{"id":6579,"date":"2022-03-28T13:22:08","date_gmt":"2022-03-28T11:22:08","guid":{"rendered":"https:\/\/plastipol.pl\/services\/conception-et-production-de-moules\/"},"modified":"2024-03-28T00:07:48","modified_gmt":"2024-03-27T23:07:48","slug":"conception-et-production-de-moules","status":"publish","type":"page","link":"https:\/\/plastipol.pl\/fr\/services\/conception-et-production-de-moules\/","title":{"rendered":"Conception et production de moules"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"6579\" class=\"elementor elementor-6579 elementor-894\" data-elementor-post-type=\"page\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3f57b69 e-flex e-con-boxed e-con e-parent\" data-id=\"3f57b69\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-eddd17c e-con-full e-flex e-con e-child\" data-id=\"eddd17c\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-c743082 no-margin-text elementor-widget elementor-widget-breadcrumbs\" data-id=\"c743082\" data-element_type=\"widget\" data-widget_type=\"breadcrumbs.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<p id=\"breadcrumbs\"><span><span><a href=\"https:\/\/plastipol.pl\/fr\/\"><img decoding=\"async\" src=\"\/wp-content\/uploads\/2022\/03\/home-1.svg\"> Strona g\u0142\u00f3wna<\/a><\/span><\/span><\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4e2480c elementor-widget elementor-widget-heading\" data-id=\"4e2480c\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Conception et production de moules\n<\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-de1e86a e-con-full e-flex e-con e-child\" data-id=\"de1e86a\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-24934d6 no-margin-text elementor-widget elementor-widget-text-editor\" data-id=\"24934d6\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-weight: 400;\">Nous concevons et fabriquons des moules pour la production de produits \u00e0 l&#8217;aide de technologies telles que le rotomoulage, le thermoformage, le moulage par injection et l&#8217;extrusion de plastique.<\/span><\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-76c83d1 e-flex e-con-boxed e-con e-parent\" data-id=\"76c83d1\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-4acd7f5 e-con-full e-flex e-con e-child\" data-id=\"4acd7f5\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-63561eb elementor-widget elementor-widget-heading\" data-id=\"63561eb\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Quels sont les <b>moules et les outils<\/b> que nous fabriquons ?<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-d22b2ff e-con-full e-flex e-con e-child\" data-id=\"d22b2ff\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-c6c624e elementor-widget elementor-widget-text-editor\" data-id=\"c6c624e\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Nous pouvons fabriquer des moules pour n&#8217;importe quelle technologie de transformation des mati\u00e8res plastiques.<\/strong> Et \u00e0 chaque fois, nous vous aidons \u00e0 choisir le bon mat\u00e9riau pour le moule. <\/p>\n<p>Pour le rotomoulage, <b>nous recommandons un moule en aluminium ou en acier<\/b>. Pour le thermoformage, nous proposons des moules en acier, en aluminium, en r\u00e9sine ou en bois. Et<b> si vous avez besoin d&#8217;un moule pour l&#8217;injection ou l&#8217;extrusion de plastique<\/b>, nous fabriquerons probablement un moule en acier.   <\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e75285e elementor-align-left elementor-widget__width-auto elementor-widget elementor-widget-button\" data-id=\"e75285e\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#footer\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"27\" height=\"16\" viewBox=\"0 0 27 16\" fill=\"none\"><path d=\"M26.7071 8.70711C27.0976 8.31658 27.0976 7.68342 26.7071 7.29289L20.3431 0.928932C19.9526 0.538408 19.3195 0.538408 18.9289 0.928932C18.5384 1.31946 18.5384 1.95262 18.9289 2.34315L24.5858 8L18.9289 13.6569C18.5384 14.0474 18.5384 14.6805 18.9289 15.0711C19.3195 15.4616 19.9526 15.4616 20.3431 15.0711L26.7071 8.70711ZM0 9H26V7H0V9Z\" fill=\"#912C38\"><\/path><\/svg>\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Obtenir un devis<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-5765852 e-con-full e-flex e-con e-parent\" data-id=\"5765852\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-8b323b6 e-flex e-con-boxed e-con e-parent\" data-id=\"8b323b6\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-ea56d30 e-con-full e-flex e-con e-child\" data-id=\"ea56d30\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f5ac4f2 elementor-widget elementor-widget-image\" data-id=\"f5ac4f2\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"800\" height=\"1\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/03\/check-mark-1.svg\" class=\"attachment-large size-large wp-image-7171\" alt=\"\" srcset=\"https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/check-mark-1.svg 768w, https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/check-mark-1.svg 1000w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2a86126 elementor-widget elementor-widget-heading\" data-id=\"2a86126\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\">Performance\n<\/h5>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2c7791e elementor-widget elementor-widget-text-editor\" data-id=\"2c7791e\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-weight: 400;\">Les performances des moules d\u00e9pendent du mat\u00e9riau dans lequel ils sont fabriqu\u00e9s. Le nombre de cavit\u00e9s, c&#8217;est-\u00e0-dire le nombre de pi\u00e8ces produites au cours d&#8217;un cycle de production, a \u00e9galement une grande influence. Le nombre de cavit\u00e9s, c&#8217;est-\u00e0-dire le nombre de pi\u00e8ces produites au cours d&#8217;un cycle de production, a \u00e9galement une grande influence. Sur la base de ces hypoth\u00e8ses, nous s\u00e9lectionnons la capacit\u00e9 du moule de mani\u00e8re \u00e0 ce qu&#8217;il puisse r\u00e9pondre \u00e0 la totalit\u00e9 de la demande mensuelle\/annuelle pour les produits en question. Une capacit\u00e9 souhait\u00e9e plus \u00e9lev\u00e9e augmente le co\u00fbt de production du moule.    <\/span><\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-cbac6f9 e-con-full e-flex e-con e-child\" data-id=\"cbac6f9\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-85eb24c elementor-widget elementor-widget-image\" data-id=\"85eb24c\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"800\" height=\"1\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/03\/check-mark-1.svg\" class=\"attachment-large size-large wp-image-7171\" alt=\"\" srcset=\"https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/check-mark-1.svg 768w, https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/check-mark-1.svg 1000w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-aff319c elementor-widget elementor-widget-heading\" data-id=\"aff319c\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\">Modifications des moules\n<\/h5>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c66a9fd elementor-widget elementor-widget-text-editor\" data-id=\"c66a9fd\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-weight: 400;\">Si n\u00e9cessaire, des modifications peuvent \u00eatre apport\u00e9es au moule fabriqu\u00e9 lorsque les hypoth\u00e8ses changent. Ces modifications peuvent co\u00fbter entre 5 et 30 % de la valeur du moule. Nous analysons toujours les nouvelles hypoth\u00e8ses pr\u00e9sent\u00e9es et proposons la solution la plus \u00e9conomique.  <\/span><\/p>\n<p><span style=\"font-weight: 400;\">Dans le cas du moulage par injection, il est plus facile et moins co\u00fbteux d&#8217;\u00e9paissir la paroi que de l&#8217;amincir. Dans le cas du thermoformage et du rotomoulage, il est possible de modifier l&#8217;\u00e9paisseur de la paroi sans modifier le moule. <\/span><\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-8a613f3 e-con-full e-flex e-con e-child\" data-id=\"8a613f3\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d6b1f47 elementor-widget elementor-widget-image\" data-id=\"d6b1f47\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"800\" height=\"1\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/03\/check-mark-1.svg\" class=\"attachment-large size-large wp-image-7171\" alt=\"\" srcset=\"https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/check-mark-1.svg 768w, https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/check-mark-1.svg 1000w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-be2a07c elementor-widget elementor-widget-heading\" data-id=\"be2a07c\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\">Dur\u00e9e de vie des moules\n<\/h5>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6a8e840 elementor-widget elementor-widget-text-editor\" data-id=\"6a8e840\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-weight: 400;\">La dur\u00e9e de vie des moules d\u00e9pend du mat\u00e9riau utilis\u00e9. Le plus souvent, nous s\u00e9lectionnons le mat\u00e9riau de mani\u00e8re \u00e0 ce que le moule puisse \u00eatre utilis\u00e9 \u00e0 vie. <\/span><\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-f0b72e9 e-con-full e-flex e-con e-child\" data-id=\"f0b72e9\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-00b5d69 elementor-widget elementor-widget-image\" data-id=\"00b5d69\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"800\" height=\"1\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/03\/check-mark-1.svg\" class=\"attachment-large size-large wp-image-7171\" alt=\"\" srcset=\"https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/check-mark-1.svg 768w, https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/check-mark-1.svg 1000w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7350910 elementor-widget elementor-widget-heading\" data-id=\"7350910\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\">R\u00e9novation<\/h5>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-634c282 elementor-widget elementor-widget-text-editor\" data-id=\"634c282\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-weight: 400;\">Nous offrons une garantie \u00e0 vie sur la plupart des moules que nous produisons, de sorte que la remise \u00e0 neuf des moules est \u00e0 notre charge. L&#8217;essentiel est de prendre soin du moule et de l&#8217;\u00e9quipement appropri\u00e9. <\/span><span style=\"font-weight: 400;\">&nbsp;l&#8217;entretien.<\/span><\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-509d382 e-flex e-con-boxed e-con e-parent\" data-id=\"509d382\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-f03c1ab e-con-full e-flex e-con e-child\" data-id=\"f03c1ab\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1b216f7 elementor-widget elementor-widget-heading\" data-id=\"1b216f7\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">De <b>plus<\/b>...<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-2de9a98 e-con-full e-flex e-con e-child\" data-id=\"2de9a98\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-fa1f799 elementor-widget elementor-widget-text-editor\" data-id=\"fa1f799\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-weight: 400;\">Les moules que nous fabriquons sont un investissement rentable car nous les adaptons parfaitement \u00e0 la technologie et les optimisons en fonction de la taille de la production. Avec nous, vous \u00eates s\u00fbr d&#8217;obtenir la solution la plus avantageuse et d&#8217;investir dans l&#8217;outillage juste ce qu&#8217;il faut.  <\/span><\/p>\n<p><span style=\"font-weight: 400;\">Nous tenons compte de tous les aspects cl\u00e9s, notamment la qualit\u00e9 et la texture des produits que vous souhaitez obtenir \u00e0 terme et les exigences de l&#8217;industrie auxquelles vous devez r\u00e9pondre. Nous pr\u00e9sentons g\u00e9n\u00e9ralement plusieurs options pour la fabrication du moule et vous informons des avantages et des inconv\u00e9nients de chaque solution. Dans certaines technologies, nous proposons l&#8217;amortissement de l&#8217;outil de production, ce qui constitue un seuil d&#8217;entr\u00e9e tr\u00e8s int\u00e9ressant pour la r\u00e9alisation d&#8217;une production sp\u00e9cifique. En fonction de vos besoins, nous pouvons \u00e9galement r\u00e9aliser des analyses FEA ou des simulations de r\u00e9sistance.     <\/span><\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-ddaeaf3 e-flex e-con-boxed e-con e-parent\" data-id=\"ddaeaf3\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-4f50557 e-con-full e-flex e-con e-child\" data-id=\"4f50557\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t<div class=\"elementor-element elementor-element-29e0537 e-con-full e-flex e-con e-child\" data-id=\"29e0537\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-17e2fae elementor-widget elementor-widget-heading\" data-id=\"17e2fae\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Avec Plastipol <b>, vous avez non seulement un contr\u00f4le total<\/b> sur le processus de production, mais aussi la <b>certitude de b\u00e9n\u00e9ficier d<\/b> 'une <b>norme polonaise \u00e9lev\u00e9e en mati\u00e8re de conception et de production.