique familiale : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">supprimer la mise sous conditions de revenu des allocations familiales</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Mon avis est qu’il préférable que la politique familiale s’établisse sur la base d’avantages ficaux plutôt que le réhaussement des allocations, afin d’éviter que de plus en plus de familles vivent aux dépends des subventions sociales.</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">En d’autres mots, inciter à la procréation les familles ayant un niveau de revenu cohérent.</span></div>
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<span style="background-color: transparent; color: white; font-family: "ubuntu"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">La promotion de la conjugalité durable</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">La famille est la cellule de base de la société. Le tissu social se désagrège quand cette maille est affaiblie.</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">C’est malheureusement le constat qui peut être fait autour de nous. Quand la famille va mal (séparations, parents isolés, recompositions malheureuses, etc.) on constate trop de souffrances, de conflits, d’enfants et d’adolescents très perturbés.</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">C’est aussi un enjeu économique et social : une famille durable, c’est moins de demande de logements (pas de séparation), moins d’action sociale et d’efforts de la collectivité pour réparer les dégâts.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">6</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Le mariage nécessite une définition claire. </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Etes-vous prêt à définir dans la loi le mariage comme l’union d’un homme et d’une femme ?</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Cette question ne doit pas faire l’objet de récupération politicienne. Le mariage nécessite une définition claire sur la base de nos racines judéo-chrétienne, c’est-à-dire l’union entre en un homme et une femme. D’autre dispositifs existent et permettent d’officialiser l’union entre homosexuels, par contre ces dispositifs doivent évoluer vers une protection renforcée équivalente au mariage. De même lorsque la vie des enfants est en jeu, il faut réfléchir à un système Père/tuteur ou Mère/tuteure de façon à protéger les enfants en cas de disparition de l’un des conjoints.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">7</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">L’article 212 du code civil indique que les époux se doivent fidélité : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Interdire la promotion de l’infidélité sous toutes ses formes (cf campagnes de promotion Gleeden)</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Je suis pour interdire la publicité faisant la promotion de sites de rencontre dans les médias télévisuels.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">8</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Le divorce est une décision lourde de conséquence financièrement, socialement et pour les enfants, il doit être murement réfléchi et ne pas se faire aux dépens des plus faibles : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">introduire un délai de réflexion avec en préalable l’intervention d’un conseiller conjugal et le maintien du juge dans le processus</span></div>
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<tr style="height: 0pt;"><td colspan="2" style="border-bottom: solid #000000 0.5pt; border-left: solid #000000 0.5pt; border-right: solid #000000 0.5pt; border-top: solid #000000 0.5pt; padding: 0pt 5.4pt 0pt 5.4pt; vertical-align: middle;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Je ne suis pas pour alourdir ce type de procédure qui ne profite qu’aux professionnels du divorce (avocats / juges / notaires…).</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Mais je suis pour le maintient du juge dans le processus.</span></div>
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<span style="background-color: transparent; color: white; font-family: "ubuntu"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">Ethi</span><span style="background-color: transparent; color: white; font-family: "calibri"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">q</span><span style="background-color: transparent; color: white; font-family: "ubuntu"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">ue et écologie de l</span><span style="background-color: transparent; color: white; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">’</span><span style="background-color: transparent; color: white; font-family: "ubuntu"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">homme</span></div>
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<br /></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Le respect inconditionnel de la vie de tout être humain, serait-elle balbutiante, déclinante, finissante, diminuée, perçue comme socialement « inutile » doit, comme la dignité intrinsèque de tout être humain, être affirmé, réaffirmé, enseigné, témoigné, défendu. En outre, poser des principes clairs, simples et intangibles est le meilleur moyen de lutter contre les tentations transhumanistes.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">9</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">IVG : l’IVG est un acte lourd de conséquences, c’est une décision qui ne doit pas être prise dans la précipitation : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">rétablir le délai de réflexion préalable.</span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></div>
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<tr style="height: 0pt;"><td colspan="2" style="border-bottom: solid #000000 0.5pt; border-left: solid #000000 0.5pt; border-right: solid #000000 0.5pt; border-top: solid #000000 0.5pt; padding: 0pt 5.4pt 0pt 5.4pt; vertical-align: middle;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">En accord avec cette proposition</span></div>
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<tr style="height: 0pt;"><td style="border-bottom: solid #000000 0.5pt; border-left: solid #000000 0.5pt; border-right: solid #000000 0.5pt; border-top: solid #000000 0.5pt; padding: 0pt 5.4pt 0pt 5.4pt; vertical-align: middle;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-left: -7.1pt; margin-right: -5.4pt; margin-top: 0pt; text-align: center;">
<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">10</span></div>
</td><td style="border-bottom: solid #000000 0.5pt; border-left: solid #000000 0.5pt; border-right: solid #000000 0.5pt; border-top: solid #000000 0.5pt; padding: 0pt 5.4pt 0pt 5.4pt; vertical-align: top;"><div dir="ltr" style="background-color: white; line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 10.5pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">IVG : C’est un drame qu’il faut tout faire pour éviter : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 10.5pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">lancer une étude nationale impartiale sur les causes de l’IVG et une grande politique de santé publique préventive fondée notamment sur l’éducation affective et sexuelle des jeunes </span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">En accord avec cette proposition, avec cette étude il sera permit d’établir un système de prévention.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">11</span></div>
</td><td style="border-bottom: solid #000000 0.5pt; border-left: solid #000000 0.5pt; border-right: solid #000000 0.5pt; border-top: solid #000000 0.5pt; padding: 0pt 5.4pt 0pt 5.4pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Respecter l’humain dès sa conception et éviter les dérives transhumanistes : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Interdire la recherche sur l’embryon</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">En accord avec cette proposition ainsi que interdire le clonage en général.</span></div>
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<tr style="height: 0pt;"><td style="border-bottom: solid #000000 0.5pt; border-left: solid #000000 0.5pt; border-right: solid #000000 0.5pt; border-top: solid #000000 0.5pt; padding: 0pt 5.4pt 0pt 5.4pt; vertical-align: middle;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-left: -7.1pt; margin-right: -5.4pt; margin-top: 0pt; text-align: center;">
<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">12</span></div>
</td><td style="border-bottom: solid #000000 0.5pt; border-left: solid #000000 0.5pt; border-right: solid #000000 0.5pt; border-top: solid #000000 0.5pt; padding: 0pt 5.4pt 0pt 5.4pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Respecter la liberté d’expression : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Abroger la loi sur le délit d’entrave numérique à l’IVG </span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">En accord avec cette proposition</span></div>
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<tr style="height: 0pt;"><td style="border-bottom: solid #000000 0.5pt; border-left: solid #000000 0.5pt; border-right: solid #000000 0.5pt; border-top: solid #000000 0.5pt; padding: 0pt 5.4pt 0pt 5.4pt; vertical-align: middle;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-left: -7.1pt; margin-right: -5.4pt; margin-top: 0pt; text-align: center;">
<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">13</span></div>
</td><td style="border-bottom: solid #000000 0.5pt; border-left: solid #000000 0.5pt; border-right: solid #000000 0.5pt; border-top: solid #000000 0.5pt; padding: 0pt 5.4pt 0pt 5.4pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 10.5pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Le mariage et l’adoption par les personnes de même sexe ont pour conséquences la « fabrication » d’enfants privés de père ou de mère (PMA) et, en cas de recours à des mères porteuses (GPA), l’asservissement de femmes et la vente d’enfants : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 10.5pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Abroger la loi Taubira</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse </span></div>
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<span style="background-color: transparent; color: #2e74b5; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">En accord pour abroger la loi Tobira et lancer une étude nationale impartiale sur les conséquences du mariage ou adoption d’enfants par des personnes de même sexe. </span></div>
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<tr style="height: 0pt;"><td colspan="2" style="background-color: black; border-bottom: solid #000000 0.5pt; border-left: solid #000000 0.5pt; border-right: solid #000000 0.5pt; border-top: solid #000000 0.5pt; padding: 0pt 5.4pt 0pt 5.4pt; vertical-align: middle;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-left: -7.1pt; margin-right: -5.4pt; margin-top: 0pt; text-align: center;">
<span style="background-color: transparent; color: white; font-family: "ubuntu"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">Enfance </span><span style="background-color: transparent; color: white; font-family: "calibri"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">et </span><span style="background-color: transparent; color: white; font-family: "ubuntu"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">Ecole </span></div>
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<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">L’enfance est une période privilégiée qui demande beaucoup de prévention, d’attention et de clairvoyance pour guider des êtres encore fragiles. L’école est le lieu d’apprentissage des savoirs indispensables pour trouver sa place dans la société et l’entreprise. Elle est aussi un puissant facteur d’intégration où se forge l’unité nationale. </span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">14</span></div>
</td><td style="border-bottom: solid #000000 0.5pt; border-left: solid #000000 0.5pt; border-right: solid #000000 0.5pt; border-top: solid #000000 0.5pt; padding: 0pt 5.4pt 0pt 5.4pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">La pornographie renvoie une image de la relation homme femme réduite au sexe, faussée, violente et destructrice. En libre accès sur internet elle pousse notamment les jeunes à l’addiction et aux violences sexuelle. </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Obliger les fournisseurs d’accès à internet à bloquer les adresses des sites pornographiques sans abonnement</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #5b9bd5; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">En accord avec cette proposition ainsi que renforcer la protection concernant les sites de streaming ou sur les systèmes de visualisation de vidéo/photos type youtube. </span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">15</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 10.5pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> Le niveau à l’entrée en sixième ne cesse de baisser, victime, entre autres, des pédagogistes. </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 10.5pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Recentrer l’école primaire sur ses fondamentaux : lire, écrire, compter suivant des méthodes éprouvées et universellement reconnues</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #5b9bd5; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Former des citoyens instruits et libres.</span></div>
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<span style="background-color: transparent; color: #5b9bd5; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Les années d'école élémentaire doivent être consacrées à l'apprentissage de l'écriture, du français, du calcul, de l'histoire et de la géographie françaises.</span></div>
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<span style="background-color: transparent; color: #5b9bd5; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Il faut pour cela réviser les volumes horaires attribués tout en conservant du temps pour les activités artistiques et sportives.</span></div>
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<span style="background-color: transparent; color: #5b9bd5; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Donner la préférence aux méthodes d’apprentissage de la lecture et de l’écriture ayant fait leur preuve</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">L’enseignement du genre en tant que matière scientifique (en particulier en SVT) est de nature à profondément perturber la construction des enfants : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Laisser l’étude du genre au champ philosophique et le retirer de l’enseignement scientifique au lycée.</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #5b9bd5; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">J’émets des reserves sur cette proposition. L’adolescence est le moment où il est important d’outre passer le champ philosophique de l’enseignement sur le genre. Le Lycée me parait le lieu indiqué pour cela, car dernier rempart avant l’université. </span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">17</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">L’école est le creuset de l’unité nationale, elle doit aider les futurs citoyens à être fiers de ce qu’ils sont, de ce qu’est et a été la France et à se sentir concerné par son avenir : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Mettre en œuvre un enseignement chronologique de l’histoire de France autour de ses grandes figures et non plus thématique.</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #5b9bd5; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">L’enseignement de l’histoire pourra être débattu par les professionnels afin de mettre en œuvre l’enseignement le plus impartial et indépendant.</span></div>
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<span style="background-color: transparent; color: #5b9bd5; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">L'histoire doit être débarrassée de tout dogmatisme et observer une obligation de réserve sur les événements trop contemporains.</span></div>
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Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-15976201620151707712017-05-22T22:43:00.001+02:002017-05-27T20:31:23.664+02:00 questionnaire AFC pour les élections législatives / réponses d'Olivier Monteil pour le FN<div dir="ltr" id="docs-internal-guid-01d7e22c-31e5-7ae4-2a6d-fb2bc791d562" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