<\/b><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2e23e22 elementor-align-left elementor-widget__width-auto elementor-widget elementor-widget-button\" data-id=\"2e23e22\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-md\" href=\"#footer\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Obtenir un devis<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-b0c5691 e-con-full e-flex e-con e-child\" data-id=\"b0c5691\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-07511d5 e-flex e-con-boxed e-con e-parent\" data-id=\"07511d5\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-480987d e-con-full e-flex e-con e-child\" data-id=\"480987d\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t<div class=\"elementor-element elementor-element-871c4f9 e-con-full e-flex e-con e-child\" data-id=\"871c4f9\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t<div class=\"elementor-element elementor-element-bee144e e-con-full e-flex e-con e-child\" data-id=\"bee144e\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-513f89b elementor-widget elementor-widget-heading\" data-id=\"513f89b\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Production <br>des mati\u00e8res plastiques\n<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-3b2ca77 e-con-full e-flex e-con e-child\" data-id=\"3b2ca77\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-8958291 elementor-position-inline-start elementor-view-default elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"8958291\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"41\" height=\"69\" viewBox=\"0 0 41 69\" fill=\"none\"><path d=\"M40.6332 57.4602V69H2.29442V57.4602H15.4555V13.3993C14.9468 14.1622 14.0885 15.0206 12.8805 15.9743C11.7361 16.8644 10.4009 17.7545 8.87495 18.6446C7.41261 19.4712 5.88669 20.1706 4.29719 20.7428C2.77127 21.315 1.37251 21.6011 0.10091 21.6011V9.77522C1.81757 9.77522 3.56602 9.33016 5.34626 8.44004C7.1265 7.54992 8.77958 6.53264 10.3055 5.3882C11.8314 4.24376 13.0394 3.19469 13.9296 2.24099C14.8833 1.22372 15.3919 0.683286 15.4555 0.619707H28.5212V57.4602H40.6332Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h5 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tNous concevons le formulaire\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h5>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tNous pr\u00e9parons la conception d'un moule sur la base de la documentation du client. Nous v\u00e9rifions les sp\u00e9cifications et nous nous assurons que la conception refl\u00e8te fid\u00e8lement vos attentes. \n\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-fd3ee09 elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"fd3ee09\" data-element_type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-792e381 elementor-position-inline-start elementor-view-default elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"792e381\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"51\" height=\"69\" viewBox=\"0 0 51 69\" fill=\"none\"><path d=\"M0.91017 69C0.91017 65.1216 1.16449 61.7201 1.67313 58.7954C2.18177 55.8071 2.97652 53.1686 4.05738 50.8797C5.20182 48.5272 6.66416 46.4609 8.4444 44.6806C10.2246 42.9004 12.4182 41.2155 15.0249 39.626C17.2502 38.3544 19.5391 37.1146 21.8916 35.9066C24.3076 34.6986 26.5329 33.427 28.5675 32.0918C30.6656 30.7566 32.3505 29.2307 33.6221 27.514C34.9573 25.7974 35.6249 23.6992 35.6249 21.2196C35.6249 19.3122 35.2116 17.6909 34.385 16.3558C33.6221 14.957 32.4776 13.8761 30.9517 13.1132C29.4894 12.3502 27.7091 11.9687 25.611 11.9687C23.195 11.9687 20.9379 12.4138 18.8397 13.3039C16.8052 14.1305 14.9614 15.1795 13.3083 16.4511C11.7188 17.6591 10.3518 18.8672 9.20736 20.0752L1.19628 11.6826C2.0864 10.6653 3.29442 9.5209 4.82034 8.24931C6.40984 6.97771 8.28545 5.7379 10.4472 4.52987C12.6725 3.32185 15.1839 2.33636 17.9814 1.57341C20.7789 0.810445 23.8626 0.428964 27.2323 0.428964C32.1915 0.428964 36.356 1.31908 39.7258 3.09932C43.0955 4.81598 45.6387 7.20023 47.3554 10.2521C49.1356 13.2403 50.0257 16.7054 50.0257 20.6474C50.0257 23.5085 49.5489 26.0517 48.5952 28.277C47.7051 30.4387 46.4652 32.3461 44.8757 33.9992C43.2862 35.6523 41.506 37.1464 39.535 38.4816C37.564 39.7532 35.5295 40.993 33.4313 42.201C30.1252 43.9813 27.4548 45.539 25.4203 46.8742C23.3857 48.2093 21.7644 49.4491 20.5564 50.5936C19.412 51.738 18.5218 52.8825 17.886 54.0269C17.3138 55.1078 16.8052 56.2522 16.3601 57.4602H50.1211V69H0.91017Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h5 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tNous pr\u00e9parons le mat\u00e9riel\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h5>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tNous s\u00e9lectionnons et pr\u00e9parons le mat\u00e9riel pour la production de moules, comme convenu avec le client. \t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-328c456 elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"328c456\" data-element_type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-39aceee elementor-position-inline-start elementor-view-default elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"39aceee\" data-element_type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"49\" height=\"70\" viewBox=\"0 0 49 70\" fill=\"none\"><path d=\"M22.9406 69.6676C19.3166 69.6676 16.0104 69.2225 13.0222 68.3324C10.0975 67.3787 7.52249 66.0435 5.29719 64.3269C3.13547 62.5466 1.41881 60.4485 0.14721 58.0324L7.01385 49.3538C7.64965 50.7525 8.66693 52.1195 10.0657 53.4547C11.4645 54.7899 13.2129 55.8707 15.311 56.6973C17.4092 57.5238 19.7934 57.9371 22.4638 57.9371C25.0706 57.9371 27.3277 57.5556 29.2351 56.7926C31.1425 56.0297 32.6048 54.9806 33.6221 53.6454C34.7029 52.2467 35.2434 50.5618 35.2434 48.5908C35.2434 46.4927 34.5758 44.7124 33.2406 43.2501C31.969 41.7878 30.0616 40.6751 27.5184 39.9121C24.9752 39.1492 21.8598 38.7677 18.1721 38.7677H15.0249V29.2307H18.3629C22.9406 29.2307 26.5965 28.436 29.3304 26.8465C32.128 25.257 33.5267 22.9999 33.5267 20.0752C33.5267 18.2949 33.0499 16.769 32.0962 15.4974C31.1425 14.1622 29.8709 13.1768 28.2814 12.541C26.6919 11.8416 24.9434 11.4919 23.036 11.4919C19.857 11.4919 17.0277 12.2548 14.5481 13.7808C12.132 15.2431 10.2882 17.1505 9.01662 19.503L0.71943 10.2521C2.11819 8.21752 4.02559 6.50086 6.44163 5.1021C8.85767 3.63976 11.5598 2.49532 14.5481 1.66878C17.5999 0.842234 20.7471 0.428964 23.9897 0.428964C28.5039 0.428964 32.5094 1.22372 36.0063 2.81322C39.5032 4.33914 42.2372 6.43728 44.2082 9.10764C46.1791 11.778 47.1646 14.8298 47.1646 18.2632C47.1646 20.8064 46.6242 23.127 45.5433 25.2252C44.5261 27.3233 43.0637 29.0718 41.1563 30.4705C39.2489 31.8693 36.9918 32.8866 34.385 33.5224C37.1826 33.9674 39.6304 35.0165 41.7285 36.6696C43.8903 38.2591 45.5433 40.2936 46.6878 42.7732C47.8958 45.1893 48.4998 47.8279 48.4998 50.689C48.4998 54.6945 47.3554 58.096 45.0665 60.8935C42.8412 63.6911 39.7893 65.8528 35.911 67.3787C32.0962 68.9046 27.7727 69.6676 22.9406 69.6676Z\" fill=\"white\"><\/path><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h5 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tD\u00e9but de la production de moules\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h5>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tUne fois que le client a approuv\u00e9 la conception et le mat\u00e9riau, nous r\u00e9alisons la g\u00e9om\u00e9trie sur la machine CNC et lan\u00e7ons la production du moule. Si le mat\u00e9riau est mou ou regranul\u00e9, nous utilisons des calibrateurs pour maintenir la g\u00e9om\u00e9trie du produit fabriqu\u00e9. \n\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-43b3be8 e-flex e-con-boxed e-con e-parent\" data-id=\"43b3be8\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-25dd345 e-con-full e-flex e-con e-child\" data-id=\"25dd345\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-bc2b7db elementor-widget elementor-widget-heading\" data-id=\"bc2b7db\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">De quoi <b>d\u00e9pend le prix du moule sur le site<br>?<\/b><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-2aabbd6 e-con-full e-flex e-con e-child\" data-id=\"2aabbd6\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-9730a60 elementor-widget elementor-widget-text-editor\" data-id=\"9730a60\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"font-weight: 400;\">Plus la forme du moule est complexe et plus il doit contenir de fentes, plus il est cher. Le prix du moule d\u00e9pend \u00e9galement du mat\u00e9riau dans lequel il est fabriqu\u00e9 : les moules en acier co\u00fbtent plus cher que les moules en bois.  <\/span><\/p>\n<p><span style=\"font-weight: 400;\">Il est \u00e9galement important de savoir \u00e0 quelle technologie de production le moule est destin\u00e9. Par exemple, les moules pour le thermoformage peuvent co\u00fbter quelques centaines de zlotys, tandis que les moules pour l&#8217;extrusion des mati\u00e8res plastiques co\u00fbtent plusieurs milliers de zlotys. Pour en savoir plus sur les co\u00fbts de conception et de fabrication des moules, consultez le site suivant   <\/span><a href=\"https:\/\/plastipol.pl\/fr\/services\/#faq\"><span style=\"font-weight: 400;\">FAQ<\/span><\/a><span style=\"font-weight: 400;\">. <\/span> <\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-846e8fb e-flex e-con-boxed e-con e-parent\" data-id=\"846e8fb\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6b56250 elementor-widget elementor-widget-heading\" data-id=\"6b56250\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Pourquoi nous confier la r\u00e9alisation d'un moule ?<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-701d1ae elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"701d1ae\" data-element_type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><rect width=\"32\" height=\"32\" fill=\"url(#pattern0)\"><\/rect><defs><pattern id=\"pattern0\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_271_339\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_271_339\" width=\"512\" height=\"512\" 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\"><\/image><\/defs><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\"><b>Production en Pologne<\/b> - Nous garantissons des normes technologiques et mat\u00e9rielles \u00e9lev\u00e9es.<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><rect width=\"32\" height=\"32\" fill=\"url(#pattern0)\"><\/rect><defs><pattern id=\"pattern0\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_271_339\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_271_339\" width=\"512\" height=\"512\" 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\/i3NEHZ+SJQ0FlPm6OTNn0geUTD49e8ruAgAAAAuQ+VSBJnSTRq5ZYzyrDiUKCBihT\/TVO92\/LzsPAP4bBgAAJoyZiEiI8HA3Nw+P\/v1pojpHdJo5kyaJQNpaqJDsPgD4Fy+3ztJJ4U3Vk5PpMPlQ3eRk+pkdqWlysihPXfl8cjIdEsOoTnKyeoONYtO9e2K3OMfb792jr2kPNUlO5qZqLPVOTlaG6CaLTc+fqz9SY+Gbni4K0kF18LNnmS\/HZ+mw1aWnT\/kHqp+2MiMj89dtpxPZTX\/wIPO\/n+UXvR53SE8f1evMqDOj\/vr7wauqB1cPdnBweMqrCv741y1DaUFEqUFFimT+t\/iEDtt+Zm0tqlF9Q8X8+V+9\/mNqpCx0cFA60AGOsLFRFxi\/4o\/z5RP7FHf63tGRvqaPaL+jI7fiqqJdsWJKaaHjj4sVowY8j445OvLvtEFUcXSkFiKZ9jk6Un2KpKOOjlSTo+iMoyP9JDpROSsr2f+zAsC\/6M\/L6e4ff9AlZR4\/GTrUv3rc6pg7P\/4oOwsAXg8DAAATNLdf9eC67cqXVzsYbcW0pUvpilgi+jVrJrsLwCI84AU89+5daigWU8rVq6ILd6RnV6+q34sL9ODqVWUh9xTDf\/9dCGUH2V29ymwspu6\/ds2429rHvuKffwaK0+KAePhQ9tvQihCuwY25cGFdq4zIlEvvvss6pb34qlw5XsZfU61y5eioKEDvlSun9ObKVKRcOX4qgoRd+fL0hL6lP8uVo8U0heYWKyb7fQBYhLX0C0Vu3GhVRj1gHDF8+NCNib7HIm\/dkp0FAH\/BAADABExkIiJFKbLIzd4zacgQcZTr8uNp0+gDShZ9\/7rSBgBv4V3+lcc9fEhf0krhEBcnroty9CwujufSU4o8d05s5MVU5epVdtF9rET8\/rvVNUNZ69NXr+J52Noyv4tzRGPOn99Q1upaRo1y5USCcZPqW748+Qhm3\/LleSRVFWOqVqX11Ized3OjblyKiru5YacVQDasoWTe9eABL+ZL4tmoUf41Exz0TitWCEGUub8RAOTAAABAonBvl+v1plSowN9RkrHWihUUIQaKKY0aye4CMEkvt9aL5uIMrT9\/nr+haEqJi6MelCYGnTnDl\/hTqhgXZxWrTqLguLhhn57dFV3r2jXZ2WCeQrgGe3C5cuKc4ajS3NVVVBRr6JKbm2hHv\/GHNWpwRfKm99zcaBj3pWWVK+NWBYD\/4eXjBdVgsdtQpl+\/wMdxccfbXrkiOwvAEmEAACBBWBXXyx5DP\/+c4ilUrA0LowW0j6oWKCC7C0CKCtSdAlWVPuWeNCQhgfaKWvz74cO0m+3FGr1eHFY3i2tnziTvFr8\/ck9ImCQSfRN909NlZwMQEYV7VwxvVdHWlsja6+HHzs5cX+nMZatX5y60kY1eXmI\/3aAG9euTkzgnLjg702VaRyGKIrsbQIoh1JTOPXkitohb\/MDPz883LjJGfP+97CwAS4IBAEAeWLzIvZZ7rUKFUhunNrZav2AB7RE\/i16ffCK7CyBPbORdVPv5c\/5FfEu\/nDxJzzmJOhw6pHSjZMp\/+LCSbHQ39j5yZNixc\/OPlU5Olp0LkBtmnKvSp75jgQL26TZHjf09PNhNjeNpDRrQVeFL0e7uVJMHiIMNG+LWA7AorWkc+W7aZOypWpHPgAF4mgBA7sMAACAXhUW5dPao0LQpHaQNosmqVfSOqEkJpUvL7gLIUaP5CJ26c4f6Ugbp9u+na3SD2x85ovQXE\/jE4cP3Ojj+aH\/u1KlJ4oA4IAwG2bkApmgiN+bGbGXl+PxuZNqNWrXoY\/GbaFqvHt8XX\/K++vWpNZ\/nW40bUxExRAwvXlx2L0BOEnNI0JCkJONVPsM9e\/UKFAkiRuzfL7sLQIswAADIQZk\/wBWle5RKX35JLWgLXf3yS2onvhLddTrZfQBZsp0n8zqjkdpRQ7H41Cn+jHoT7d0ryvFnzDt23H+Q6Bsz48iRSYKISFVl5wJoUeZhsUXD3dw8PGrWFLuJaHfz5hyvrhS1mjenNqIe1WzcmJypIt20tpbdC5AloeRKnsy8ho5RwblzH9RTpz12HTUKt34B5BwMAABywNxarse9Fletyrf4Fi9au5bHiCCyrVVLdhfAW3n5+DsRRrfp3v79agu6qYzdsUO9ziV5+44d2JoJYLrmeDpHeCYVLap01U0WPs2aCUXtwpHNm1N\/akVN2rShpaIvFX\/vPdmdAG+H91GT2Fg+q9jqlvboEbAoruDh5PPnZVcBmDMMAACyIayea3vP5YMGkY7n0cnZs6mLaE3H8+WT3QXwr15eWaHBlMgB0dEUSI2Vxjt2iHbGXtQtKmr47rN1omecOoXHNAFox4v\/TxYi9NPqxTw71awphqsG8vX2FvN5Iz1p144OiWWU6OFBARRPeoGfC8E0Nacb5P\/sGe0VThw6YoS\/f1xcTMySJbKzAMwRvtEDvIVZxysPcK9VrJhNSxt\/6zrLl\/NX1JVOt28vuwvg\/5O50I+hL+ja0aOUn5zoTESEoSXVM8RFRo78Lf7y8XxJSbIzAUC+sMLOEfV\/LlOGFipjDQG+vlSCPGmhry\/F02kxuk4d2X0A\/0bs5l3ca+tWJdk4Q23frx8OkQV4cxgAALyBkB7Vi3l2qlVL8TcG04NNmyhazKbUcuVkdwEQEdFFakvNExNpLk\/jKZGR1Fb9hj5Zu9Z\/59kJMesuXpSdBwDm59VgoL6oYljRqRNvEQvFKR8fUYUeUst69bBjAEzCbT5JLjdu8En1Fo\/p0iVg91mnmMoxMbKzAEwZvnED\/A+hvi7hXh\/06iU+ofdZLFpE10QQ2drby+4CC\/W3hT4PVp5YFVu3DvdEAkBeCeEa7MHlyiltDWfokw4dXg0GFtIhKlS\/vuw+sFDpVJenpqXxfd5B1sOHB0xLuBPTaOlS2VkApggDAID\/I9y7Ynirira2XNDO+oFu3jyqT\/OpSL9+srvAwsRQO6qRnCw28jEev2oVfcgDOG3ZMr+oRN+jlRITZecBAPxd2MjqwfWqu7rSx+qf6s5+\/Sg\/naOWPXvSPkqigkWLyu4DS8NdKHLJErE7rWiRpn5+flGX\/HZfSkuTXQVgCjAAACCicG+3XXUvli7Nq7iEMnrjRlpHvemmh4fsLrAUL045JlI+5H1LlhjXOewSG1evHqHXO+mdUlJk1wEAvK3Mgbra0n7Jw2Lt24vZ6iq+NWAAWYuZ1LFZM9xCAHlBzODplHbihPEPqzZ84uOPA8VpESOuXpXdBSATvvGCRQv3dt3mmdS4MX9GgdR3wwa6Q\/b0+J13ZHeBRi2lqtT21i0+xCn0dOVK1Zs\/o6