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<a href="https://lh5.googleusercontent.com/uZ1pdeLv8qUjVKeXcqddKKG1haD8gv-X6lwPYKUEyApbrldM_HKcog5DgfTlz2QnI_QiuokZlRrtwfpdu74Lk95zSrnpvoyOrAfe7x3CV7-6MwbfQLoc1kV7Ul6eTR_84OOC697DLYqYdmzFeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="59" id="docs-internal-guid-01d7e22c-31e5-d3b0-d546-48ce9f6da9c2" src="https://lh5.googleusercontent.com/uZ1pdeLv8qUjVKeXcqddKKG1haD8gv-X6lwPYKUEyApbrldM_HKcog5DgfTlz2QnI_QiuokZlRrtwfpdu74Lk95zSrnpvoyOrAfe7x3CV7-6MwbfQLoc1kV7Ul6eTR_84OOC697DLYqYdmzFeg" style="border: medium none; transform: rotate(0rad);" width="59" /></a><span style="background-color: transparent; color: #002060; font-family: "calibri"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;"></span><span id="docs-internal-guid-01d7e22c-31e5-b9eb-9a0d-d70b7a46db17" style="background-color: transparent; color: red; font-family: "calibri"; font-size: 20pt; font-style: normal; font-variant: small-caps; font-weight: 400; text-decoration: none; vertical-align: baseline;">Questionnaire </span><span style="background-color: transparent; color: #666e76; font-family: "calibri"; font-size: 20pt; font-style: normal; font-variant: small-caps; font-weight: 400; text-decoration: none; vertical-align: baseline;">| Législatives</span><span style="background-color: transparent; color: red; font-family: "calibri"; font-size: 20pt; font-style: normal; font-variant: small-caps; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></div>
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<span style="background-color: transparent; color: #002060; font-family: "calibri"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">Olivier MONTEIL</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">Conseiller régional d’Occitanie</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">Candidat Front National aux législatives 2017 – 2</span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 6pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: super;">ème</span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;"> circonscription des Hautes-Pyrénées</span></div>
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<table style="border-collapse: collapse; border: none;"><colgroup><col width="38"></col><col width="699"></col></colgroup><tbody>
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<span style="background-color: transparent; color: white; font-family: "ubuntu"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">La priorité à la famille dans les projets et décisions</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">La politique familiale vise à établir une solidarité entre familles avec enfants et personnes qui ne supportent pas de charge de famille. Elle est distincte de la politique sociale. </span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Un couple sans enfant, une femme élevant seule deux enfants, une famille nombreuse n’ont pas les mêmes besoins. A revenu égal, ils n’ont pas le même niveau de vie ; la société doit en tenir compte quand elle évalue leurs droits à prestation ou leur montant d’impôt. </span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">1</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Il est nécessaire que les familles puissent se retrouver et partager de longs moments ensemble, pour cela il faut maintenir une journée de repos commune : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">évaluer sous cet angle les conséquences de la loi Macron « croissance et activités » de 2015 et la modifier pour renforcer la sanctuarisation du dimanche comme journée de cohésion familiale et sociale</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Oui, cette loi devra effectivement être révisée, notamment pour rétablir la sanctuarisation de la journée de repos hebdomadaire le Dimanche. En effet, chacun doit pouvoir retrouver les siens, sa famille, ses enfants, au moins le Dimanche, pour maintenir le nécessaire équilibre entre vie de famille et vie professionnelle. c’est une exigence de la vie en société car, ne l’oublions pas, la Famille est la cellule de base de toute société. </span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 10.5pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">S’occuper d’un enfant en bas âge est très consommateur en temps, les modes de garde coutent chers et, dans l’immense majorité des cas, ce sont les femmes qui sont demandeuses d’un congé parental : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 10.5pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Laisser les parents choisir librement la répartition entre eux d’un congé parental de trois ans</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Oui, les enfants sont l’avenir de la Nation, dont ils sont aussi les sujets les plus faibles et les plus fragiles.</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Il faut donc les protéger, notamment par une politique familiale volontariste, qui allongera et sanctuarisera le congé parental. Cela passera aussi par l’attribution d’un salaire parental pour aider les mères à élever pleinement leur enfant durant les premières années de sa vie sans être obligées de dépendre d’un salaire professionnel.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">3</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Sans enfants, il n’y a pas d’avenir pour la société. La création et le maintien de familles stables et nombreuses doit être encouragé aussi de façon financière </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">: Augmenter le plafond du quotient familial</span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Oui, parfaitement d’accord ! Père de six enfants, je suis moi-même très concerné et attaché à la protection des familles nombreuses, notamment par l’augmentation du quotient familial, mais aussi par le retour à l’universalité des allocations familiales, aujourd’hui dévoyée car soumises à conditions de ressources.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">4</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Promouvoir la famille c’est aussi défendre le principe du foyer fiscal : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Ne pas concrétiser l’imposition à la source car c’est un premier pas vers l’individualisation de l’impôt</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Oui. Très attentif à la protection de la Famille, je suis totalement hostile à l’imposition à la source et m’attacherai à l’abroger.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">5</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Distinguer la politique sociale de la politique familiale : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">supprimer la mise sous conditions de revenu des allocations familiales</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Oui, tout-à-fait, les allocations familiales ne sont pas des aides sociales mais une aide à la Famille, elles doivent retrouver leur principe initial d’universalité et ne plus dépendre des conditions de ressources.</span></div>
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<span style="background-color: transparent; color: white; font-family: "ubuntu"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">La promotion de la conjugalité durable</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">La famille est la cellule de base de la société. Le tissu social se désagrège quand cette maille est affaiblie.</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">C’est malheureusement le constat qui peut être fait autour de nous. Quand la famille va mal (séparations, parents isolés, recompositions malheureuses, etc.) on constate trop de souffrances, de conflits, d’enfants et d’adolescents très perturbés.</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">C’est aussi un enjeu économique et social : une famille durable, c’est moins de demande de logements (pas de séparation), moins d’action sociale et d’efforts de la collectivité pour réparer les dégâts.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">6</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Le mariage nécessite une définition claire. </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Etes-vous prêt à définir dans la loi le mariage comme l’union d’un homme et d’une femme ?</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Oui, absolument. A cet égard, je commencerai d’ailleurs par voter l’abrogation de la loi Taubira portant « mariage pour tous ».</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">7</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">L’article 212 du code civil indique que les époux se doivent fidélité : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Interdire la promotion de l’infidélité sous toutes ses formes (cf campagnes de promotion Gleeden)</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">D’accord avec vous sur ce point encore : l’Etat doit s’attacher à défendre la Famille. Le nécessaire respect de la vie privée de chacun ne doit pas pour autant permettre de faire la promotion de la destruction des foyers.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">8</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Le divorce est une décision lourde de conséquence financièrement, socialement et pour les enfants, il doit être murement réfléchi et ne pas se faire aux dépens des plus faibles : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">introduire un délai de réflexion avec en préalable l’intervention d’un conseiller conjugal et le maintien du juge dans le processus</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Oui, la libéralisation du divorce, qui est devenu une simple formalité administrative, ne favorise certes pas la stabilité des foyers. </span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">La réintroduction d’un délai de réflexion et le maintien du juge paraissent des pistes justes et adaptées pour aider les couples à faire face à leurs responsabilités.</span></div>
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<span style="background-color: transparent; color: white; font-family: "ubuntu"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">Ethi</span><span style="background-color: transparent; color: white; font-family: "calibri"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">q</span><span style="background-color: transparent; color: white; font-family: "ubuntu"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">ue et écologie de l</span><span style="background-color: transparent; color: white; font-family: "arial"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">’</span><span style="background-color: transparent; color: white; font-family: "ubuntu"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">homme</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Le respect inconditionnel de la vie de tout être humain, serait-elle balbutiante, déclinante, finissante, diminuée, perçue comme socialement « inutile » doit, comme la dignité intrinsèque de tout être humain, être affirmé, réaffirmé, enseigné, témoigné, défendu. En outre, poser des principes clairs, simples et intangibles est le meilleur moyen de lutter contre les tentations transhumanistes.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">9</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">IVG : l’IVG est un acte lourd de conséquences, c’est une décision qui ne doit pas être prise dans la précipitation : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">rétablir le délai de réflexion préalable.</span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> </span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Oui, c’est indispensable.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">10</span></div>
</td><td style="border-bottom: solid #000000 0.5pt; border-left: solid #000000 0.5pt; border-right: solid #000000 0.5pt; border-top: solid #000000 0.5pt; padding: 0pt 5.4pt 0pt 5.4pt; vertical-align: top;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;">
<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 10.5pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">IVG : C’est un drame qu’il faut tout faire pour éviter : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 10.5pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">lancer une étude nationale impartiale sur les causes de l’IVG et une grande politique de santé publique préventive fondée notamment sur l’éducation affective et sexuelle des jeunes </span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Oui, l’IVG, est un drame, d’abord pour l’embryon ou le fœtus que l’on prive de vie, mais également pour la mère qui en portera très longtemps les conséquences psychologiques. Il faut donc en effet une politique de prévention de l’IVG, qui passera par une meilleure éducation affective, une meilleure information sur les conséquences de l’IVG et une meilleure information sur les moyens alternatifs disponibles pour l’éviter. Le principe de l’adoption prénatale, aidée par l’Etat, est par exemple un très bon moyen.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">11</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Respecter l’humain dès sa conception et éviter les dérives transhumanistes : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Interdire la recherche sur l’embryon</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Oui. Dans notre civilisation de racines judéo-chrétiennes, le respect de la vie humaine et les principes de bioéthique doivent interdire toute manipulation du vivant et toute recherche sur l’embryon humain. Elu député, j’y veillerai.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">12</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Respecter la liberté d’expression : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Abroger la loi sur le délit d’entrave numérique à l’IVG </span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Oui, la loi sur le délit d’entrave numérique à l’IVG est une loi totalitaire qui porte directement atteinte à la liberté d’expression. Elu député, je voterai son abrogation.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">13</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 10.5pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Le mariage et l’adoption par les personnes de même sexe ont pour conséquences la « fabrication » d’enfants privés de père ou de mère (PMA) et, en cas de recours à des mères porteuses (GPA), l’asservissement de femmes et la vente d’enfants : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 10.5pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Abroger la loi Taubira</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse </span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Oui, comme Marine s’y est elle-même engagée de façon très claire et à de nombreuses reprises, nous reviendrons bien sûr sur la loi Taubira. elu député, je voterai l’abrogation de la loi portant »mariage pour tous ».</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Je combattrai également sans faiblesse toute promotion de la GPA ou de la PMA.</span></div>
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<span style="background-color: transparent; color: white; font-family: "ubuntu"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">Enfance </span><span style="background-color: transparent; color: white; font-family: "calibri"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">et </span><span style="background-color: transparent; color: white; font-family: "ubuntu"; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">Ecole </span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">L’enfance est une période privilégiée qui demande beaucoup de prévention, d’attention et de clairvoyance pour guider des êtres encore fragiles. L’école est le lieu d’apprentissage des savoirs indispensables pour trouver sa place dans la société et l’entreprise. Elle est aussi un puissant facteur d’intégration où se forge l’unité nationale. </span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">14</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">La pornographie renvoie une image de la relation homme femme réduite au sexe, faussée, violente et destructrice. En libre accès sur internet elle pousse notamment les jeunes à l’addiction et aux violences sexuelle. </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Obliger les fournisseurs d’accès à internet à bloquer les adresses des sites pornographiques sans abonnement</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Oui, c’est une très bonne proposition, parmi d’autres, pour la protection de l’Enfance. </span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">15</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 10.5pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> Le niveau à l’entrée en sixième ne cesse de baisser, victime, entre autres, des pédagogistes. </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 10.5pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Recentrer l’école primaire sur ses fondamentaux : lire, écrire, compter suivant des méthodes éprouvées et universellement reconnues</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Oui, les méthodes globales et pédagogistes ont fait la preuve de leur échec. L’école primaire doit se recentrer sur les fondamentaux : savoir lire, écrire et compter. L’apprentissage et l’approfondissement du français doivent être fortement renforcés à l’école primaire et la prolifération des activités périscolaires limitées.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">16</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">L’enseignement du genre en tant que matière scientifique (en particulier en SVT) est de nature à profondément perturber la construction des enfants : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Laisser l’étude du genre au champ philosophique et le retirer de l’enseignement scientifique au lycée.</span></div>