HLlr14vN6lS7LzAABy24vHFVasqIsWPlz6009FOVFdrO7Th0cQ0wInJ9l9oFEDaQINv3dPXBBTKK57d7\/qcfH66Xv3ys4CkAEDALAomY9DCu\/h0tdz4KhRdIfacNC331I78ZXortPJ7gONqEDdKVBVKY0\/pttRUbRDDKROy5bZedg+yeiwY8fAQbEnYk9kZMjOBACQbfEi91rutayt095PnWzN7drxAVGIf+vfn7zooNj50Ud0mdZRiKLI7gSNaMlb6KrBQCeFNzuOHevXLf5yTMLs2Xj8LVgSDADAIszv4hzRmPPnN\/4iRGrUihX8tZgkJvn4yO4CjXh5+BAl0mVROSJCOU2zxa5vvx1+Ir529MBz52TnAQCYm5CCbm61d7z\/vtjNz62O+vuLwpRM1fr2pb1UmsIcHGT3gTaIybSBamzbZjvVtmfGsV69XgzoHz2S3QWQmzAAAE0L93a5Xm9KhQq8QfRWd23fTt\/THeJq1WR3gZnL3Mq\/jPZShblz1QB1CTVYtOjFVv7792XnAQBozazjlQe41ypWzHqp7XqrUoMHUxMuLjKGDsWte5AjXj5lR10ldho827ULfBwXd7ztlSuyswByAwYAoEmhraoleVzw8BC\/KoVE9W3baKaoRx+UKCG7C8yUA42kShcv0hauxYb5843JBYqKmUuW4JA+AAA5JrJzhHOEjU2RruJWoW+7dVOOiPc4dPRoHkUTKcjFRXYfmKmXT+GhXWpNLtyxo\/\/DRN+YGYcOyc4CyEkYAICmhO9x2eFZs3Nnfk5EtGYNXRNBZGtvL7sLzAsPpgb06PBhpT2foh4zZgzfnaDXf7ljB+4RBAAwTZln\/MyNc3P1DGrWjAtwNW7v70\/b6KwY0bat7D4wM5m39t3iJjS9d2\/\/2Qm9Yn5ev152FkBOwAAANCF8kctBz6RRo7i0+I2OTJ+OQ4PgjYSSK3kyU2duTa22bRMJajXx66RJflFn60TPOHlSdh4AAGTP3K2u7etWqV1brUG24ruJEzEQgLeSeajvh9SPxo0a5Z8v\/h395TlzZGcBZAcGAGCWIiJ8fHx8dLqbK8+uvm4VFkYfUW3x+9ChsrvATATzKrq1dy8fowiROG5cQKmE6dH5jh2TnQUAALkr\/JlzhGdS3bp8R4nkpAkTMBCAt3KYhtKDZcvub3AcZHtu8OBJ4oA4IAwG2VkAbwMDADArmaf5G4KVyNTodevwDze8ib+29FNr2jN+vF9UfHu904EDsrsAAECukN2ut+v18fJS+vMf6q+TJ9Mo0YtKNm8uuwtM3B56j6bs2SOMqW3Ucj4+flGX\/I5WevxYdhbAm8AAAMxCSI+qz9zdS5XS7dPts1Z37OAxIohsa9WS3QUmKo0UXn\/kiHJB\/ZKHT5gwfFmi79Htv\/4qOwsAAExbWGHnCI8xDRrQSOW4KDt5MhWkXbSqaVPZXWCiatI9KnvmjGE8ORi+a9t25G\/xl4\/nS0qSnQXwv2AAACYtbGT14HrVXV2phhpvDN+5kx5QrAgqU0Z2F5iY7vQ9lYqJEb14GLlPneoXlaDXf7l9u+wsAAAwb+Fn3Fw9g5o35894IIVNnUq9aTHVqFtXdheYmIMUzBv\/\/FM8MxZT5rZti7OEwJRhAAAmKaym23mvjs2akQ8fYsPmzeRAIXSvYEHZXWAi+tA5mnnlCuvYmQ+OHh2QL+FMzJebNsnOAgAAbcp8ykD4JdcfPOf4+FAruseBM2fScFoivMqWld0HJmIih1DHR49oPS3kpZ06+XsnbI65vG+f7CyA\/wsDADAp4YddP6u7rE0b7kI1RY+NGymIlommdnayu0Cy5nSD\/J89I2d+wN1mzSpIT8mOpk\/\/XFwTB0Rqquw8AACwLBPZOcI5wsamaFtRpcCWwYNpq1gmdk+ZQgtoH1UtUEB2H0j28jGC6hc0RLnUrVugiK8dPXDrVtlZAEQYAICJCLvo+oPnHF9fmkV96Lc1a8iZKtJNa2vZXSBJ5uP5mtBNGrlmjZpu2JXRccyYwLXnHGJjb96UnQcAAPB\/zd1apU99x3ffVa9ZlTGemjiRKghrOtKvHx5LbOGGkT19nJ7O4SJFbPr004DAuPhofWSk7CywbBgAgFTh3m6KZ7MePThUPU8J339PP4lOVM7KSnYXSPI9DaTTR4+q35Kv0j0gILBV\/DtHVkRHy84CAAB4G2Fhbm4eHu7uPJjri8dhYWIhHaJC9evL7gJJtvNkXmc0UpKoQbP69\/c\/H18hZv5338nOAsuEAQBIEVbPtb3n8kGDaBx5UP758zEht1C3+SS53LjBl2ihiB0\/3n9Dgl\/0qdWrhSDKvOMSAADAXGWeHRAW6ubq5dmli5jPA9To4GCcHWChMnc4OvNYvh0Y6L8zoUbMurAw2VlgWTAAgDwV9olLX8+Bo0eTh4ih0zNmyO6BPJZIl6hURoa4Rg356+Bgw8P8K0TRb74Zodc76Z1SUmTnAQAA5KbgVdWDqwc7ONg4qe3yTfnqKyrFOso3YgR2QFqYzEHAt3SMfx492r97\/OWYhFmzZGeBZcAAAPJEuLebm8f9MWO4FbNoPX267B7IYz2pO\/udOkWrxXoK69fP3z8uLiYmNlZ2FgAAgEyhP7pO9fihenWRnxKp9LJlFE+nxeg6dWR3Qd7iz7gsNZkxI6Bwwk799KAg2T2gbdhyDbni1eNyvF2ue26ZNQsLfwtTlqdTWkqK2C0E7woKKrW32qkyW2rXxsIfAADgLwEd4sfHfHLmzP0PHdfYNaxXj\/bwWi4fEECnyJGXP30quw\/yhlgprtH+MWPC2rimenSfNy\/z52jZXaBN+MKCHDWRiYgUpcg5lxiPuQsWiD2ir1g7cKDsLsgje+g9mrJnj1JKaa6GDxo0fNmZUUe3\/\/677CwAAABzEu7tcr3elAoVeChtNXZavJiuiCWiX7Nmsrsgj9SnW7xn0aL77vH3YgoOHTpJEBGpquws0AYMACBHvLriH+tazOPxggV0mEqKjwYNkt0Fuexd\/pXHPXxIfyrNaOqYMX5+cXExMUuX4hA\/AACAnBMa4ubq5enjIwbzBB6+YAEtpik0t1gx2V2Qy2bTBfZcscLvWnx6TGi\/fvj5CnICbgGAHBHe2CXc03vWLCz8LUQh8qaJ69fbLNGt1H1ZpcqLrf1LluAfJgAAgJyX+fx4\/okusXB1pfN8gOIiImR3QS4bSZWFvk+fua1crntuCQ6WnQPagB0AkC1hUS6dvd6bPJnOiwvsNGGC7B7IJRM5hDo+esQrxVEuM2zYi3sW16yRnQUAAGDJXu0M+IGT1V2LF9On5ChaFykiuwtyiR\/HcfSkSf4iQcSIr7+WnQPmCQMAyJJwb5fhXhUDAriV2MfFQkJk90DuENM5hntHRxufKZ7G0p9+Gvg4Lu542ytXZHcBAADAX8IKO0fU\/7lMGTor3jOkr15NEWKgmNKokewuyB2Zhyz7RcXFxRTFY7Xh7eAWAHgroTddgjyChwzBwl+jWvIWumowZE6YS4Y59y7zS8OGWPgDAACYLv+Hib6HW1y\/fr9kQv2YNk2bvnqawDCyp4\/T02X3Qc7i8+wiJk+bFu7tct3TcfBg2T1gXrADAN5IqK9LuNcHvXqJXuIJj\/3uO7pM6yhEwQBJK\/bwWvL+\/Xf6VHQWVz\/91L97\/OXo748ckZ0FAAAAWRd60yXI63mdOmKnqMID166lZzSbLlaqJLsLckgouZInM2\/i5TSyf\/+AWgkOeqfly2VngWnDAAD+p\/A9Ljs8a3buzGWoCt3csIF+Ep2onJWV7C7IIafIkSJXr7Z6og61LT1kyNCNib4HBJ47DAAAoCVzPD2TPJPs7ZXZT5vQ0unTxXGypz1+frK7IIds58m8zmjkO2IU2ffoEXAm\/nJMyQ0bZGeBacIAAP5V6FmXGK9mbduKUNGYC27eTM5UkW5aW8vugmwaSBNo+L17qi1VEE\/79w8U8bWjB27dKjsLAAAA8k64t3NE3YtduvBM5Tulw+LFtI+SqGDRorK7IJsyb\/loT7\/xiU6d\/HfG28Ws27VLdhaYFgwA4P8TVtPtvFfHZs3oFu9W1+3YQUG0TDS1s5PdBdn0BaXQtOPHyUGdpjN8\/HHmvYKyswAAAECeEK7BHlyunDLA+Avd27yZXClAtKtZU3YXZFNZnk5pKSlkRyv4cZs2\/t4Jm2Mu79snOwtMAwYAQEREc65V21hnnouL7qjSSClz6BD9KT4U3xYuLLsLsunlFn\/j2fxriAYOHKHXO+mdUlJkZwEAAIDp+I7LcmO2s3vctcCitKpz51J9mk9F+vWT3QXZ9IwCqdjjx+xCt\/iThg1fPMb5zBnZWSAXBgAWbu7WKn3qO777rvrY2mjYFB1NDyhWBJUpI7sLsiid6vLUtDTaz\/60bMwY\/50JNWLWhYXJzgIAAADzERbm5ubhMWAADWM70WXuXJpHKbTJxkZ2F2RRf15Od\/\/4Q3RWktUoT0+\/qLjWRyvduCE7C+TAKe4Wasa5Kn3qOxYooDayrmCYu3MnFv5mLvMb+y+iC5dp0gQLfwAAAMgqf\/+4uJiYJUtonkjljfXq0VwawNHXrsnugixaKvpS8ffeozOqqvj++OP8Ls4RjTl\/ftlZIAcGABYmIsLHx8dHp7Ovbz3S2GXNGlpN60T4Bx\/I7oIs8uXFPOHgQatefM1Yq3btFxNdvV52FgAAAJi\/F4OA2NiM9enxBvfatel9HsDLfvlFdhdkDY8RQWRbq1bGLPEwrXlExERuzI0ZT\/eyNLgFwMKEtXFN9eg+bx59RLXF70OHyu6BrOIuFLlkiZ2t3baMDsOGDRwUeyL2REaG7CoAAADQrswFY5FH99qmjf3mG1FTFKDU0aMpgOJJL7CuMDNiN+2ktkuX+kXFl9V\/OWCA7B7IG\/h\/VAsRvsjloGfSqFGcJoaQz8yZsnvgLU2nfrwvNZU+4aLU\/vPP\/Wcn9Ir5ef162VkAAABgucIKu032TPrkExrPV\/nCihVkQ0fFeFtb2V3wlvrTL3R35Ej\/fPHv6C\/PmSM7B3IXbgHQuFfPeS0tfqMj06fL7oG31JSc6PH9+zxEXFTOtmyJhT8AAACYCv+HcV\/pnX74QXWlabq1TZvSA17Ac+\/eld0Fb+lXWkbfBgeH73HZ4Vmzc2fZOZC7sANAo0JvugR5Pa9TR\/jSEB69fz91Ea3peL58srvgDfWhczTzyhUeJe7rOrVuHbAoruDh5PPnZWcBAAAAvE64t8v1elMqVOCvKMX4wc6ddEx8LKZWqSK7C95QWZ5OaSkpqq2oo9Rs1iywVfw7R1ZER8vOgpyFAYDGzO1XPbhuu\/Ll1dXGgcrPej3NFPXogxIlZHfBGzrOodRHr7e5pTupzOvQYfDPZ0YdOXPnjuwsAAAAgDc1x9M5wjOpaFHdA3GNLmzdSkPEShrfsKHsLnhDA2kCDb93z9hEFdTIy2uEPtFX73TpkuwsyBkYAGhE5mP97EpZXzVWjomh7+kOcbVqsrvgDZ3nAxQXEVFw\/tOitk8\/++xzcU0cEKmpsrMAAAAAsmqOp2eSZ5K9vdX5J3qOX7mSvxaTxCQfH9ld8IYuUltqnphodUutZTvFw2PoxkTfA+LpU9lZkD04A8DMMRMRCWHvZdXKsGb5ciz8zQvXphT6KDz8\/vwER\/2z7t2x8AcAAACtGKHXO+mdUlKG30\/wiWnVtSv5cRxHT5okuwveUCXaQXudnY1PhWfqwtWrM9cdsrMge\/A\/oJkLK+x63GNMUBBNot7iwLRpsnvgP2znybzOaOTVdJQ2+vkFlEqYHjNqwQLZWQAAAAB5JfSEyzPPpL59xWLhSH4LF5IzVaSb1tayu+B\/43LUnf2++CKgQ\/z4mE9mz5bdA1mDHQBmKqym23mvjs2aUW2+ToO++UZ2D\/yHl4\/xE1Y0U6zt1AkLfwAAALBUAbUSHPROy5fTUOHDh318KJ3q8tS0NNld8L+JKuwrRkyfHhbl0tmjQtOmsnsga7ADwMzMbuhaofZzJyerZvydLiE2loqIIWJ48eKyu+A1NvIuqv38uXAgUv07dfKLSihztNKePbKzAAAAAExFCLuwBzdpovQRTShx+3b6gJJF3\/z5ZXfBa4zmI3Tqzh3RVDmkxrm7+0XFtT5a6cYN2VnwZrADwEyEe1cMb1XR1tbqa\/LUHd+0CQt\/E3eKHHn506c0ngJ4d9u2WPgDAAAA\/LtAkSBixP79tEUdSqtataJnFEjFHj+W3QWv8fIpY3ybLyvVN23KXKfIzoI3gwGAmeCCdtYPdPPmUTydFqPr1JHdA6+xhpJ514MHfMu4hqybN\/f3Ttgcc3nfPtlZAAAAAKbO\/2Gib8yMQ4fIQYTy3Q8\/zHwcnewueI3etJhq1K2rhth63PcPC5OdA28GtwCYuLAwNzcPjwEDiJiFWLxYdg+8RglKoYK3b3M+6sO9P\/roxeEoZ87IzgIAAAAwV+HezhF1Lzo7s4NSQNj\/\/DM1olGiy7vvyu6Cf8cNOYYi+\/V7dcYDmCTsADBR4c+cIzyT6taldK5D34aHy+6BfyfmkKAhSUm6OTpr44pGjbDwBwAAAMgZflGJvkcrJSZycVHfqsaHH2b+3CW7C\/6daCOWcrF58+ZudW1ft0rt2rJ74N9hB4CJCff+4GCDJ8WL01nDUMOW2FgeQUwLnJxkd8HfXCcHXnX5sjpLp6dKzZsHitMiRly9KjsLAAAAQKtCuAZ7cLlyylOjtfjtl19oBVWl0e+\/L7sL\/saLR5Ld1au6ocbjxjW1aw87dm7+sdLJybKz4AXsADARzEREQnCaIc5QYflyLPxN1MuFv\/Gwrqawb9wYC38AAACAvJH5c5exha4flW\/UiPrQOZp55YrsLvibaDGbUsuVM46wilKsli6VnQP\/PwwATMTcVi7XPR0HDaKOtJDeb9dOdg\/8zW0+SS43biiPlC48skWLEfrTi\/ROf\/whOwsAAADA0rz6OcxJ\/UGX1rQpzaUBHH3tmuwu+Js7ZC86duoUdsflG89O\/frJzoEXMACQLGSpyw7PmtWq8TMi6j5rluwe+JuXzzlVy9NPdOKjj4YvOzPq6Pbff5edBQAAAGDp\/B8m+h5ucf06VTE+ok9atKClVJXa3roluwv+5q6YRb6hoaGD3B7Xd6xSRXaOpcMZAJIsXuRey72WtXVqpbRqVqGHD+PxfibmXf6Vxz18KJar15TDH37oF3W2TvSMkydlZwEAAADAv5t7y22yZ5KbmzqCU+ibffvIg7bTaUdH2V2QifdRk9jY+36873GtevUmiUTfRN\/0dNlVlgY7ACRJKZX2sdUXU6di4W9inlEgFXv8mBvQHKX5Rx9h4Q8AAABgHoaXjPtK7xQXJ+4bO4vCLVpkXtCR3QWZRFPa7+7u2EpZWqDKxImyaywVBgB5LHSK21CvE40aiblcjbxGjJDdAy9t5F1U+\/lzNooTYnK7dgGlEqZH5zt2THYWAAAAALydVxdwDMJL2dymDTWnG+T\/7JnsLniBh1ETcS4oKCzKpbNHhaZNZfdYGgwA8kgI1+DGXLiwKMtP1cerV1M78ZXortPJ7rJ4w8iePk5PV\/IrO2hLly4BE+LmR9c6eFB2FgAAAABkj3\/3+MvR3x85IoyiNJ3u2JGmUz\/el5oqu8viXaZ1FKIodJA2iCarVs3xdI7wTCpaVHaWpcAAII8oHsY7aTeWLqUHFCuCypSR3WPxWvIWumowiDaso7QuXYbvjhui\/2P3btlZAAAAAJCz\/KrHxeun792r\/kkNlFXdu9N2nszrjEbZXRbvHVGTEkqXtiqsfEtfLVggO8dSYACQy8K9XQd5jenTh3pQM\/Lp0kV2D7zAhWg5j\/T394tK0Ou\/3L5ddg8AAAAA5K5AEV87euDWrVyHBlHS4MGye+AFbkUGOtu1a6ivS7jXB716ye7ROgwAckm4t8v1elMqVOBSdFbtFRYmuwdeECM4kCKnTw8olTA9ZhQmjQAAAACWJmBawp2YRkuXUjLZit\/xGG5TIT4QDlx67tyQgm5utXe8\/77sHq3CACCHTWQiIkXh7yjJWGvFCvqAkkXf\/Plld1k68TVP5ImRkcmGhL56p\/HjZfcAAAAAgFx+k+Jjo2+PHs39aRa3XbdOdo\/Fc6AQulewoM6eC1gtWL6cmYhI4LH1OQwDgBxWdLnrd549hw6lCDFQTGnUSHaPxfueBtLpo0dtp9tNN3zZu\/ckQUSkqrKzAAAAAECuF0tLZvXD\/C7is759KY0UXn\/kiOwuS8fj6DHdb9JkbivXQV5jPv9cdo\/WYACQQ0K4BntwuXJ0mL7noG+\/ld1j8frQOZp55YpNMSVVqdSu3cCBsbGxsc+fy84CAAAAANMyQq930julpGR8mO5p6NyhAznQSKp08aLsLkvHev6Yi8yZM3drlT71Hd99V3aPVmAAkE2ZW1OUG0YH4bdkCbb8SxZD7ahGcrLuQ11F4\/utWg3++cyoI2fu3JGdBQAAAACm7YvaF5bEnrh3T2zkZkrlVq3oAS\/guXfvyu6yWJNEIG0tVEjdYxVsTA0JkZ2jFRgAZFN4uJubh0f\/\/rSZ3qdjLVrI7rFYL5\/rqrjwHaIOHYYdO33uWOkLF2RnAQAAAIB58YtKKHNkwuXLrFM2KLouXSid6vLUtDTZXRarimhMbr6+oYOcIzyOtW8vO8fc4VCFLArpUfWZu3upUspO3RFrn7NnMydUsrssTii5kiczdebWnPDJJ\/6zE3rF\/Lx+vewsAAAAANCGcG83xbNZjx7cip3p2Zo1snssVn9eTnf\/+EN0TotRo5yd\/aIu+R2t9Pix7Cxzgx0AWaTbpdtl9U1YGBb+cnEouXHdWbOw8AcAAACA3OAXFafqf1m7VozikhyBrejSLBV9qfh779EBu1LK2WnTZOeYKwwA3lLYEecIzyRvb\/5aTBKTfHxk91isx9Saeu3b96C94zi77uPGyc4BAAAAAG1LTiv2s53T6NH0G8dx9IEDsnssFUfSBUoZNCissHOEx5gGDWT3mBsMAN7Q4sXu7u7u+fKRm\/IJ\/T5\/vuweSyXmkKAhSUnisFVbq55du04SB8QBYTDI7gIAAAAAbcv8uZN7im9pXdeudJtPksuNG7K7LM5lWkchikK7RA1qsGzZd1yWG7Odnewsc4EBwBtKrZy21vrixIm0gqrS6Pffl91jcTIPX0lUJ1DTLl38ok41OlQAp7ICAAAAQN4K6BA\/PuaT27fFCeVnNcjHB4cESnJMfCymVqny6Er+DalhY8fKzjEXGAD8hznXqm2sM8\/FhdbTB9QsMFB2j8WyEcdonJ+fn0Oir97p6FHZOQAAAABg2fyi4lofraTX86dcgk6MGCG7x1KJcmK2yAgKmlvL9bjX4qpVZfeYOgwA\/oNVbd15pejs2eRMFemmtbXsHotzihwpcvVqf\/+4uJiYJUtk5wAAAAAA\/F8BpRKmx4xasIBm0wX2XLFCdo\/FmUcptMnGRr3DCk+bO1d2jqnDAOA1QkPcXL08fXz4S1onwlu2lN1jcXpSd\/Y7dcp4Nv8aooEDZecAAAAAAPwvBa89SbMLGTqUiPdRk9hY2T0WZ5ToRSWbNw9h1+Neizt2lJ1jqjAA+JvMw\/6EI7ur02fNkt1jcWKoHdVITqb31UpWxTt0GKHXO+mdUlJkZwEAAAAA\/C+fi2vigEhNVeJ036sJPj60hpJ514MHsrssjXKM43hdSMgcT88kzyR7e9k9pgYDgL9JvZA20DrfuHH0gGJFUJkysnssDdcR28XpwYP9Hyb6Hm5x\/brsHgAAAACAtzF82ZlRR7f\/\/ruYyktFs379ZPdYnGgxm1LLldPdfjqKZo8eLTvH1GAA8FJIQTe32jvef59+oOe8Z+RI2T2WRuymndR26dKAwLj4aH1kpOweAAAAAIDs8Psooa3+5ObN1JTn0oTvvpPdY3FC+FM6MGbMvDXVWnudKFtWdo6pwADgJaUq77WqMWMGBdEy0RTPkcwrYhY1pqRLl1JCMybpQjB4AQAAAABtST+lO\/48cfhwmsHjaNCFC7J7LMY1EUS29vaGzjo\/dde0abJzTIXFDwDCvd121b3o6Ul3yZ9mf\/yx7B6L0ZK30FWDQXU1BvG+Tz8dU\/X8isPJT57IzgIAAAAAyEmjep0ZdWbUs2fKArFendajByXSJSqVkSG7y1IIF\/pe3OvWLWydawWv3vXqye6RzWIHAMxEREKo23ib0n7WLAqgeNILIbvLYlQQ4cL2q68Cdp91iqkcEyM7BwAAAAAgNw3vGL\/t6Pnjx4mEDadPmSK7x2K8XOeJEXxG9Zw1K3MdKDtLFosdAITVcK3gccvXVyykQ1Sofn3ZPRZjAX9GU3\/7rdSWardK1505U3YOAAAAAEBeur8o7nHMzqlTxbdUkIru3y+7x1JwkPAQ33t5haW4VPf4pnNn2T2yWNwAINy7Ynirira24jBdExe+\/VZ2j8V4l3\/lcQ8f0m0uq1M\/\/dTXNzIyMtJolJ0FAAAAAJCXJgkiIlU13tId5p2ff04TOYQ6Pnoku8tSKFVEQ7Fw+vSJ7BzhHGFjI7snz9+\/7IC8Z3vxIQ0eTCuoKo1+\/33ZNZZC2FB9JX7IEDzeDwAAAACAKFCcFjHi6lWeqASKrf37y+6xFPwFHSCnihWLLNJ9VtBrwADZPXnNYgYAM85V6VPfsUAB3kdT+cbYsbJ7LEYh8qaJ69f7dUi4GD1u3TrZOQAAAAAApiTzMdjia57IE\/E47Lwi5nMbWjl+fPCq6sHVgx0cZPfkFYsZANi1sn5u7DliBM0U9eiDEiVk92heU3Kix\/fvcxEqwg8CAmTnAAAAAACYMl0zZnWFnx+toWTe9eCB7B7N60\/naEfJkjbd1esO8\/z8ZOfkFc2ffjjreOUB7rWKFbPeY+Nh\/e7ly+RAIXSvYEHZXZr3mB9Rr969\/SckJOmHrFwpOwcAAAAAwByEnnB55pnUt6\/4TXiQz7Jlsns07+VZZcbZvF\/UrFBhhD7RV+90\/77srNyi+R0A1iOsXa1LjB2LhX8eeUytqde+fX5fJiTph6xaJTsHAAAAAMCc+NdMcNA7rVhBwbyKbu3dK7tH8\/4UH4pvCxe2OiaeEI0aJTsnt2l2ADDHs8Ygz6T33qOLQuUtQ4bI7tG8jbyLaj9\/rgaL3YYy\/fq9eLLmi6dsAgAAAADAm8n8OdpYmi\/Rb4MHU1meTmkpKbK7tI7rUQua4ec3v4tzRB2fkiVl9+QWzQ4AdB0Nw8lzzBgKomWiqZ2d7B6t4y\/Eaq731VeBj+Pijre9ckV2DwAAAACAOXuxFf3SJbFIGcu\/TJoku0fzuojWdDxfPsMdcUv3RLs7ATQ3AHg1salKv1OJfv1k92heT+rOfqdOPWjvOM6ue1iY7BwAAAAAAC1J3l30jF2R2bPFDJ5OaSdOyO7RvJc7yEN6VH3m7l6qlOycnKa5AYBhhBKtmxMURNdEENna28vu0ayWvIWuGgziE+NHyuk+fSaJA+KAMBhkZwEAAAAAaEnmz9niGV1RP+rThxLpEpXKyJDdpVkvd5ArFawa2dwYMUJ2Tk7TzADg1ZX\/O9yM2g8YILtH87pTcW4fHOwXdbZO9IyTJ2XnAAAAAABo2fBHCX5HZ5w+Te+QiziCnbe5ritd5tDBgxe2qB5cr7p2HiOvmQGAcZtYoswePRpX\/nNZEXLn6dev2w2ya2aI\/eYb2TkAAAAAAJYkvaLS7dkXX39N\/Xk53f3jD9k9mrWXSlOYg0PaMDXdGPTFF7JzcorZDwDm1ak6tM4NR0c+KY6Lw7jyn+tOczOaOmbMwIGxsbGxz5\/LzgEAAAAAsCSjep0ZdWbUs2eULJrynbFjZfdonahIwUIMGZK57pTdk11mPwAwrNc1VDb6+WVOaGT3aJWYzjHcOzrab1ZCr5ifN2yQ3QMAAAAAYMn8Ssc\/j3myZg0Ppgb06PBh2T2a9XKdqX6me6CcHzxYdk52me0AIHhV9eDqwQ4O4j0hRPEhQ2T3aFYF6k6BqqqeoClKL3\/\/zOeSys4CAAAAALBkmT+XK+1Fe3XbF19QKLmSJ35Ozy18RJQVEQEBmetQ2T1ZZbYDANsfjNcdFvfvT4tpCs0tVkx2j2aV4XqUf+XKgFIJ06PzHTsmOwcAAAAAAP7iFxXX+mglvV7c55VUau1a2T2a5UHb6bSjo00H41T78b17y87JKrMbACxe5F7LvZa1NV8SldSLAQGyezTrFDny8qdP1RnGuhlfjR8vOwcAAAAAAF7PUM3Knz4JCqLmdIP8nz2T3aNZn9ABMW7kyIncmBuzlZXsnLdldgOA1DZp56wudutGw2mJ8CpbVnaPVvFAOi3OTJsWuPacQ2zszZuyewAAAAAA4PVG6E8v0jv98QeFC5XXzJghu0ezPhI9KKp8ecdt9yqnT\/PxkZ3ztsxuAEDvUymxzc9PdoZm7eG15P3774U8njyw7TZnjuwcAAAAAAB4c8bTDgli0axZ5MUjye7qVdk9WsVX6Qg\/HjlSdsfbMpsBQLi36zbPpMaNaRbZ09jatWX3aJXwpyT68YsvPhfXxAGRmiq7BwAAAAAA3twIvd5J75SSwv3EN7w+KEh2j3aJprTf3X3uVJe+ngPr15dd86bMZgDAn1EgW\/v7y+7QrC8ohaYdPz68RUJb\/cktW2TnAAAAAABA1gWcib8cU3LDBvqeBtLpo0dl92gVzyJv7mg+61STHwDMW1OttdeJsmVpOQdTSvv2snu0ijdSH745bhwe8wcAAAAAoB1KSaGjol9\/LbtDq9iddFS1c+e5\/aoH121Xvrzsnv9i8gMA4xLFm8f5+VE78ZXortPJ7tEaHkwN6NHhwwEd4sfHfPLzz7J7AAAAAAAg5wzfHTdE\/8fu3bSAP6Opv\/0mu0dzXq5Tje3UdNF98GDZOf\/FZAcAwauqB1cPdnCg4dSNh\/TpI7tHq9iaF3Lil1\/K7gAAAAAAgFyUT2kv5k6aJDtDq0Q696f8\/fsvXuzu7u6eL5\/sntcx2QGAjbcxLd+R7t3pT\/Gh+LZwYdk9mvM+D+Blv\/wSKBJEjNi\/X3YOAAAAAADkHv+TcVWit\/7yi\/iWClJR\/Pyf416uW9O2pNWxad6tm+yc1zHZAQCto4FUZdAg2RlaJWroFvIeTAABAAAAACyJ8ONq5IQdwLmFR9ETtY3prmOF7IC\/C3\/mHOGZVLcuL1Mmk09MjOwereEO7EcOu3cHlEsYoP+ldWvZPQAAAAAAkPfCklzzeQ7fs4c20\/t0rEUL2T3aIwRz7dr+\/nFxMTGxsbJrMpncDgD1sThBo03\/8ARzpRTnwvQ9TgEFAAAAALBkSiw1V\/eMG0eh5EqeeApYThO7eYdoN3Cg7I6\/M5kBQAjX4MZcuLDwpSHk6Osru0dzrvNomvTjj34Oib56JzwHFAAAAADAkg3vGL\/t6Pnjx+kB\/Uojd+2S3aM1\/IwF3erRY8ECN