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<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Oui, il convient de réviser les programmes scolaires de SVT pour en retirer les assertions faisant état de la théorie du genre, d’ailleurs souvent de façon détournée ou insinuée. la théorie du genre, qui n’a rien de scientifique mais relève bien plutôt de la philosophie voire de l’idéologie, n’a rien à faire dans des programmes de collège ni de lycée.</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Actuellement conseiller régional d’Occitanie affecté, entre autres, à la commission éducation-jeunesse, je veille d’ailleurs à voter contre toute tentative d’intrusion de ces idéologies dans les établissements scolaires.</span></div>
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<span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline;">17</span></div>
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<span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">L’école est le creuset de l’unité nationale, elle doit aider les futurs citoyens à être fiers de ce qu’ils sont, de ce qu’est et a été la France et à se sentir concerné par son avenir : </span><span style="background-color: transparent; color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Mettre en œuvre un enseignement chronologique de l’histoire de France autour de ses grandes figures et non plus thématique.</span></div>
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<tr style="height: 0pt;"><td colspan="2" style="border-bottom: solid #000000 0.5pt; border-left: solid #000000 0.5pt; border-right: solid #000000 0.5pt; border-top: solid #000000 0.5pt; padding: 0pt 5.4pt 0pt 5.4pt; vertical-align: middle;"><div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: #e3005d; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Réponse</span></div>
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<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Oui, l’Histoire de France est la source de l’amour de la Patrie et du respect de notre civilisation bâtie au cours des siècles. L’Histoire thématique et désordonnée actuellement enseignée dans les programmes du secondaire détourne les élèves, trop désorientés et sans repères clairs, de l’apprentissage de l’Histoire.</span></div>
<div dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;">
<span style="background-color: transparent; color: #31849b; font-family: "arial"; font-size: 9pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Il convient impérativement de reprendre l’apprentissage chronologique de l’Histoire de France, en y rétablissant dans les programmes les pans entiers qui ont été retirés des programmes ou qui ont été volontairement édulcorés (histoire mérovingienne, moyen-âge, grand siècle, Vendée, empire, etc.).</span></div>
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<br />Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-14040657037774070042017-05-11T23:12:00.003+02:002017-05-27T20:35:18.808+02:00politique familiale, la vie, l'éducation, l'éthique: les questions aux candidats pour les législatives 2017<!--[if !mso]>
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<span style="color: white; mso-ansi-language: FR; mso-fareast-language: FR;">La
priorité à la famille dans les projets et décisions</span></h1>
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La politique familiale vise à établir une solidarité entre
familles avec enfants et personnes qui ne supportent pas de charge de
famille. Elle est distincte de la politique sociale. </div>
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Un couple sans enfant, une femme élevant seule deux
enfants, une famille nombreuse n’ont pas les mêmes besoins. A revenu égal,
ils n’ont pas le même niveau de vie ; la société doit en tenir compte quand
elle évalue leurs droits à prestation ou leur montant d’impôt. </div>
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<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">1</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-font-style: italic;">Il est nécessaire que les familles puissent se retrouver et partager
de longs moments ensemble, pour cela il faut maintenir une journée de repos
commune : </span><i style="mso-bidi-font-style: normal;"><span style="mso-bidi-font-family: Calibri;">évaluer sous cet angle les conséquences
de la loi Macron « croissance et activités » de 2015 et la modifier
pour renforcer la sanctuarisation du dimanche comme journée de cohésion
familiale et sociale</span></i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
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<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">2</span></div>
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<span style="mso-bidi-font-family: Calibri;">S’occuper d’un
enfant en bas âge est très consommateur en temps, les modes de garde coutent
chers et, dans l’immense majorité des cas, ce sont les femmes qui sont
demandeuses d’un congé parental : <i>Laisser les parents choisir
librement la répartition entre eux d’un congé parental de trois ans</i></span></div>
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<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">3</span></div>
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Sans enfants, il n’y a pas d’avenir pour la société. La
création et le maintien de familles stables et nombreuses doit être encouragé
aussi de façon financière <i>: Augmenter le plafond du quotient familial</i>
<span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
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<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">4</span></div>
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Promouvoir la famille c’est aussi défendre le principe du
foyer fiscal :<span style="mso-spacerun: yes;"> </span><i>Ne pas
concrétiser l’imposition à la source car c’est un premier pas vers
l’individualisation de l’impôt</i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
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<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">5</span></div>
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Distinguer la politique sociale de la politique
familiale : <i>supprimer la mise sous conditions de revenu des
allocations familiales</i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
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<h1>
<span style="mso-ansi-language: FR; mso-fareast-language: FR;"> </span></h1>
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<span style="color: white; mso-ansi-language: FR; mso-fareast-language: FR;">La
promotion de la conjugalité durable</span></h1>
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La famille est la cellule
de base de la société. Le tissu social se désagrège quand cette maille est
affaiblie.</div>
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C’est malheureusement le
constat qui peut être fait autour de nous. Quand la famille va mal
(séparations, parents<span style="mso-spacerun: yes;"> </span>isolés,
recompositions malheureuses, etc.) on constate trop de souffrances, de
conflits, d’enfants et d’adolescents très perturbés.</div>
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C’est aussi un enjeu
économique et social : une famille durable, c’est moins de demande de
logements<span style="mso-spacerun: yes;"> </span>(pas de séparation), moins
d’action sociale et d’efforts de la collectivité pour réparer les dégâts.</div>
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<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">6</span></div>
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Le mariage nécessite une définition claire. <i>Etes-vous
prêt à définir dans la loi le mariage comme l’union d’un homme et d’une
femme ?</i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
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<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">7</span></div>
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L’article 212 du code civil indique que les époux se
doivent fidélité : <i>Interdire la promotion de l’infidélité sous toutes
ses formes (cf campagnes de promotion Gleeden)</i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
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<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">8</span></div>
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Le divorce est une décision lourde de conséquence
financièrement, socialement et pour les enfants, il doit être murement
réfléchi et ne pas se faire aux dépens des plus faibles : <i>introduire
un délai de réflexion avec en préalable l’intervention d’un conseiller
conjugal et le maintien du juge dans le processus</i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
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<span style="color: white; mso-ansi-language: FR; mso-fareast-language: FR;">Ethi</span><span style="color: white; font-family: "calibri" , "sans-serif"; mso-ansi-language: FR; mso-fareast-language: FR;">q</span><span style="color: white; mso-ansi-language: FR; mso-fareast-language: FR;">ue et écologie de l</span><span style="color: white; font-family: "arial" , "sans-serif"; mso-ansi-language: FR; mso-fareast-language: FR;">’</span><span style="color: white; mso-ansi-language: FR; mso-fareast-language: FR;">homme</span></h1>
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Le respect inconditionnel de la vie de tout être humain,
serait-elle balbutiante, déclinante, finissante, diminuée, perçue comme
socialement « inutile » doit, comme la dignité intrinsèque de tout
être humain, être affirmé, réaffirmé, enseigné, témoigné, défendu. En outre,
poser des principes clairs, simples et intangibles est le meilleur moyen de
lutter contre les tentations transhumanistes.</div>
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<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">9</span></div>
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IVG : l’IVG est un acte lourd de conséquences, c’est
une décision qui ne doit pas être prise dans la précipitation : <i>rétablir
le délai de réflexion préalable.</i> <span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
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<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
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<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38"><div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">10</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699"><div class="question">
<span style="mso-bidi-font-family: Calibri;">IVG : C’est
un drame qu’il faut tout faire pour éviter : <i>lancer une étude
nationale impartiale sur les causes de l’IVG et une grande politique de santé
publique préventive fondée notamment sur l’éducation affective et sexuelle
des jeunes<span style="mso-spacerun: yes;"> </span></i></span></div>
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<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737"><div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
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<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38"><div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">11</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699"><div class="MsoNormal">
Respecter l’humain dès sa conception et éviter les dérives
transhumanistes : <i>Interdire la recherche sur l’embryon</i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
</td>
</tr>
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<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737"><div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
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<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38"><div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">12</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699"><div class="MsoNormal">
Respecter la liberté d’expression : <i>Abroger la loi
sur le délit d’entrave numérique à l’IVG </i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
</td>
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<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
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<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">13</span></div>
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<span style="font-size: 10.5pt;">Le mariage et l’adoption par
les personnes de même sexe ont pour conséquences la « fabrication » d’enfants
privés de père ou de mère (PMA) et, en cas de recours à des mères porteuses
(GPA), l’asservissement de femmes et la vente d’enfants : <i>Abroger la
loi Taubira</i></span><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
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<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse </span></div>
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<span style="color: white; mso-ansi-language: FR; mso-fareast-language: FR;">Enfance
</span><span style="color: white; font-family: "calibri" , "sans-serif"; mso-ansi-language: FR; mso-fareast-language: FR;">et </span><span style="color: white; mso-ansi-language: FR; mso-fareast-language: FR;">Ecole </span></h1>
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<td colspan="2" style="background: #FF9999; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737"><div class="MsoNormal">
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L’enfance est une période privilégiée qui demande beaucoup
de prévention, d’attention et de clairvoyance pour guider des êtres encore fragiles.
L’école est le lieu d’apprentissage des savoirs indispensables pour trouver
sa place dans la société et l’entreprise. Elle est aussi un puissant facteur
d’intégration où se forge l’unité nationale. </div>
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<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" width="38"><div class="numero">
<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">14</span></div>
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La pornographie renvoie une image de la relation homme
femme réduite au sexe, faussée, violente et destructrice. En libre accès sur
internet elle pousse notamment les jeunes à l’addiction et aux violences
sexuelle. <i>Obliger les fournisseurs d’accès à internet à bloquer les
adresses des sites pornographiques sans abonnement</i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
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<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737"><div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
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<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">15</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 524.45pt;" valign="top" width="699"><div class="question">
<span style="mso-bidi-font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Le niveau à l’entrée en sixième ne cesse de
baisser, victime, entre autres, des pédagogistes. <i>Recentrer l’école
primaire sur ses fondamentaux : lire, écrire, compter suivant des
méthodes éprouvées et universellement reconnues</i></span></div>
</td>
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<td colspan="2" style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 552.85pt;" width="737"><div class="commentaire">
<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
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<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">16</span></div>
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L’enseignement du genre en tant que matière scientifique
(en particulier en SVT) est de nature à profondément perturber la
construction des enfants : <i>Laisser l’étude du genre au champ
philosophique et le retirer de l’enseignement scientifique au lycée.</i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
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<span style="color: #e3005d; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-fareast-language: FR;">Réponse</span></div>
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<span style="font-size: 11.0pt; mso-ansi-language: FR; mso-bidi-font-family: Arial; mso-bidi-font-size: 12.0pt; mso-fareast-language: FR;">17</span></div>
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L’école est le creuset de l’unité nationale, elle doit
aider les futurs citoyens à être fiers de ce qu’ils sont, de ce qu’est et a
été la France et à se sentir concerné par son avenir : <i>Mettre en œuvre
un enseignement chronologique de l’histoire de France autour de ses grandes
figures et non plus thématique.</i><span style="font-size: 9.0pt; mso-bidi-font-size: 11.0pt;"></span></div>
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Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-46315399136073839182017-05-10T22:56:00.000+02:002017-05-11T22:57:13.470+02:00L'engagement politique des AFCLes AFC se sont engagées dans la campagne présidentielle et poursuivent leur mobilisation en vue des <img alt="dossier rencontre elu" src="http://www.afc-france.org/images/stories/politique/elections2017/dossier-rencontre-elu.png" style="float: right;" />élections législatives.
<br />
Elles ont montré quels étaient les choix politiques de chacun des
candidats, notamment ceux qui impacteront directement les familles, pour
informer les électeurs avant leur vote. Aujourd’hui, dans toute la
France, des membres des AFC n’hésitent pas à rencontrer les candidats
aux élections législatives pour leur faire part du poids que
représentent les familles en France et leur présenter leurs propositions
en matière de politique familiale.<br />
Les Associations Familiales Catholiques constituent un véritable
corps intermédiaire émaillant le territoire, qui fait le lien entre les
élus et les citoyens. Le rôle de conseil de ces dernières est important,
et les AFC informent les élus en matière de politique familiale et sont
force de proposition pour que les besoins des familles soient mieux
pris en compte dans leur politique locale. Progressivement, grâce au
poids des adhérents, le travail engagé porte ses fruits via l’action
législative d’un député ou les choix politiques d’un maire.<br />
Si une association peut être force de conseil, notamment par sa
pratique « de terrain », réciproquement l’expérience d’un homme
politique peut aider considérablement une association à rendre plus
efficace son action. Élus et associations sont ainsi complémentaires. On
sous-estime l’influence que les AFC peuvent avoir sur les élus, et plus
largement auprès de la société. C’est oublier que les catholiques sont
l’une des catégories de la population qui votent le plus.<br />
Adhérer à une association comme les AFC est une manière de se
mobiliser politiquement, de faire corps, d’apporter à l’élu des conseils
précieux en matière de politique familiale et de recevoir de lui un
soutien indispensable pour traduire des idées en actes.<br />
Retrouvez le dossier complet en pièce jointe<br />
<table><caption>Pièce(s) jointe(s):</caption>
<tbody>
<tr class="odd"><td class="at_filename"><a class="at_icon" href="http://www.afc-france.org/attachments/article/2923/Dossier_LVA171_BD.pdf" title="Télécharger ce fichier (Dossier_LVA171_BD.pdf)"><img alt="Télécharger ce fichier (Dossier_LVA171_BD.pdf)" src="http://www.afc-france.org/media/com_attachments/images/file_icons/pdf.gif" /></a><a class="at_url" href="http://www.afc-france.org/attachments/article/2923/Dossier_LVA171_BD.pdf" title="Télécharger ce fichier (Dossier_LVA171_BD.pdf)">Dossier_LVA171_BD.pdf</a></td><td class="at_description">[ ]</td><td class="at_file_size">1986 Ko</td></tr>
</tbody></table>
Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-91210961936931199042017-05-10T22:53:00.000+02:002017-05-11T22:54:30.012+02:00Législatives : un enjeu inédit !<span style="text-decoration: underline;"><span style="font-weight: bold;">Communiqué de presse</span></span>
<br />
Monsieur Emmanuel Macron a été élu dimanche dernier président de la République.<br />
Le programme du nouveau président dans les domaines de la politique
familiale, de l’éducation, du droit de la famille, de la bioéthique…
apparait trop souvent ambigu ou dans la continuité du quinquennat qui
s’achève.<br />
Les AFC seront en conséquence particulièrement vigilantes sur ces
domaines qui concernent au premier chef les familles. Elles
solliciteront en ce sens les candidats aux prochaines élections
législatives pour les sensibiliser sur les enjeux de tous ces thèmes
pour la société française. <br />
<span style="font-weight: bold;"><strong>Plus que jamais les AFC se mobiliseront pour porter la voix des familles auprès des candidats et des élus !</strong></span><br />
Fortes de la densité de leurs 300 associations locales en Métropole,
Outre-Mer et à l’étranger, les AFC vont s’investir résolument pour
établir une relation de proximité avec les candidats et leur dire avec
conviction que <span style="font-weight: bold;">quand la famille va bien, la France va mieux ! </span>Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-36730723913026056162017-05-05T22:55:00.000+02:002017-05-11T22:55:59.813+02:00Election présidentielle : notre seul parti, c’est la famille !<strong><span style="text-decoration: underline;">Communiqué de presse</span></strong>
<br />
Dans cette campagne présidentielle de longue haleine, les AFC ont
fait entendre avec conviction aux candidats les aspirations et les
préoccupations des familles. En retour, les candidats ont dit et précisé
aux AFC la place qu’ils donnaient à la famille dans leur projet
politique.<br />
Les deux projets soumis dimanche au choix des électeurs révèlent des
conceptions très différentes de la société et de la place qu’y tiennent
l’homme et la famille. Ils sont à apprécier dans leur ensemble et dans
leur cohérence, à la lumière de critères forts de discernement comme la
promotion de la famille, le respect de la vie, la liberté d’éducation,
la lutte contre les formes modernes d’esclavage (drogue,
prostitution,…), la liberté religieuse, le développement d’une économie
prospère au service de la personne et du bien commun ou encore la
recherche de la paix.<br />
Parce qu’elles croient résolument à l’intelligence et la
responsabilité des électeurs, les AFC ont œuvré sans relâche pour
permettre à chacun d’avoir la plus grande conscience possible de son
choix dimanche prochain<strong>. C’est pour cette raison que les AFC ne donnent pas de consigne de vote</strong>
; elles ne l’ont d’ailleurs jamais fait car elles représentent les
familles auprès de toutes les sensibilités politiques. Cette ambition
est plus exigeante et plus féconde qu’un appel partisan, en particulier
dans le climat violent de cette fin de campagne.<br />
<strong>Notre seul parti, c’est la famille !</strong><br />
Indécis face à ce choix inédit, de nombreux électeurs sont tentés par
l'abstention ou le vote blanc. Si l'abstention traduit habituellement
un désengagement de la vie publique et un manquement à son devoir
citoyen, le vote blanc, même s'il n'est pas comptabilisé aujourd'hui
dans les suffrages exprimés, peut signifier clairement l'impossibilité
d'adhérer à l'un ou l'autre programme.<br />
Mais surtout, dès lundi prochain, s’annoncent 577 nouveaux enjeux.
Dans un paysage politique en pleine recomposition et dans la perspective
d’une majorité parlementaire difficile à cerner, la seule certitude
aujourd’hui est que l’enjeu des élections législatives est d’autant plus
important qu’inédit. Fortes de la densité de leurs 300 associations
locales en Métropole, Outre-Mer et à l’étranger, les AFC plus que jamais
vont s’investir résolument dans ces débats pour dire avec conviction
que <strong>quand la famille va bien, la France va mieux !</strong>Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-6745006062204827792017-04-06T21:00:00.000+02:002017-05-11T21:44:53.370+02:00Quête pour la Mère et l’Enfant dans les Hautes Pyrénées: 27 et 28 mai 2017 / Journée nationale pour la vie<br />
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<span style="mso-fareast-language: FR; mso-no-proof: yes;">Dimanche
28 mai , c’est la fête des mères et c’est également la <b style="mso-bidi-font-weight: normal;">quête mère enfant 2017</b></span></div>
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Fêter les mères, c’est fêter celles qui </div>
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<a 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" 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" /></a>accueillent et donnent <span style="mso-spacerun: yes;"> </span>la vie !</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Cette <b style="mso-bidi-font-weight: normal;">grande quête
nationale</b> <span style="mso-spacerun: yes;"> </span>est réalisée </div>
<div class="MsoNormal">
chaque année sous l’égide de </div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">l’Union Nationale des
Associations Familiales ( UNAF)</b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Pour les Hautes Pyrénées, les Associations Familiales</div>
<div class="MsoNormal">
Catholique ( AFC) se mobilisent.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Concrètement, les fonds récoltés servent à aider<span style="mso-spacerun: yes;"> </span>financièrement des associations qui
accueillent ou soutiennent des<span style="mso-spacerun: yes;"> </span>mamans ou
futures <span style="mso-spacerun: yes;"> </span>mamans en difficultés.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Les bénéficiaires de cette quête sont :</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">OCH : Office Chrétien
des Personnes Handicapées</b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span style="font-family: "calibri" , "sans-serif"; font-weight: normal;">La Fondation OCH est au service des personnes malades ou handicapées, de
leurs familles et de leur entourage. Attentive à tout type de handicap
(mental, physique, sensoriel ou psychique), la Fondation soutient toute initiative
susceptible de contribuer à l’insertion sociale, familiale et ecclésiale des
personnes malades ou handicapées, quels que soient leur handicap ou leurs
difficultés.</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-latin;">Magnificat, accueillir la Vie</span></b></div>
<div class="MsoNormal">
<br /></div>
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">L’association gèrent deux Maisons
d’Accueil Maternel afin de pouvoir accueillir et accompagner les jeunes femmes
enceintes en difficulté.</span><br />
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">L’objectif est d’offrir à ces
jeunes femmes un lieu où elles peuvent se poser, être écoutées, encouragées,
confier leurs peurs, reprendre confiance en elles, et ainsi prendre le temps de
reconstruire un socle solide pour leur vie et celle de leur bébé à naître.</span><br />
<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Emmanuel SOS<span style="mso-spacerun: yes;"> </span>Adoption</b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Réseau d'œuvre d'adoption dans le but de recueillir tout
enfant handicapé de moins de 3 ans, pour le confier en vue d'adoption de
préparer et suivre après le placement les familles adoptives et conseiller
toute autre famille.</div>
<br />Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-87080402678458511832017-03-19T21:00:00.000+01:002017-04-27T13:31:11.909+02:00le 27 avril 2017: conférence sur l'éducation à, l'affectivité et la sexualité <img alt="Images intégrées 1" class="CToWUd a6T" src="https://mail.google.com/mail/u/0/?ui=2&ik=2fc75bd026&view=fimg&th=15ba671bcad989be&attid=0.1&disp=emb&realattid=ii_15ab4cd473b995df&attbid=ANGjdJ_-AaTOClPpiLn0Q-zPWy98WvX60hpt8gATxZdx8XpnWMf8A4fR1MTMQ0Gn3FkXgga00IIGDbQnlfZYs3IpX7v3GYVSveLaha97JprdValLAcAKx4z1bGRxakQ&sz=s0-l75-ft&ats=1493291843723&rm=15ba671bcad989be&zw&atsh=1" style="max-width: 100%; width: 484px;" tabindex="0" />Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-90614591232704789652017-03-14T21:00:00.000+01:002017-04-27T13:28:33.043+02:00Familles, engageons-nous ! Rejoignons les AFC !<h1 align="left">
<br /></h1>
<table align="center" border="0" cellpadding="0" cellspacing="0" class="m_2799528512796221017m_-7977818534784232997deviceWidth" style="width: 98%px;">
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<span style="font-size: large;"><b>Familles, engageons-nous ! Rejoignons les AFC !<br />
</b></span>Au cours du mois de mars, les AFC vont au-devant des
familles, là où elles se trouvent, pour leur proposer d'adhérer auprès
de leur association familiale catholique la plus proche (300 AFC en
France).