7cGDYoUkd2TyWQGAMpy4\/dpvXr2pC6iNR033VMTzZV6SzeCFk2eLLsDAAAAAABMB5\/lPsIRZ4PluJfrWsM2dafhrOkcCmgyAwCKISee8\/nnsjM0J\/O0\/7Vn7um3nDghOwcAAAAAAExHQKmE6dH5jh2j3ziOow8ckN2jNTxKjOUtprPOlT4AmHvLbbJnkpsbuVKAaFezpuwerVEWKFai5ezZsjsAAAAAAMB0iafkJaZi3ZDj4um0GF2nTuiPrlM9fqheXXaO9AGA8TKvpKX9+snu0JxtdJ1\/PXdu2K64Ifo\/oqJk5wAAAAAAgOkavjtBr\/9yxw66SG2peWKi7B6tURZyT2Hfq5f0DlkvPJGdI5wjbGzEz\/wdt+veXfYnQmuENX2iTAoOFoKICKd6AgAAAADA62WuG7gAr+CPQkNl92gN76PC1L1nz8WL3Gu517K2ltUhbQBQJEV8U+BCu3ZURAwRw4sXl9WhOUupKrW9dYso1bnwprVrZecAAAAAAID5KPTt09t2DVevphKUQgVv35bdoxkzRT36oESJ5wPTltgMbNNGVoa0AYDSmXZQ0U8\/lfX6mvUN96ZN8+b5RV3y230pLU12DgAAAICpmsiNuTFbWWU+pivz\/8q+Qgcg0+fimjggUlNpv7jL1vPny+7RGuUSXeBn8tbBIq9fMPMba8YzrpMx6eZNsqGjYrytraxPgGZs5F1U+\/lzXapxhjGoTJlhx87NP1Y6OVl2FgAAAEBem+PpmeSZZG+vfPA4mm+1aCEWK+\/Q9qZNOY3Wicg6dcS3\/Amvqlz5P3eiDqQJNPzePQqnqVz\/wgVqQM2E7tgx1Yt6iF379+dbYjswfcmePQMHxsbGxj5\/Lvt9A+SkWccrD3CvVayYdaD1l9b1rl3D49pzyHTqx\/tSU+0m2q4y1C9ZcuCg2BOxJx49yquXz\/MBQOhYlxIeB\/v3FyVFCTF6yZK8fn3N2kPHufz8+f474+1i1g0bJjsHAAAAIK+EjaweXK+6qytFquONHwYG0iBaKC516UIOFEL3ChbMtRc+RY68\/OlT8qTZ5LxpkzKaj3BQSMjwRwl+R2ecPi378wKQE8IKu37m2WnBAppEsXRz8GDZPZqxgH5k9z59\/M\/HV4iZ\/913efWyeX4LgMgneot4HPqXYypQdwpUVWOyuk3MxGEdAAAAoH3z1lRr7XWibNmwuq63PZMiI2mzGqt+eOYMjaTKQt+nT64v\/DN9QMmib\/78lEq9hddnn6lFxREl7eTJsJEuqzx\/2ro13Nvler0pFSrI\/nwBZEt9Y0W2CwnJXHfIztGMveQmlLxfF+fZDoA5njUGeSa9957uS6MTHbl+nS7TOgpRpD+G0NxxB\/Yjh927A8olDND\/0rq17B4AAACA3BL2yKWwh83QobSP1giX4GC6JoLI1t5edtdrvdzqS5epu3AdP97PPv4d\/eWQEDylCcxR2HjX3zye7t5NJWiwaO7tLbvH7G3nybzOaOTh4ixFv\/deQIf48TGf5P6hi3m2AFfGGp34t27dsPDPWWKSWEvfL10quwMAAAAgp2Xey\/\/qSv\/3orSoNW+eyS\/8MwXRMtHUzo6WUjMqPnt2+Ieu8z1L\/Phj8KrqwdWDHRxk5wG8DR7PQyl02TLZHZrRTnwluut0yj3aRrW7ds2rl82zhbjwopYi0scnr15P814+7s\/Ow\/ZJRocdO2TnAAAAAOSUF6fwFyqke\/BkPV346SfqQc3Ip0sX2V3Z1pEW0vvt2tmEqHb5vvr113l1qg6tc8PRUXYWwJuwX2VnZdi8bRseD5iz+D0aKhbn3To51wcA4d5uu+peLF2aPGgWla1bN6\/emNaJs9yKPvv++xenRmZkyO4BAAAAyK7MhX9q57Ql1mV\/+omGiJU0vmFD2V05rjctphp16xqnWz1UruzePb+Lc0Rjzp9fdhbA\/\/Jq3VGSdpJ+5UrZPZphoCSqW6\/e3K1V+tR3fPfd3H653N8B4MOTBHfuTAEUT3qR508d0JxQciVPZkMdLkC0fLnsHAAAAIDsCuEa3JgLF06tlFbNKvTnn2kd9aabHh6yu3JdPJ0Wo+vUMXysjE29vWrVi1MB8PMymLhZxkhus2xZ5rpEdo7Ze3mLvNHDqoQhqGPH3H65XB8A8G7WU6XOnXP7dSwFH6dPaOS+fSP0ib56p0uXZPcAAAAAZFXmwl\/51fhp6m979mQuiGV35bk7ZC86duoUvtz1O8+eeJwzmDb\/nWcnxKy7eFE8p+t04cAB2T1aIY7Tu9Qq99fNuTYACP3RdarHD++8Qw9pC11t0CC334ilEN\/yQ+6DQ\/8AAADAfGVu9VfuGmPTOkdFWezC\/++KcXGKnzEjhGuwB5crJzsH4H+qKfSUhkMBc0wYlSaHJk3CvT842OBJ8eK59TK5NgAQV8V6CuvQIfN0w9x6HYsRQ+2oRnKySEh7WPT3LVtk5wAAAAC8rVdb\/RenfW59ds8ei9nq\/6ZePt1A18pYU\/SZPl12DsD\/UmD3Y6Pt3k2bqCk50eP792X3mL2X62b12wx3w8P27XPrZXLvFoDSaqTo0aFDrn18CyM28jEev2qVX9Qlv92X0tJk9wAAAAC8qX9c8X95CJ7sLlPF56kqFfL1Dfd2jqh70dlZdg\/Av\/lcXBMHRGoqP6EL1GXNGtk9WqG0EFfpGzMaACxe7O7u7p4vH+noEn3XtGnufnosh+GiOkjdhkP\/AAAAwHzgin8WvTw8m\/XKTmU0zgQA06arID6j\/rgVIKfwQapPTZo1+47LcmO2s8vpj5\/jA4CUkyljrBY1b565hSlvPk0a1pO6s9+pUyPKnu1ybFhCguwcAAAAgP+CK\/45pBLt4eXduk1k5wjnCBsb2TkA\/2Z4ybiv9E5xcWTDk3hhfLzsHrO3l0pTmIPD47YF0lI\/+fDDnP7wOT4AENVEoijZpk3efHa0jy9QsBCRkbI7AAAAAP4LrvjnsE\/JUbQuUqRoLV2NQj80bCg7B+B\/EUbaRPc3bJDdoRXiV9ouuuf8ujrHBgCvnlvan1pREwwAcooaoC6hBhERsjsAAAAAXgdX\/HMXb1RPqk0aNZLdAfC\/KCutTqhVsG7JMSVoMj1s1+7VOjuH5NgAIPTT6sU8O9WsSUtFXyr+3nsyPkfawvuoSWzsCH2ir97p0iXZNQAAAAB\/hyv+eURHj8V2PCYRTNuwY6fPHSt94ULmLcyye8wdjyCmBU5OYdtcp3r84OaWUx83xwYAYrhqIF9vbzmfHu0RtnSWhmILDQAAAJgeXPHPW0pDcZrOVaokuwPgjRSgW8pY7ATIKcpNbigatmyZYx8vxz5QB3Km1S1ayPm0aEgouZIns3GgVUMujXv\/AQAAwHRkLvxTO6ctsS7700+44p83uDnF856SJWV3ALwJ1VHsz5i\/YUPmukZ2j7njNsKbZubcOjvbA4DgVdWDqwc7OPAXVJVHennJ\/fRoQGGqT4uPHQsUp0WMuHpVdg4AAAAAtvpLtp9KiaUODhOZiEjJ8UO8AXJS4OO4uONtr1yhG3SMOsTGyu4xe7EcQYcaNJjj6ZnkmZT9p+xl+xuI3Tp2yBfaqBHZ0FEx3tZW9ufH3PFxDqLF69fL7gAAAADAVn8TMZfcyIv5ayLKPHobwNSJufwdVcStANl2TQSRrb291ZJnrWh+\/frZ\/XDZHgDwL+pmjsbW\/2zL3PrfRJQ0dNm4UXYOAAAAWC5c8TcxZ6gkrX769MU54BgAgHl4dUszbgXIEerv3J2rf\/RRdj9O9gcAYTSYkjEAyLbBlMgB0dEjf4u\/fDxfUpLsHAAAALA8mQt\/pZZxXlq+n37CFX\/TIBZQYfoCPx+CeXl1S3MMfUHXjh6V3WPuREMiouyvu7M8AFjYonpwveolStBMESlWurjI\/oSYvUBqrDTesUN2BgAAAFgeLPxNGwfTaK564YLsDoCsEBE8h4dhnZNtR4iErnr1eXWqDq1zw9Exqx8mywOADJ2hrGFTo0YUQPGkf7EhCbJOtVIbiuDdu2V3AAAAgOXAPf5mYjs3ERP1etkZAFkhSounPCQqSnaH2btM6yhEUYzLrR8rtRo0yOqHyfIAQJ2gjFVWN2wo+\/Ng9hpSdwq+eTOAEn2P+J4+LTsHAAAAtA\/3+JsXsZRb0pf798vuAMiKex3itx09f+IEjeYjdOrOHdk95k7UVm\/S8caNs\/r3szwAEKPIhcpm\/YXhBS7FT2jBTz\/hUBcAAADIbbjib2aKkDtPv359eL5EX73TsWOycwCyYpIgIlJVYUe2NGnPHtk95o5Z\/C4uZ\/1C\/FsPABYscHNr0KBIERpHHpTfzU32J8DstRSRHIItMQAAAJB7cMXfTJ2m+mLC6tW4UARawEKZQZ\/gludsa8zBXK5mzXDviuF1LxYs+LZ\/\/a0HAIZtqoPBu0GDzHsQZL9\/s7WdJ\/M6o1HNp04TGT\/\/LDsHAAAAtAdX\/M1UOtXlqWlp6i1Dj4zn8+fLzgHICRl7025kdNizhypQdwpUVdk9Zqud+Ep01+mEsLdSmtSv\/7Z\/\/a0X8Op6cqSnb\/9C8Dcfia9JxMSM0Cf66p3u35edAwAAANqBK\/7mTYzn61RpwYLAteccYmNv3pTdA5ATvqh9YUnsiXv3qC61pPW4pSW7mHkL73r7wwDfegAg+tEOnubpKfsNm73L4ioNxdZ\/AAAAyDl4nJ+ZK0EpVPD2bdtwu\/uGjpMmyc4ByBXF2Z03Yx2UXepaGi6Kvv26\/I0HABERPj4+PjodFRBNKNHdXfYbNnvOVJbu7dolOwMAAADMH7b6m7lQciVPZj6gTuOpAwYMHBR7IvbEo0eyswByg2il7OZLGABklyhIP5NbnTqv1ulv6I0HALf7Jza89r6rK31AyaJv\/vyy37DZevn4i\/t+cXExMSdPys4BAAAA84Wt\/trAoeTGdWfNCliU6BtTZ9s22T0Aualkn6rflR137BjFUDuqkZwsu8dsLaB9VLVAgduNzrklzXF2ftO\/9sYDAJ4nnHXbsfU\/2\/pSBun27898HIbsHAAAADA\/uOKvDWI3WVG1DRsetI8fH\/NJUJDsHoC84OsbGRkZaTTSBrpLcQcOyO4xd6qiKuT35oPfNx8AjKfW6kf4hyXbrtENbn\/kiOwMAAAAMD+44q8NYjJtoBrbtiXvVsc9btWrFy4MgUV6QlPp9uHDsjPMnXhfHOVxb36h\/s0PARzL6+gzDACyS+kvJvAJfKEDAADAm8PhftrwauF\/T0143MzHZ5JI9E30TU+X3QUgg+gsYtUoXBjNLrbiecL7zf89+M8BwBxPzyTPJHt7akrVRauqVWW\/QbPVnG6Q\/7Nn9zo4\/mh\/7tQp2TkAAABg+rDVXxu4A\/uRw+7dVCf1lyK\/+Ppi4Q9AZNvR5ktj19hY2si7qPbz57J7zJae0si6WrXvuCw3Zju7\/\/rj\/zkAsCr8LE5NrVGDfhKdqJyVlez3Z664JK2iBjExk8QBcUAYDLJ7AAAAwHRlLvxTO6ctsS7700\/Y6m+eMhf+yqC01CLXOnXyi7rkt\/tSWprsLgBT8OJpFxkZFEFJ3Or4cdk9ZuvlOv3pjwU6pFR1df2vP\/4GtwCoropnzZqy35e5E8f4e+GJrf8AAADwelj4awMW\/gBvoTW50I9YJ2WXMYb1Yul\/r9vfYAAgmAIxAMgunkSPaT6+sAEAAOCfsPDXBiz8Ad6emCf8uS7WSdklFopWIiQHBgD8C31I9TEAyLIK1J0CVdX+M7v76ZP1etk5AAAAYDqw8NcGLPwBss7qtDhh8\/2RI5nrJtk9Zqsd96RW2RgATOTG3JitrKgYDWfP\/76XAF7jU+5JQxISXtzj8uiR7BwAAACQD4\/z04bMU\/0flOXCjwd27IiFP8DbGzIkLu7QoQcPxCCqSu+cPSu7x2xdpcp0pnr1iAgfHx8fne51f+y1A4Bi7smx6UsqVqQgWiaa\/vdpgvAae0Ut\/h1bWgAAAACn+msFTvUHyAWuVJsO4bGAWdZFtKbj+fLdWpE4+4\/q5cq97o+9dgCg1qCR3LpaNdnvw+ztZnuxBlv\/AQAALBmu+GsDrvgD5B7+nQx8Mzpadoe5U8ux3ujt4vK633\/tAEC483t84fV\/Ed6MMotGqddOnZLdAQAAAHkPV\/y1AVf8AXKfWlvxEH+ePi27w9yJ9cr7tNHZ+XW\/\/\/odAH1EL4p+\/V+E\/9CSt9BVg4G90shx07lzsnMAAAAg7+BwP23A4X4AeUeX\/PyrInEJCZnrKNk9ZqsTjRTDsjAAEM1pgSiFAUCW7aMzvPvcOfxDAQAAYDmw8NcGLPwB8t6r\/z8rJQZS+YsXZfeYrQ94I81\/iwHAq1MDR\/MAmle5sux+c8WfCQfaGRcnuwMAAAByHxb+2oCFP4AJGMuRdAbrqCzbSCn0tFq1iUxEpPxjvf+PX\/ij37lzv39WtixdE0Fka28vu99cCWvaqSzFFy4AAICWYeGvDVj4A5gO4UzDeRvWUVn28mkARYs4R9T\/uXTpv\/\/2PwYAunrqTqVKxYqyu82dOEqPjRPOnJHdAQAAADkPC39twMIfwPSo8dyRCmIdlW3rxXrDoAoV\/v7L\/xgAqN\/RArEVA4DsygiiQ+on+MIFAADQEiz8tQELfwDTpTNYXePJ2AGQXXyADtF3\/1zX\/2MAILrSu+KXf04K4A29y7\/yuIcPRxyMv3w8