<b><a data-saferedirecturl="https://www.google.com/url?hl=fr&q=http://www.afc-france.org/oxi/clics.php?ec%3D2%26l%3DgoeQqYC7d2ho%26i%3DZGRnlWCTZ2pn%26t%3DZA%26e%3DlZmk05nXX6ublc6enMekd8qj2Z6UzJ9iytY%26u%3Dm6iq1GqSYJiZk5KYosOgmsdi1KOakqSpzZGopqShyNVgoqXZo5KWpWCjxqify6Rk0qDapGLToqnW1aqmoGHExpuZqMmikJKsq13GmJM%26v%3D7&source=gmail&ust=1493378332721000&usg=AFQjCNGB47QhFiqPY5JA9aQ11gu1_uScwA" href="http://www.afc-france.org/oxi/clics.php?ec=2&l=goeQqYC7d2ho&i=ZGRnlWCTZ2pn&t=ZA&e=lZmk05nXX6ublc6enMekd8qj2Z6UzJ9iytY&u=m6iq1GqSYJiZk5KYosOgmsdi1KOakqSpzZGopqShyNVgoqXZo5KWpWCjxqify6Rk0qDapGLToqnW1aqmoGHExpuZqMmikJKsq13GmJM&v=7" target="_blank">Pourquoi ?</a></b><br />
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"<i>La participation à la vie politique est une obligation morale</i>" affirme le pape François, rejoint dans cette approche par beaucoup d'autres… Or,
<b>l'adhésion à un mouvement qui promeut la famille au sein de la société civile est déjà en soi un véritable acte politique !</b><br />
<br />
Cette campagne veut également rappeler <b>le rôle des AFC dans l'amélioration concrète des conditions matérielles et morales des familles.</b> Celles-ci sont le creuset de l'épanouissement de toute personne humaine. Quand la famille va bien, c'est
toute la société qui se porte mieux. Cela est avéré dans tous les domaines de la vie sociale.<br />
<br />
Les AFC proposent, par exemple, des <b><a data-saferedirecturl="https://www.google.com/url?hl=fr&q=http://www.afc-france.org/oxi/clics.php?ec%3D2%26l%3DgoeQqYC7d2ho%26i%3DZGRnlWCTZ2pn%26t%3DZA%26e%3DlZmk05nXX6ublc6enMekd8qj2Z6UzJ9iytY%26u%3Dm6iq1GqSYJiZk5KYosOgmsdi1KOakpiY2ceWq6Cj0ZGUl6rNn9GkZJikkqGl1puj1WPImZTRp53J1qhknJjYxZSon9Oe%26v%3D7&source=gmail&ust=1493378332721000&usg=AFQjCNFxIjEvXDlCzDb__gclBzuevtU2ew" href="http://www.afc-france.org/oxi/clics.php?ec=2&l=goeQqYC7d2ho&i=ZGRnlWCTZ2pn&t=ZA&e=lZmk05nXX6ublc6enMekd8qj2Z6UzJ9iytY&u=m6iq1GqSYJiZk5KYosOgmsdi1KOakpiY2ceWq6Cj0ZGUl6rNn9GkZJikkqGl1puj1WPImZTRp53J1qhknJjYxZSon9Oe&v=7" target="_blank">Chantiers-Éducation</a></b>,
parcours de formation ouvert à tous et attendu par de très nombreux parents. Adhérer aux AFC, c'est aussi bénéficier
<b><a data-saferedirecturl="https://www.google.com/url?hl=fr&q=http://www.afc-france.org/oxi/clics.php?ec%3D2%26l%3DgoeQqYC7d2ho%26i%3DZGRnlWCTZ2pn%26t%3DZA%26e%3DlZmk05nXX6ublc6enMekd8qj2Z6UzJ9iytY%26u%3Dm6iq1GqSYK6qp5OTlsVfndSV05SYkaKmy5OYpqWn0s%2BglarNn9FgmKaj1JWZw6ag0aKSlZiQlqPS16SkpJXXx6imqZOR0aWcoZ7KpV3OoZrDoMqk%26v%3D7&source=gmail&ust=1493378332721000&usg=AFQjCNHV8ibmh3phz3WGmKoYysLGoBoe5w" href="http://www.afc-france.org/oxi/clics.php?ec=2&l=goeQqYC7d2ho&i=ZGRnlWCTZ2pn&t=ZA&e=lZmk05nXX6ublc6enMekd8qj2Z6UzJ9iytY&u=m6iq1GqSYK6qp5OTlsVfndSV05SYkaKmy5OYpqWn0s+glarNn9FgmKaj1JWZw6ag0aKSlZiQlqPS16SkpJXXx6imqZOR0aWcoZ7KpV3OoZrDoMqk&v=7" target="_blank">d'antennes
consommation</a></b> locales qui œuvrent à la résolution des litiges rencontrés par les familles.<br />
<br />
Enfin cette campagne nationale veut <b>redire aux familles qu'elles ne sont pas isolées dans leurs questionnements, leurs aspirations, leurs difficultés</b>. Partout en France, des familles (30 000 aux AFC) s'unissent pour s'entraider et porter leurs
convictions et leurs besoins que la sphère médiatique et politique a dans sa grande majorité délaissés.<br />
<br />
En adhérant aux AFC, les familles se soutiennent et - c'est une réalité
encore méconnue - jouissent d'un plus grand poids et d'une crédibilité
renforcée au sein des institutions familiales.<br />
<br />
Familles, engageons-nous ! Rejoignons les AFC !</div>
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<b>ce
message, qui n'est pas un envoi automatique, est adressé aux personnes
qui ne sont pas à jour de leurs cotisations pour 2017 ou qui ne sont
pas encore des familles adhérentes aux AFC.</b><br />
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<span style="font-size: x-small;">A propos des AFC</span></div>
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<hr />
<span style="font-size: x-small;"><span style="color: #ff00c0;">Une Confédération membre de l'UNAF,</span>
le "Parlement des familles", mouvement national reconnu d'utilité
publique, ayant une représentation grâce au suffrage familial dans les
UDAF<br />
<span style="color: #ff00c0;">Un réseau</span> de près de 400 associations locales et fédérations départementales<br />
<span style="color: #ff00c0;">Une représentation auprès des pouvoirs publics</span>
(entretiens avec les ministres et les élus locaux et nationaux...),
dans de nombreuses instances (CESE, Haut Conseil de la Famille..) et
aussi auprès des CAF<br />
<span style="color: #ff00c0;">Une force de proposition permanente</span> auprès
des acteurs économiques, sociaux et politiques, pour que le choix de la
famille et l'accueil de l'enfant soient facilités<br />
<span style="color: #ff00c0;">Une aide aux familles dans leur quotidien</span> en discernant localement leurs besoins : Chantiers-Éducation, services d'entraide, association de consommateurs<br />
<span style="color: #ff00c0;">Des publications, <span class="il">conférences</span></span>... pour former et sensibiliser</span>
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Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-73082725990750629682017-03-03T21:00:00.000+01:002017-04-27T13:30:57.185+02:00St Joseph 2017<img alt="Images intégrées 1" class="CToWUd a6T" height="653" src="https://mail.google.com/mail/u/0/?ui=2&ik=2fc75bd026&view=fimg&th=15addfbff0eb2aef&attid=0.2&disp=emb&realattid=ii_15a984e89929b12c&attbid=ANGjdJ_8fJhUIaviSA0tJ25MbJrzB_bVjb7Cs-Nf9OnI9nRo0EuisKQE88ZetH-c4Ds54xcxFIgRa2rONGX36pgyPu3SghVI35g-kY692-6hXZYMGgJYkNzmi2Z3R-s&sz=w928-h1306&ats=1493292579527&rm=15addfbff0eb2aef&zw&atsh=1" style="margin-right: 0px;" tabindex="0" width="464" />Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-12834360978758188082017-03-02T21:00:00.000+01:002017-04-27T13:35:00.845+02:00rando, prières et apéritif: prochain pélé des pères de familles à LourdesChers amis,<br />
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Le pèlerinage des pères de famille à Lourdes aura lieu du 30 juin au 02 juillet <span class="il">2017</span>.<br />
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Si vous souhaitez cheminer dans un cadre superbe et dans une ambiance conviviale alors n'hésitez plus !</div>
pour vous inscrire, c'est ici:<a data-saferedirecturl="https://www.google.com/url?hl=fr&q=http://ppf.blog.free.fr/&source=gmail&ust=1493378980178000&usg=AFQjCNEyEl7uP19FCVv_N6oXMXGcqbpoJA" href="http://ppf.blog.free.fr/" target="_blank"> pèlerinage des pères de famille</a><br />
<br />
<span style="font-family: sans-serif; font-size: x-small;">Des
pèlerins "expérimentés" sont recherchés pour l' organisation, le
transport des prêtres,la liturgie,les prières et les chants, la
topographie, .... </span><br />
<br />
<span style="font-family: sans-serif; font-size: x-small;"> </span><span style="font-size: x-small;"><span style="font-family: sans-serif;">n’hésitez pas à contacter Nicolas Lacroix: <a href="mailto:nmplacroix@free.fr" target="_blank">nmplacroix@free.fr</a></span></span><br />
<span style="font-size: x-small;"><span style="font-family: sans-serif;"> </span></span></div>
A partager sans modération avec votre entourage !Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-46342422030342633842017-02-23T21:00:00.000+01:002017-04-27T13:26:54.004+02:00Conférence Tugdual Derville le 23 mars 2017 à Lourdes<img class="CToWUd a6T" height="640" src="https://mail.google.com/mail/u/0/?ui=2&ik=2fc75bd026&view=fimg&th=15a6cd522276906d&attid=0.0.1&disp=emb&realattid=ii_izi3hm1u2_15a69f5a27be0dfb&attbid=ANGjdJ_H9fkHrW70JFj5-fNMgNa0uNmF0rkzQQa21LIoeP1fB8HPJ66HAyXuZSzJosw1hcF1OZOzR8pKPPafR4erUSvUtPGNB1sU4WGwbFr0F5g1W4mrPveksXABDW4&sz=w582-h822&ats=1493291998268&rm=15a6cd522276906d&zw&atsh=1" tabindex="0" width="452" />Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-17564648749700541222017-01-20T20:00:00.000+01:002017-04-27T13:43:36.289+02:00Communiqué AFC : Marche pour la vie le 22 janvier - redire que l’IVG est une impasse<div class="gmail_quote">
Chers amis,<br /></div>
<div class="gmail_quote">
vous trouverez ci après un communiqué des AFC relatif à la Marche pour la vie.<br /></div>
<div class="gmail_quote">
Pour information:<br /><br />Marie et Nicolas Dargegen organisent un transport pour se rendre à la <a data-saferedirecturl="https://www.google.com/url?hl=fr&q=http://www.enmarchepourlavie.fr/&source=gmail&ust=1493379682472000&usg=AFQjCNGnRLh-NeTy6aI0IjBnPeckUxFOFw" href="http://www.enmarchepourlavie.fr/" target="_blank">marche pour la vie</a> qui aura lieu le dimanche 22 janvier 2017 à Paris<br /><br />Voici le déroulé:<br /><div dir="ltr">
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- Départ de Lourdes en bus le 21 janvier avec un arrêt à Tarbes puis direction Paris ( trajet de nuit).<br /><br />- Arrivée le dimanche 22 janvier au matin. <br /><br />- Accueil par une paroisse pour pouvoir se "pauser" et déjeuner, assister à la messe, puis partir à la manifestation.<br /><br />- Retour à Lourdes le soir même pour une arrivée dans la nuit.<br /></div>
Concernant le transport:<br /><br />50 places disponibles au<b> </b>prix de<b> 64 euros </b>par personne.<br /></div>
<div>
Les AFC des Hautes Pyrénées proposent aux adhérents à jour de <b>cotisation pour l'année 2017</b> une participation de 15 euros par adhérent ce qui permet de ramener la place au prix de <b>49 euros</b> par personne</div>
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Des informations ici : <a data-saferedirecturl="https://www.google.com/url?hl=fr&q=http://www.enmarchepourlavie.fr/&source=gmail&ust=1493379682472000&usg=AFQjCNGnRLh-NeTy6aI0IjBnPeckUxFOFw" href="http://www.enmarchepourlavie.fr/" target="_blank">http://www.enmarchepourlavie.f<wbr></wbr>r/</a><br /><div>
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Pour le Bureau,<br /><br /></div>
<div class="gmail_quote">
Benoît Theiller</div>
<div class="gmail_quote">
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<h1 style="margin-top: 20px;">
<span style="font-size: large;"><b>Communiqué de presse</b></span></h1>
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<span style="font-size: x-small;"><b>17 janvier 2017</b></span></div>
<div align="left" style="font-family: ubuntu,calibri,arial,sans-serif; margin-bottom: 0px; margin-top: 0px;">
<span style="font-size: x-small;"><b>Contact presse :</b><br />
Aude Ducros<br />
01 48 78 81 08<br />
<a href="mailto:a.ducros@afc-france.org" target="_blank">a.ducros@afc-france.org</a></span></div>
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<td><span style="font-size: large;"><b><i>Marche pour la vie</i> le 22 janvier : redire que l'IVG est une impasse !</b><br />
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Le Gouvernement déploie progressivement depuis 2014 une politique du « tout avortement » :</div>
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<br />
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Suppression de la condition de détresse : aout 2014</div>
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<div align="justify" style="font-family: ubuntu,calibri,arial; margin-bottom: 0px; margin-top: 0px;">
L’IVG devient un droit fondamental : novembre 2014</div>
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<div align="justify" style="font-family: ubuntu,calibri,arial; margin-bottom: 0px; margin-top: 0px;">
Suppression du délai de réflexion : avril 2015</div>
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<div align="justify" style="font-family: ubuntu,calibri,arial; margin-bottom: 0px; margin-top: 0px;">
Parcours IVG remboursé à 100 % : avril 2016</div>
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Projet de loi instituant le délit d’entrave numérique à l’IVG : novembre 2016</div>
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<b>L’objectif du Gouvernement serait-il donc de faire de l’avortement une issue normale d’une grossesse ?</b></div>
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Les Associations Familiales Catholiques (AFC) s’insurgent contre <b>ces
mesures idéologiques qui bâillonent la liberté d’expression et portent
gravement atteinte à la liberté de conscience des femmes</b>, et ce alors que 72% des Français pensent que
la société devrait faire plus pour éviter aux femmes l’IVG et <b>89% pensent que l’avortement laisse des traces psychologiques difficiles à vivre
</b>(Sondage IFOP « Les Français et l’IVG », septembre 2016).</div>
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<b>Est-ce en libéralisant et en poussant les femmes à avorter qu’on va
résoudre ces inquiétudes et ces attentes si largement partagées ?</b> « La meilleure IVG est celle que l'on n'a pas eu besoin de faire » (Pr Israël Nisand, Le Figaro, 30.11.2016).</div>
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Les AFC s’inquiètent de la banalisation de l’IVG tout autant que du fait qu’il n’est jamais question
<b>des alternatives à l’IVG, qui conditionnent pourtant l’existence même d’un choix.</b></div>
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Par ailleurs, les AFC rappellent que <b>le recours à l'avortement prend naissance en particulier dans des conceptions erronées de la sexualité</b> : seule une véritable éducation affective, relationnelle et sexuelle est susceptible de faire régresser
l'avortement. Les AFC poursuivent leurs actions de terrain, notamment dans le domaine de<a data-saferedirecturl="https://www.google.com/url?hl=fr&q=http://www.afc-france.org/oxi/clics.php?ec%3D2%26l%3DgoeQqYC7d2ho%26i%3DZGRnlGWcYWlm%26t%3DZA%26e%3DlZmk05nXX6ublc6enMekd8qj2Z6UzJ9iytY%26u%3Dm6iq1GqSYJiZk5KYosOgmsdi1KOakqqZxteaqaCZktVinKvLn5CWq2Cc2pWZxw%26v%3D7&source=gmail&ust=1493379682473000&usg=AFQjCNE3PT7NIPAluOXWfeOa937FGzbfHg" href="http://www.afc-france.org/oxi/clics.php?ec=2&l=goeQqYC7d2ho&i=ZGRnlGWcYWlm&t=ZA&e=lZmk05nXX6ublc6enMekd8qj2Z6UzJ9iytY&u=m6iq1GqSYJiZk5KYosOgmsdi1KOakqqZxteaqaCZktVinKvLn5CWq2Cc2pWZxw&v=7" target="_blank" title="">
l’éducation affective et sexuelle.</a> </div>
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Dans ce contexte, les AFC voient des raisons supplémentaires cette année encore de participer à la prochaine<b><i>
<a data-saferedirecturl="https://www.google.com/url?hl=fr&q=http://www.afc-france.org/oxi/clics.php?ec%3D2%26l%3DgoeQqYC7d2ho%26i%3DZGRnlGWcYWlm%26t%3DZA%26e%3DlZmk05nXX6ublc6enMekd8qj2Z6UzJ9iytY%26u%3Dm6iq1GqSYK6qp5OXns%2BTqcWcyqGi2KWgxdqenGWa1ZGglajHmMherZyVkqiV0Jexj5rGnpzPn5mT%26v%3D7&source=gmail&ust=1493379682473000&usg=AFQjCNHGflNH80FLXmWWY6pCBmMpBorNTg" href="http://www.afc-france.org/oxi/clics.php?ec=2&l=goeQqYC7d2ho&i=ZGRnlGWcYWlm&t=ZA&e=lZmk05nXX6ublc6enMekd8qj2Z6UzJ9iytY&u=m6iq1GqSYK6qp5OXns+TqcWcyqGi2KWgxdqenGWa1ZGglajHmMherZyVkqiV0Jexj5rGnpzPn5mT&v=7" target="_blank" title="">
Marche pour la Vie</a></i></b> qui aura lieu à Paris <b>le 22 janvier prochain</b>.<br />
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<hr align="left" color="#967052" size="1" style="height: 1px; width: 138px;" width="138" />
<span style="font-family: Calibri;"><span style="font-size: xx-small;">Mouvement national reconnu d'utilité
publique. Agréée comme association de consommateurs et au titre de la
représentation des usagers dans les établissements de santé.</span></span>
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<span style="color: #977254; font-size: x-small;">Les Associations Familiales Catholiques
(AFC) sont un cadre d’engagement et d’entraide offert à tous ceux qui
veulent agir dans la cité au service</span>
<span style="font-size: x-small;"><span style="color: #977254;">de la famille à la lumière de
l’enseignement de l’Eglise Catholique. Elles représentent 30 000
familles et ont fêté leurs Cent Ans en 2005.</span></span></div>
<div style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-size: x-small;"><span style="color: #977254;">Pour en savoir plus :</span></span>
<a data-saferedirecturl="https://www.google.com/url?hl=fr&q=http://www.afc-france.org/oxi/clics.php?ec%3D2%26l%3DgoeQqYC7d2ho%26i%3DZGRnlGWcYWlm%26t%3DZA%26e%3DlZmk05nXX6ublc6enMekd8qj2Z6UzJ9iytY%26u%3Dm6iq1GqSYK6qp5OTlsVfndSV05SYkaKmyw%26v%3D7&source=gmail&ust=1493379682473000&usg=AFQjCNHZdmVrMBbww3TomIzhnRddzSPRrA" href="http://www.afc-france.org/oxi/clics.php?ec=2&l=goeQqYC7d2ho&i=ZGRnlGWcYWlm&t=ZA&e=lZmk05nXX6ublc6enMekd8qj2Z6UzJ9iytY&u=m6iq1GqSYK6qp5OTlsVfndSV05SYkaKmyw&v=7" target="_blank">
<span style="color: #977254; font-size: x-small;">www.afc-france.org</span></a></div>
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Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-72740041941312376342017-01-05T21:00:00.000+01:002017-04-27T13:23:58.681+02:00Week-end de la Saint-Valentin à Lourdes : venez vous redire "Oui je t'aime" sous le regard de Dieu<h2 class="m_6324500794811072276m_-6672254960505563504null" style="color: #017a9f!important; display: block; font-family: 'Lato','Helvetica Neue',Helvetica,Arial,sans-serif; font-size: 18px; font-style: normal; font-weight: bold; letter-spacing: normal; line-height: 100%; margin: 0; padding: 0; text-align: center;">
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DU SAMEDI 18 <span style="color: black;"><span style="font-size: 16px;">(14h)</span></span> AU DIMANCHE 19 FEVRIER
<span style="color: black;"><span style="font-size: 16px;">(16h30)</span></span></h2>
<h1 class="m_6324500794811072276m_-6672254960505563504mc-toc-title" style="color: #000000!important; display: block; font-family: 'Lato','Helvetica Neue',Helvetica,Arial,sans-serif; font-size: 20px; font-style: normal; font-weight: bold; letter-spacing: -1px; line-height: 125%; margin: 0; padding: 0; text-align: center;">
<span style="font-size: 22px;">Venez vous redire "Oui, je t'aime", sous le regard de Dieu</span></h1>
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<span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;">SAMEDI 18 FEVRIER</span></h1>
<br />
<span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><b><span style="color: #017aa1;">14h : Accueil de tous les participants (couples, familles)</span> </b> à
<a data-saferedirecturl="https://www.google.com/url?hl=fr&q=http://lourdes-france.us2.list-manage2.com/track/click?u%3D60d617ad77ed890f14154c3e9%26id%3D0113d987d7%26e%3Db9f7ba473f&source=gmail&ust=1493378398983000&usg=AFQjCNEpugnF2ycfTumTiwfjdqTMQ6IMhg" href="http://lourdes-france.us2.list-manage2.com/track/click?u=60d617ad77ed890f14154c3e9&id=0113d987d7&e=b9f7ba473f" style="color: #ec9323; font-weight: normal; text-decoration: underline; word-wrap: break-word;" target="_blank">
Lourdes, hôtel Arcades, 13 avenue du Paradis</a>. Les enfants et les jeunes sont confiés à une dynamique équipe d'animation.<br />
<br />
<span style="color: #017aa1;"><b>15h : Rendez-vous des couples</b></span>
au Centre d'Information du Sanctuaire (Salle Jean XXIII). Présentation
du week-end par Mgr Nicolas Brouwet, évêque de Tarbes et Lourdes.<br />
<br />
<span style="color: #017aa1;"><b>16h30 : Ateliers sur la vie conjugale</b></span>
<i>(2 ateliers au choix)</i></span>
<ul>
<li><span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><b>La crise, une opportunité pour le couple ?</b><br />
<i>avec le Père Michel Martin-Prével</i></span> </li>
<li><span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><b>Prendre soin de son couple</b><br />
<i>avec Bénédicte et Thierry Lucereau</i></span> </li>
<li><span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><b>Être amoureux n'est pas aimer</b><br />
<i>avec Marie-Noël et Olivier Florant</i></span> </li>
<li><span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><b>Le rayonnement du couple</b><br />
<i>avec Catherine et Georges Janous</i></span> </li>
</ul>
<span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><span style="color: #017aa1;"><b>19h : Dîner en amoureux</b></span><br />
<i>(à l’<a data-saferedirecturl="https://www.google.com/url?hl=fr&q=http://lourdes-france.us2.list-manage2.com/track/click?u%3D60d617ad77ed890f14154c3e9%26id%3Dd4de548268%26e%3Db9f7ba473f&source=gmail&ust=1493378398983000&usg=AFQjCNEL7f-bL70GgF0i5tGOWVjiM8X1gg" href="http://lourdes-france.us2.list-manage2.com/track/click?u=60d617ad77ed890f14154c3e9&id=d4de548268&e=b9f7ba473f" style="color: #ec9323; font-weight: normal; text-decoration: underline; word-wrap: break-word;" target="_blank">Hôtel Arcades</a> pour
ceux qui le souhaitent)</i><br />
<br />
<span style="color: #017aa1;"><b>21h30 Soirée de la Saint-Valentin</b></span><br />
A la Grotte, procession et vénération des reliques de sainte Bernadette
suivies d'une veillée de prière à la basilique Notre-Dame-du-Rosaire
(jusqu'à 23h30).<br />
<br />
<b><i>Hébergement : à l'<a data-saferedirecturl="https://www.google.com/url?hl=fr&q=http://lourdes-france.us2.list-manage.com/track/click?u%3D60d617ad77ed890f14154c3e9%26id%3D747289b307%26e%3Db9f7ba473f&source=gmail&ust=1493378398984000&usg=AFQjCNHlqF_otEVKs241OhkMuMFXm7PCdw" href="http://lourdes-france.us2.list-manage.com/track/click?u=60d617ad77ed890f14154c3e9&id=747289b307&e=b9f7ba473f" style="color: #ec9323; font-weight: normal; text-decoration: underline; word-wrap: break-word;" target="_blank">Hôtel
Arcades</a> pour ceux qui le souhaitent</i></b></span>
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<br />
<span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;">DIMANCHE 19 FEVRIER</span></h1>
<br />
<span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><span style="color: #017aa1;"><b>9h30 : Accueil des enfants et des jeunes</b></span><br />
<i>au Centre d'Information du Sanctuaire</i><br />
<br />
<span style="color: #018abf;"><b>9h45 : <span class="il">Conférence</span> de Mgr Nicolas Brouwet</b></span><br />
sur l'exhortation du pape François <i>Amoris Laetitia</i><br />
<br />
<span style="color: #018abf;"><b>11h : Messe avec les enfants et les jeunes</b></span><br />
<i>à la basilique Notre-Dame-du-Rosaire</i><br />
<br />
<span style="color: #018cc1;"><b>12h : Déjeuner en famille</b></span></span><br />
<span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><i>(à l’<a data-saferedirecturl="https://www.google.com/url?hl=fr&q=http://lourdes-france.us2.list-manage.com/track/click?u%3D60d617ad77ed890f14154c3e9%26id%3Da7b6869208%26e%3Db9f7ba473f&source=gmail&ust=1493378398984000&usg=AFQjCNFdYj6IHGxB1F90UAdLawPn1rhA2w" href="http://lourdes-france.us2.list-manage.com/track/click?u=60d617ad77ed890f14154c3e9&id=a7b6869208&e=b9f7ba473f" style="color: #ec9323; font-weight: normal; text-decoration: underline; word-wrap: break-word;" target="_blank">Hôtel
Arcades </a>pour ceux qui le souhaitent)</i></span><br />
<br />
<span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><span style="color: #017aa1;"><b>14h : Accueil des enfants et des jeunes</b></span><br />
<i>au Centre d'Information du Sanctuaire</i></span><br />
<br />
<span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><span style="color: #018cc1;"><b>14h30 : Renouvellement du "oui" conjugal<br />
et prière pour les couples</b></span><br />
<i>à la basilique Notre-Dame du Rosaire</i><br />
<br />
<span style="color: #018cc1;"><b>16h : Surprise des enfants et des jeunes.</b></span><br />
<i>16h30 : Fin du week-end</i></span><br />
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<span style="color: white;"><span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;">Restauration &<br />
Hébergement</span></span></h1>
<br />
<span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><b><span style="color: #e0b36e;">Ce que nous vous proposons (*)</span></b><br />
<br />
<b>Hébergement</b><br />
<b>en pension complète</b></span><br />
<a data-saferedirecturl="https://www.google.com/url?hl=fr&q=http://lourdes-france.us2.list-manage.com/track/click?u%3D60d617ad77ed890f14154c3e9%26id%3D8945c04a7b%26e%3Db9f7ba473f&source=gmail&ust=1493378398984000&usg=AFQjCNGoF27UFiyGEnjYQdGN9cyevoiJSQ" href="http://lourdes-france.us2.list-manage.com/track/click?u=60d617ad77ed890f14154c3e9&id=8945c04a7b&e=b9f7ba473f" style="color: #ec9323; font-weight: normal; text-decoration: underline; word-wrap: break-word;" target="_blank"><span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><i>Hôtel
Arcades, Lourdes</i></span></a><br />
<span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;">- <span style="font-size: 14px;">
<b>Adultes</b> </span><span style="font-size: 12px;">(nuit + petit déjeuner + déjeuner du dimanche) :</span><span style="font-size: 14px;">
<b>40 </b></span></span><b><span style="font-size: 14px;">€ </span></b><br />
<span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;">- <b>
Enfants</b> <span style="font-size: 12px;">(dîner + nuit + petit déjeuner + déjeuner du dimanche) :</span><span style="font-size: 14px;">
<b>20 </b></span></span><b><span style="font-size: 14px;">€ </span></b><br />
<br />
<span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><b>Dîner en amoureux</b><br />
<a data-saferedirecturl="https://www.google.com/url?hl=fr&q=http://lourdes-france.us2.list-manage.com/track/click?u%3D60d617ad77ed890f14154c3e9%26id%3D2f74bf0c14%26e%3Db9f7ba473f&source=gmail&ust=1493378398984000&usg=AFQjCNGroTyXOM_EtrNZUY4Kf_OslLyDPw" href="http://lourdes-france.us2.list-manage.com/track/click?u=60d617ad77ed890f14154c3e9&id=2f74bf0c14&e=b9f7ba473f" style="color: #ec9323; font-weight: normal; text-decoration: underline; word-wrap: break-word;" target="_blank"><i>Hôtel Arcades, Lourdes</i></a><br />
Deux menus au choix<br />
<span style="font-size: 12px;">20 ou 25 </span></span><span style="font-size: 12px;">€ par
</span><span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><span style="font-size: 12px;">personne</span></span><br />
<br />
<span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><b>Déjeuner</b></span><br />
<span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><i>Hôtel Arcades, Lourdes</i></span><br />
<span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><span style="font-size: 12px;">15
</span></span><span style="font-size: 12px;">€ par </span><span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><span style="font-size: 12px;">personne</span></span><br />
<br />
<span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><b>FORMULE<br />
REPAS ENFANTS</b></span><br />
<a data-saferedirecturl="https://www.google.com/url?hl=fr&q=http://lourdes-france.us2.list-manage.com/track/click?u%3D60d617ad77ed890f14154c3e9%26id%3D59e581a6bf%26e%3Db9f7ba473f&source=gmail&ust=1493378398984000&usg=AFQjCNFcA6cf_MdGlBJ1kPliiTC6Pqxluw" href="http://lourdes-france.us2.list-manage.com/track/click?u=60d617ad77ed890f14154c3e9&id=59e581a6bf&e=b9f7ba473f" style="color: #ec9323; font-weight: normal; text-decoration: underline; word-wrap: break-word;" target="_blank"><span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;"><i>Hôtel
Arcades, Lourdes</i></span></a><br />
<span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;">Dîner du samedi<br />
(avec les animateurs) +<br />
déjeuner<br />
du dimanche<br />
=<br />
15 </span><span style="font-size: 12px;">€</span> <span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;">
/ enfant<br />
<br />
<span style="color: #ca6b36;"><b>(*) Vous êtes bien sûr tout à fait libres de trouver par vous-mêmes d'autres lieux d'hébergement et/ou de restauration.</b></span></span>
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pratiques</a> </td>
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<span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;">"</span><span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;">C</span><span style="font-family: lato,helvetica neue,helvetica,arial,sans-serif;">e week-end<br />
fut une vraie grâce pour notre couple !"<br />
<br />
<a data-saferedirecturl="https://www.google.com/url?hl=fr&q=http://lourdes-france.us2.list-manage.com/track/click?u%3D60d617ad77ed890f14154c3e9%26id%3D53d56e2631%26e%3Db9f7ba473f&source=gmail&ust=1493378398984000&usg=AFQjCNE4PKr1Hk3MccB0gNbi70s0ltyFYw" href="http://lourdes-france.us2.list-manage.com/track/click?u=60d617ad77ed890f14154c3e9&id=53d56e2631&e=b9f7ba473f" style="color: #ec9323; font-weight: normal; text-decoration: underline; word-wrap: break-word;" target="_blank" title="Voir la vidéo">ILS SONT
VENUS L'AN DERNIER,<br />
ILS TEMOIGNENT</a></span> </td>
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<div style="text-align: left;">
<span style="color: black;"><span class="m_6324500794811072276m_-6672254960505563504entity">Sanctuaire Notre-Dame de Lourdes</span><br />
<span class="m_6324500794811072276m_-6672254960505563504adress">1 avenue Mgr Théas / 65108 Lourdes Cedex FRANCE</span></span></div>
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<br />Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-17143966737000149642016-12-02T21:47:00.001+01:002016-12-02T21:47:50.718+01:00Marché de Noël à la Maison Marie Saint Frai<img alt="" height="282" 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width="400" />Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-41096367329265822502016-12-02T21:43:00.001+01:002016-12-02T21:43:18.010+01:00pause mamans du 10 decembre 2016<img alt="" 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/>Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-60432922195935946622016-11-22T20:47:00.000+01:002016-11-29T20:47:55.875+01:00communiqué de presse relatif à la campagne menée par Santé Publique France<span style="font-size: 12pt;"><span style="color: #e3005d; text-decoration: underline;"><b>Communiqué de presse</b></span></span><br />
<span style="font-size: 12pt;"><span style="color: #e3005d; text-decoration: underline;"><b> </b></span></span>
<br />
<span style="font-size: 12pt;">Depuis quelques jours fleurissent
partout en France des affiches d'une campagne menée par Santé Publique
France, l'agence du Ministère des Affaires Sociales et de la Santé, sur
la prévention du risque sanitaire lié au "Sexe entre hommes". Les divers
supports visuels présentent deux hommes s'enlaçant, et les messages "<i>Avec un amant, un ami, un inconnu</i>" ou "<i>Coup de foudre, coup d'essai, coup d'un soir</i>", par exemple.</span><br />
<span style="font-size: 12pt;">Les AFC s'indignent de cette campagne
de proximité dont le message contrevient à l'article R 624-2 du Code
Pénal, prévoyant que "<i>le fait de diffuser sur la voie publique ou
dans des lieux publics des messages contraires à la décence est puni de
l'amende prévue pour les contraventions de la 4e classe</i>". De fait, c<b>es affiches s'imposent sur le chemin de l'école, sans se soucier de l'appréciation par les parents de la sensibilité des enfants</b>.
Et on se voit contraint brusquement à aborder en famille le sujet des
pratiques homosexuelles masculines, tant sexuelles que comportementales.</span><br />
<span style="font-size: 12pt;">D'autre part, <b>cette campagne donne une image dévalorisante des personnes homosexuelles</b>, qui semblent réduites à des pratiques sexuelles pulsionnelles et instables, et toujours dangereuses.</span><br />
<span style="font-size: 12pt;">Mais surtout, la large diffusion de <b>cette campagne de prévention sanitaire</b> ciblée dans l'espace public sera sans doute <b>très inefficace</b>
puisqu'elle envoie un message dédié à une population restreinte et
parfaitement identifiée, disposant de ses propres relais médiatiques. <b><span style="color: black;">Une telle approche suggère que la priorité du Gouvernement est en réalité la propagande idéologique.</span></b></span><br />
<span style="font-size: 12pt;">Les AFC regrettent profondément que la
ministre des Affaires Sociales et de la Santé semble avoir cédé, malgré
pourtant les réticences de sa propre administration, à certaines
pressions dont se prévalent des milieux homosexuels militants.</span><br />
<span style="font-size: 12pt;">Les AFC demandent aussi aux maires des communes de France de prendre leurs responsabilités en faisant retirer <b>ces affiches</b> qui <b>troublent et indignent les familles tout en dévalorisant l'image des personnes homosexuelles</b>.</span>Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-65811509948956896722016-11-20T20:48:00.000+01:002016-11-29T20:48:50.925+01:0028 sur 1 597 marché de Noël école Sainte Bernadette Tarbes<h1 style="background-color: #eeeeee;" width="100%">
<img alt="" class="CToWUd" height="81" src="https://blogger.googleusercontent.com/img/proxy/AVvXsEjWCOQkuOHa_niI08Iv3AnE5v7W9ZM4L7-STOVa2vG__zmRuHonXxKNj-KYnvVLCUkW0WKq4inngaqg2GrgMicGcOTg2-Zd4P5xzySvj80B2wkV7w8r7WAHQv6NZeP3Zdib3KDGoB4iGDHczb8lUZjfK3qkRhikluEh7CSoj1V8BmrErnyuuQ=s0-d-e1-ft" width="144" /></h1>
<br /><br />Nous avons la joie de vous annoncer
prochainement la tenue du premier marché de Noël de l’École Sainte Bernadette
:<b> le <span style="font-size: 18px;">samedi 26 et le dimanche 27
novembre.</span></b><br /><br />Le marché de Noël sera aussi une occasion
d'ouvrir les portes de l'école aux citoyens Tarbais : sachez que vous êtes les
bienvenus chez nous !<br /><br /><u>Venez nombreux découvrir nos produits
</u>:<br />Stand gastronomie : confitures, gâteaux, confiseries, vin...<br />Salon
de thé ...<br />Stand culturel : livres, édition du triomphe, ...œuvres de
Jean-Yves du Boispéan<br />Stand décorations : décorations en tous genres,
costumes, vêtements de poupées, etc.<br /><br />Ci dessous notre affiche que nous
vous demandons de diffuser largement autour de vous :<br />
<div style="text-align: center;">
<img alt="" class="CToWUd a6T" height="954" src="https://blogger.googleusercontent.com/img/proxy/AVvXsEgs14gWNyB1hKw-gfATlDmgD3T7Tnx8qT2pAkfU3jZcU30qdmTVGIGtfAuNoHqSjyi4lCt8smxkpe4pHH3dQ3in5v1KZZTnNPUwgHPC6STT9AiC-lXsHKoalGIIKvoz7RzytNU4zxWPlcVvKItwhHANlkQQf-nQllWhBp2katG7wbhOFwiSUXh9EtS1b4s=s0-d-e1-ft" style="height: 954px; width: 750px;" tabindex="0" width="750" /><br /> </div>
<div style="text-align: center;">
<span style="font-size: 18px;"><b>LE
MARCHÉ DE NOËL DE L’ÉCOLE SAINTE BERNADETTE</b><br /><span style="color: red;">le samedi 26/11 de 10H à 18H et le dimanche 27/11 de
15H à 17H</span><br />1 Bis Rue Pierre Loti - 65000
Tarbes</span><br /><br /> </div>
<div align="center">
Ce marché de Noël sera aussi l'occasion de nous rencontrer, de
partager un bon moment ensemble, à bientôt !<br /><br /> </div>
<div style="text-align: center;">
En vous remerciant, nous confions tout cela à
vos prières,<br />Sainte Bernadette, intercédez pour nous.</div>
Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-24171858686406800662016-11-07T21:51:00.003+01:002016-11-07T21:51:53.811+01:00Les familles face aux défis lancés par le Pape François<img alt="Images intégrées 1" class="CToWUd a6T" height="523" src="https://mail.google.com/mail/u/0/?ui=2&ik=2fc75bd026&view=fimg&th=15840891fdc4e9bb&attid=0.1&disp=emb&realattid=ii_1584086bf462095f&attbid=ANGjdJ8K1ndnPJdZzpm3heo3houl2SmNckzZATdgtVjoveEQizKFk5hkFzVSxdlxzxwZhf6VFek9ZFnMlt7jndfJ88YY7ltsTH0M-VXboTVdsEjrt2Ds7gF8SYirQlE&sz=w1400-h1046&ats=1478551506037&rm=15840891fdc4e9bb&zw&atsh=1" style="margin-right: 0px;" tabindex="0" width="700" />Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-4024118678160425112016-11-07T20:50:00.000+01:002016-11-29T20:50:21.633+01:0024h pour Dieu et vous ?<img alt="http://www.catholique65.fr/sites/catholique65.fr/files/images/visuel_0.jpg" class="m_8637204487277716511gmail-shrinkToFit CToWUd a6T" height="614" src="https://blogger.googleusercontent.com/img/proxy/AVvXsEgEOEtHbOgUGMNBN3MXJRuEwBI5dp0jdkFZY7CJKQvUj0DAQqH-z4hMxTzmGaOMT1yBEM_Nfd3sxj8ipbLl8R_UsRxjcQEPEXRLUY-d5eiz1R_bG47KzCWIaMQzPpIBeEwiBakedY4VmcTADjOM7qRH5T-pimlY2BuOU5ozGT8QGjyqNveq0DFKxTI=s0-d-e1-ft" style="margin-right: 0px;" tabindex="0" width="438" />Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-22806482233824098232016-11-03T21:45:00.000+01:002016-11-07T21:46:24.389+01:00Défi familles à énergie positive ?<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Le 12
octobre 2015, le Grand Tarbes a été déclaré lauréat de l’appel à projets «
Territoires à Energie Positive Pour la Croissance Verte » (TEPCV). </div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Le but :
Ce défi a pour objectif de faire économiser 10% d’énergie à 50 familles
volontaires pour participer à cette démarche innovante. </div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Pour qui :
les familles qui résident sur les
communes du Grand Tarbes.</div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Les modalités : Il s’agit d’une action
gratuite, concrète, ludique et conviviale permettant d’apprendre à chacun à réduire
ses consommations et ses factures énergétiques dans son logement sans
investissement financier. De cette manière, l’objectif sera de diminuer
l’impact énergétique des familles en les accompagnant dans les éco-gestes à
mettre en œuvre dans leur domicile, sur la réduction de la consommation d’eau
ou bien encore l’impact environnemental de l’alimentation.</div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
Si vous
souhaitez participer, vous pouvez contacter Matthias Sanchez au 05 62 53 34 30 ou
par mél : <a href="mailto:faep@legrandtarbes.fr" target="_blank">faep@legrandtarbes.fr</a></div>
Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-50766041866078174672016-10-10T21:49:00.000+02:002016-11-07T21:49:18.118+01:00 Communiqué AFC - Manifestation du 16 octobre<span style="font-size: large;"><b>POUR QUE LES FAMILLES NE SOIENT PAS LE PARENT PAUVRE DE NOS POLITIQUES !<br />
</b><span style="font-size: medium;">TOUS DANS LA RUE LE<b> 16 OCTOBRE</b> <b>!</b></span><br />
</span><br />
<br />
<div align="justify" style="font-family: ubuntu,calibri,arial; margin-bottom: 0px; margin-top: 0px;">
A la veille d'échéances politiques importantes, les AFC ont décidé
d'unir leurs voix à la manifestation nationale prévue le 16 octobre à
Paris et d'être présentes aux côtés de multiples associations parmi
lesquelles
<i>La Manif pour Tous</i>, les <i>Maires pour l'Enfance</i> ou encore <i>Alliance Vita</i>.
</div>
<div align="justify" style="font-family: ubuntu,calibri,arial; margin-bottom: 0px; margin-top: 0px;">
<br />
Le répertoire des évolutions politiques récentes est dramatique : les
parents sont évincés de leur rôle de premiers et principaux éducateurs
de leurs enfants (diffusion imposée de l'idéologie du genre, réforme du
collège sans la moindre concertation des parents
sur le terrain...), la politique familiale est progressivement vidée de
son contenu, la GPA est légalisée de fait, et, tout récemment encore,
la liberté d'exprimer des réserves sur l'avortement est mise en cause
par voie législative !</div>
<div align="justify" style="font-family: ubuntu,calibri,arial; margin-bottom: 0px; margin-top: 0px;">
<br />
Les familles françaises ont le devoir d'exprimer leur refus de cette nouvelle "<i>colonisation idéologique</i>" (Pape François) !<br />
</div>
<div align="justify" style="font-family: ubuntu,calibri,arial; margin-bottom: 0px; margin-top: 0px;">
<br />
</div>
<div align="justify" style="font-family: ubuntu,calibri,arial; margin-bottom: 0px; margin-top: 0px;">
Les AFC travaillent au quotidien aux côtés des familles pour les aider
dans leurs tâches éducatives, mais surtout pour les conforter dans leur
capacité à faire leurs propres choix et à mener à bien l'aventure
familiale.</div>
<div align="justify" style="font-family: ubuntu,calibri,arial; margin-bottom: 0px; margin-top: 0px;">
<br />
Les AFC favorisent également le contact direct et local avec les élus
pour déployer les politiques familiales dont la France a besoin.</div>
<div align="justify" style="font-family: ubuntu,calibri,arial; margin-bottom: 0px; margin-top: 0px;">
<br />
</div>
<div align="justify" style="font-family: ubuntu,calibri,arial; margin-bottom: 0px; margin-top: 0px;">
C'est en raison de cette double proximité avec les familles que les AFC
en appellent à nouveau aux pouvoirs publics, mais aussi aux candidats
aux prochaines échéances électorales, pour que la famille soit reconnue
et soutenue par une politique familiale ambitieuse.<br />
</div>
<div align="justify" style="font-family: ubuntu,calibri,arial; margin-bottom: 0px; margin-top: 0px;">
</div>
Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-87415573137019203982016-09-28T21:50:00.000+02:002016-11-07T21:51:08.406+01:00Communiqué AFC - Avortement : vers un « délit d’entrave numérique », une menace pour le libre choix !<h1 align="left">
<span style="font-size: large;"><b>Communiqué de presse</b></span></h1>
<table align="left" border="0" cellpadding="0" cellspacing="0" style="width: 170px;">
<tbody>
<tr>
<td>
<table align="right" border="0" cellpadding="0" cellspacing="0" style="padding-top: 5px; width: 70%;">
<tbody>
<tr>
<td><br /></td></tr>
</tbody></table>
</td></tr>
</tbody></table>
<span style="font-size: large;"><b>Avortement : vers un " délit d'entrave numérique "<br />
<span style="font-size: medium;">Une menace contre le libre choix</span></b></span><br />
<div align="justify" style="font-family: Ubuntu,Calibri,Arial;">
Laurence Rossignol a accusé de " <i>délit d'entrave numérique</i>
" les sites internet qui, à travers des témoignages, et contrairement
au site - officiel - d'information du Gouvernement, font état des
risques pour la mère liés à avortement …</div>
<div align="justify" style="font-family: Ubuntu,Calibri,Arial;">
<br /></div>
Mettre en
avant des observations et des faits, proposer d'autres voies que
l'avortement ou favoriser sa prévention seraient donc des délits ?
L'évocation, par une femme, de sa souffrance occasionnée par un
avortement est-elle condamnable ?<br />
<br />
La liberté d'expression est fondatrice de la société démocratique. Et
même, pour autant qu'il soit factuel et respectueux, l'exercice d'une
telle liberté est la source fondamentale du progrès et de
l'approfondissement de la liberté de chacun(e). En outre, le principe de
la légalité des délits et des peines, consacré notamment à l'article 8
de la <i>Déclaration des droits de l'Homme et du Citoyen</i> (" <i>La
loi ne peut établir que des peines strictement et évidemment nécessaires
et nul ne peut être puni qu'en vertu d'une loi établie et promulguée
antérieurement au délit et légalement appliquée</i> ") s'impose, notamment pour respecter la séparation des pouvoirs.<br />
<br />
Les Associations Familiales Catholiques s'inquiètent donc d'une telle
déclaration quand elle est le fait d'un Ministre de la République.
Aussi, elles se montreront attentives aux suites qui lui seront données.<br />
Les AFC considèrent, d'ailleurs, que le nombre très élevé d'avortements
en France constitue un problème de santé publique et devrait être traité
comme tel : études des facteurs de risque et lutte contre ces mêmes
facteurs de risque.Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0tag:blogger.com,1999:blog-4586054816248407786.post-47213506130004981182016-09-14T21:21:00.003+02:002016-09-14T21:21:46.674+02:00Avis aux mamans !<div>
<span style="font-size: medium;"><span style="font-family: comic sans ms,sans-serif;">C'est la rentrée aussi pour les <b>chantiers d'éducation</b> ! <br /></span></span></div>
<div>
<span style="font-size: medium;"><span style="font-family: comic sans ms,sans-serif;">Nous nous retrouverons <b>une fois par mois</b> pour vivre des moments de <b>partage entre mamans</b> (et oui , nous sommes toutes plus ou moins débordées et cela fait du bien d'en parler ..), <b>renforcer les principes éducatifs</b> de notre couple, et mettre nos pratiques en <b>cohérence </b>avec ceux-ci.<br /></span></span></div>
<div>
<span style="font-size: medium;"><span style="font-family: comic sans ms,sans-serif;">De beaux projets pour cette année !<br /></span></span></div>
<div>
<span style="font-size: medium;"><span style="font-family: comic sans ms,sans-serif;">Vous pouvez faire circuler ce mail très largement, et répondre au <b>sondage</b> ( Promis ce sera très rapide !) en cliquant sur le lien suivant: <a data-saferedirecturl="https://www.google.com/url?hl=fr&q=https://goo.gl/forms/umjw1I6lFmOU3mzD2&source=gmail&ust=1473967198751000&usg=AFQjCNG8FKPu9zbZbsalnEz7qsu9wkfNIw" href="https://goo.gl/forms/umjw1I6lFmOU3mzD2" target="_blank">avis aux mamans</a></span></span></div>
<div>
<span style="font-size: medium;"><span style="font-family: comic sans ms,sans-serif;"><br /></span></span></div>
<div>
<br /><img alt="Images intégrées 2" class="CToWUd a6T" height="476" src="https://mail.google.com/mail/u/0/?ui=2&ik=2fc75bd026&view=fimg&th=1572a1b8fcbc8901&attid=0.1&disp=emb&realattid=ii_15729f434a129507&attbid=ANGjdJ_LsVaqRExrXhB4b-UCyiz0ucA0SHVCw_qQotNkHynMtlk-WDT1yEj1rcxSoXbExcuA2u1VLvK605kELTtwEI1JovzzZzyqoWTdVyUlsze4ywrWH0vE8ePJswo&sz=w674-h952&ats=1473880798751&rm=1572a1b8fcbc8901&zw&atsh=1" tabindex="0" width="337" /></div>
Anonymoushttp://www.blogger.com/profile/08952192096150129093noreply@blogger.com0