340bsnMAAAAg+7Dw1wYs\/AFM37ClZ0Yd3X71Kj2jQCr2+LHsHrM1huqIXW+wA0AkiGZUFjsAsqwBXSTdmTNCEBExy84BAACArMPCXxuw8AcwH6\/WUVYUxvPi42X3mCtxV\/SgEm+wA4C702oqjgFAlvUT7rQGW1YAAADMGRb+2oCFP4AZ+5D+pKK4pTrLPqP1VOh\/DABeXKsWgppzA9pZvrzsXrPVidYJq\/PnZWcAAADA2wvhGtyYCxdOXZz2ufXZPXuw8DdPYjJtoBrbtj0oy4UfD+zYEQt\/APMjvuTuSi2sq7LsAJWlke+\/\/\/dffjUAWPRR9eB61YsXx+P\/sofrs7P48\/ffZXcAAADAm8u84q\/cNcamdY6Kot60mGrUrSu7C95O5hV\/qpP6S5FffH0niUTfRN\/0dNldAPD2jLvFZzTq6lXZHWZrAe2jqgUKLFjg5tagQZEimb\/8agCQ3pZXGe2dnGR3mjuxTHdQ3MUXKgAAgDnAVn9twFZ\/AO2xKsxHjFdwYTW70t\/jbhlD\/lrnvxoAqH78ndIHA4DsSu2fdlb8ce2a7A4AAAB4PSz8tQELfwDtYq80on4YAGRbZW6uLC9TJvM\/Xw0AlOUUx4cwAMiyB7yA5969O6bq+RWHk588kZ0DAAAA\/4SFvzZg4Q+gfX5Rl\/yOVnr8mNZQMu968EB2j7lSAqkUn\/qXHQBcnP7kVhgAZFlDsZhSsPUfAADAFGHhrw1Y+ANYHvEHLxXNsBMgq\/g2FeSP\/2UAICrzPar93nuyA82V6MId6RkGAAAAAKYEp\/prA071B7BcfEA8pp4YAGSVuEL2osK\/DQCaiBgR8O67sgPNFW8WbqIrvjABAABMAU711wac6g8AYjg3oPK40JpVvIYWc5tSpTL\/+69bAC6QHT145x3ZgeZKzOB8ZI0vTAAAAJmw1V8bsNUfADKpHZQqVBvrrCy7Qe9Rxl\/r\/FcDALpGtvQIA4CsEkLZQXb4wgQAAJABC39twMIfAP6hibpf9MY6K8sCqIXwKlEi8z+VF\/9gWltTBypEHxUpIrvPXBk6q2WoBL4wAQAA8hLu8dcG3OMPAK+j5lOTDJ1wq3WWbRJzaWWxYhERPj4+Pjqd8ux7Q13rH0uUoACKJ70QsvvMVT6j3VcZ4s8\/ZXcAAABYAtzjrw24xx8A\/lNXoeo63LwpO8NsXaZ1FKIof9qe\/eB6p2LFFFGBN5Iftv5nWSJdolIZGQMGxp6IPfH4sewcAAAALcNWf23AVn8AeFOPohN99U4PH9J2nszrjEbZPebtnXcUXbLxhDqzWDHZKWarCb1Hz+7ff7F3gll2DgAAgBZhq782YKs\/ALytSYKISFWpARWje\/fvy+4xV+Jr0UWJKF5cYRfaL4YULSo7yFyJUTSTxt27J7sDAABAi7DVXxuw1R8Asu030ZZckpNlZ5gr8Y7xtDG4SBGFosVG0a1wYdlB5oqPcUl+hi9EAACAnISt\/tqArf4AkFN4N30i3LHuyipeJS4oowsXtqJyXJyOFixIJK7IjjJH4nNyomvYigKQlxYvdnd3d8+XL3VR+g82Tl5edJTn0cm6dakCLVY7VaxIh8lKGJ2cKIEWkY29PfnzbWrNTBXFXlJTUsiBOtKw69fJio9Tk4sXxX3Rgb6MiSmw+0k729IxMZ+La+KASE2V\/T4BLNGrrf610ual5fvpJ0qj3mSDK\/7mJnOr\/30\/TnjczMdnUtQlXz2u+ANANiilaDg1Sk7mr+gQnZZdY4Z+Ed\/xhcKFregszWYuXJg8qAEeAfD2uKDYKcJwCwBAbpjIjbkxW1k5trobmXKpY0c6prgos3r2TO2X1psqentTKn3Mm2xsaAERlSKikVRZ6Ilo86sPMZOIiIYIosP\/34eeT0WIiATRaSImiiEfosc\/5lfS0lJSwuq63vZM2rmTa6kH+Nbq1Q8WJvrG1Nmx49U9aACQ4zIX\/kot44uFP7b6m6XMhX\/yPfXFwh9b\/QEgh7AD1WT7e\/eIqDLWrVlwnMaIooULK\/S78Bd3cQtAVvES3kGdsBUFICdMZCIiRQkd61LC42D\/\/kXb3juTNunCBW6lTFZ6RkbyV9SVTrdvT\/MohTbZ2OR4wDURRLb29tSDmpFPly6imjJZDP\/xx6LRLuc9ticmhv7oOtXjh08\/fXHcJx6bCpATsPDXBiz8ASC38VyaSHWx7sqyc9SLSxcurPCf1J3dMQDIKmU9jaGh+EIEyI65hVzC646pUaNouMtdz6CjR0VJUUKMXrKEPhI9KKp8edl9dEx8LKZWqSKu0joRvnp1WIbrIM9qv\/0WOsjtcX3HKlVk5wGYIyz8tQELfwDIK8pCsZ68se7Ksqu8V5wrXFgRbeiyCM+fX3aPueIQ8R5Pxy0AAFkRvtp1r5fzwIFqPqGKr\/V6ItGU9ru7y+76L2IhHaJC9euLNG5nOHj8eObOANldAOYAC39twMIfAPKa+q2qF8+w7soyb7pP0\/PnV+gie1E+e3vZPeaKm6qx1BuTKIA3kbl1PvShSxvPoOnT+T4FcMFFiyiIlommdnay+97aB5Qs+ubPLwIoThxdtSp8nssnHr98+aXsLABThIW\/NmDhDwCycE1xVuzCuivLzom1pNjbK+QnevP+fPlk95grEaOroUx99kx2B4A5CG\/sEu7pPWuWWCmu0f4xY2T35JgAiie9EGwUZ8T4KVNe7AiYOVN2FoApwMJfG7DwBwDZxDb6SS2AdVeWDaceFJUvn0L9qCsdwQAgy343nlar4Hm2AP\/LiwXxyJH0sVhCD0eMkN2T216cFTBqFAYBYMmw8NcGLPwBwGScEX8qVbHuyirRh4vSr\/nyKeTK5UU6BgBZJf4gEsPwDyHAvwl\/5hzhmVS3rthFU0TktGmye\/Ja5iAgrJFLuKf37NmyewDywuJF7rXcaxUqpNw1xqZ1jorCwt88cQf2I4fdu6lO6i9FfvH1xcIfAGRTDlMbYwF8H8oqPivmkJ29vSKsxTRScAZAVhnzESnR+EIE+L\/meHomeSbZ27OvqELL168nZ6pIN62tZXdJ83LnA3YEgJZlXvFPXZz2ufXZPXtoHfWmmx4esrvg7WRe8X9Qlgs\/Htixo1\/UJb\/dl3DFDQBMgaG4bhm+H2WZO3XkI\/nyKfw5z+dqZnj4lqlYJvKp0\/CFCPB\/6W4\/HUWzR482mcf4mQjcGgBahK3+2oCt\/gBg6gyL6ZrBCd+XsmwKhYmWdnYK7RRdqYKVleweszVSGWuYggEAANFfW3\/pAfelkoGBsntMFW4NAC3AVn9twFZ\/ADAbXYWq64B1V5ZtJ18qb2WlUCf6RvTS6WT3mCu1Bj+nDzMyZHcAmIK0rekZVnsHDaJJIpC2Fioku8fk4dYAMEPY6q8N2OoPAOaGrZWxBkd8n8qyThzIbXQ6hXZzCyqHHQBZlc9OGWTjiS9EACIirshtxJxevWR3mBvsCABzgCv+2oAr\/gBgrnRfUB\/dVny\/yrJdwocqWFkpdEls5mBFkd1jrlL3iC+sT+MLESzb3EIu4XXH1KhBlWgH7XV2lt1jtrAjAEwQrvhrxFYaTFe2b8cVfwAwV9xeN86uO75vZVkHHiU+1ekU2sdtRHnsAMgq9rK\/kXYDX4hg2dSboquysVkz2R1agR0BYApwxV8bMq\/4C9tUY5GCONwPAMxXviVWtZ\/WxvevLNstulC5FzsAIigMOwCyqvQIpxFOI\/CFCBauCRHt9\/KSnaE52BEAEuCKv0bgij8AaEyRIu+\/\/\/77+D6WZe1oAnXT6RQaTnEULYTsHgAwYxc4jT6oUkV2hlZhRwDkBVzx1wZc8QcAgP9FoY9oK10zGGSHmKsHD65cuXLF1lZ2B4Bk52lUmTKyIzQPOwIgF+CKv0bgij8AaBzWXdm0nabQeqNRoYr0CQ9TVdk9ZouJia2tZWcAyMBMRCQE1aYn3DV\/ftk9lgI7AiAn4Iq\/NuCKPwBYCqMxPd3eHgOALGvFG+mqwaBQa9os7mAHQFapmzK62xrwhQiWKTLSx8fHR1GonfhKdNfpZPdYHOwIgCzAFX+NwBV\/ALAw6e9xt4whNjayO8zWjyKY1xiNClWmnjQYOwCyKkPHLoZN+EIEy+TrGxkZGWk00nTqx\/tSU2X3WCrsCIA3gSv+2oAr\/gBgqcRnaiWr4rjwmmWtOZIuGwwK1aONfAU7ALJOdbVajy9EsHAz6CTF3LkjO8PiYUcA\/Atc8dcIXPEHAAtnrEpkrIoLr1m2RYSInUajQm14A13GACCrjB\/TGXUzvhDBwhVhdyp28aLsDHghc0cABgGWLXPhr9QyzkvL99NPuOJvpl4u\/O\/\/qhZ\/PK9LF1zxBwCLtYEV44+48Jpl7SiCfjcYFPGdGCrOYutuVll9QVfUjzAAAAt3TKxUmp08KTsD\/n+4NcAyYau\/NmCrPwDA\/89qIJW1SsK6K8sq8JeUnpKi8DreyEWeP5fdY674Ty6pDMMkCiybOMrWPPzgQdkd8Bq4NcAiYKu\/RmCrPwDAa1jdNfbDuivLqojVlJaSolBVsZGepKTI7jFX\/B4Rz8MkCiybbSe7jIwtv\/xCp8iRlz99KrsH\/h12BGgTrvhrA674AwD8FzYodhgAZNn3vIEaP3+u0DLaQPWwAyDLyutqKOfxhQiWbeDA2NjY2BffR0TBLVtk98B\/wI4ATcAVf43AFX8AgDeiDqY4\/g0XXrOsithNGSkpCoXz96IJBgBZxR7G0+p4BwfZHQCmQOlAhdTm4eGyO+DN4LBA8\/Tqij8O9zNvONwPAOCtcHtqqTzBuivL5tJa8n7+XKFKIpqe4xaArBL7FHf63tFRdgeAKRjeMX7b0fPHj9Meeo+m7NkjuwfeDAYB5iFz4f\/qij8W\/uYJC38AgCwRJ7kat8a6K8uqcg9SU1IU3kkV2A\/37GaVCOQ\/RFCxYrI7AEyJcYGxv\/H8iBHUkrfQVTxm1FxgEGCasPDXCCz8AQCyRRmneLID1l1ZFkVFKejpU0W8S+tE7MOHsnvMldqNZtB8TKIA\/q8RZc92OTYsIYGWin1UacYM2T3wdjAIMA1Y+GsEFv4AADlCHczdKArrriwrJ5pz1YcPFSrPYVwcA4CsEgNEW9qCL0SAf3N\/lmN\/24Nff82DqQE9OnxYdg+8HQwC5MDCXyOw8AcAyFFiOE2io1h3ZVlVWiVuPHyoUDUaKQQGAFklHnMb9sdWFIB\/M0kcEAeEwWA4k65m2HfsSHV4E48\/f152F7wdPD4wb7xa+HdOW2JdFof7mSs8zg8AIJdUoBDxQ\/HisjPMFTeiuzz4wQOFPJSjfAoDgKzi32mDqIJJFMD\/8kXtC0tiT9y7p6zQbeMlrVqJOSRoSFKS7C54S3h8YK74xxV\/PM7PPOFxfgAAuYp\/ojhyLFpUdofZcuIA0fDhQ4Va81jRFQOALDsqdtOX2AEA8CaGLzsz6uj2339XphqdhGvDhrSH15L377\/L7oK3gx0BOQNX\/LUBV\/wBAPKGKMeNaAx2AGSVco\/2UfsHDxQxnBuo7TAAyLISvJVOYgcAwNsY9unZXdG1rl1Tf1M+NdRu3hw7AswUdgRkCa74awSu+AMA5K0rQkfW2AGQVTxGqSTKPnqkGHez3urknTuyg8zWabpNhYsWZSYiEkJ2DoA5CXwcF3e87ZUr2BFg3rAj4M3gir824Io\/AEDemshERIpCbdma6xUpIrvHXCm7aQPPvXNHsfrRGCUGYwCQZT+JTlTOyiqUanBjLlRIdg6AOcrcEaDrro4V7Zs2xSDATL3cEYBBwP\/vHwt\/XPE3S5kLf2VQWmqRa5064Yo\/AEDeKF636tA6N4oUoXbiK9Fdp5PdY66segp7pc3t24rNrfynUsvevUuh5EqeL65jQxYsM+xMq1WqlOwMAHOGWwM0ArcGEBG2+msGtvoDAEiVvlE0pa0lS8ruMFsVqDsFqqpj\/ypH36uSnKwMHBR7IvZERgZ5UXlKuX9fdp+5stqsXKc75crJ7gDQAtwaoA2WemsAtvprA7b6AwCYBuW54mS1pXx52R1m6wmtoOV37\/r6RkZGRhqNyqvfKEpMxW\/flt1nrpjVtpSKAQBATsKtARphIbcGYKu\/NmCrPwCAaRGHRSK\/iwFAlg3mfRT71y3\/fw0A3iGV3sUAIKt4jHhOGRgAAOQGDAI0QqODACz8tQELfwAAE7WKn9BdrLOyLD\/dowJ\/rfP\/GgB04QxufvOm7D5zJTpzHG\/AZAogN+GMAI3QyBkBuMdfI3CPPwCAaTssztBjDACySjwhFxp861bmf78aAHApuiBW4AfprOKNYis54AsTIC\/gjABtMNczAnCPvzbgHn8AADPRh7rxj7jQmmVeoi17X7+e+Z9\/7QBYp\/xKQ2\/ckN1ntupTe5GEL0yAvIRbAzTCTG4NwFZ\/bcBWfwAAM3OKepIOF1qzih+TvTj+14X+VwMAUZ+6sDt2AGTZYppCc4sVm3GuSp\/6jgUKyM4BsCQYBGiEiQ4CsPDXBiz8AQDMS+a\/v\/QpOYrWRYrI7jFbRSiC9\/7LDgB1htgt6mMAkF12S22r8Xtly8ruALBEGARohIkMArDw1wYs\/AEAzNPzgSlBtkHYYZ1dynIxU8z8lx0AumRls9UqDACySyQYN6m++EIFkAmDAI2QNAjAwl8bsPAHADB3yvv8AFv\/s8vwjjLBtvS\/DACG7z7V6FCBe\/eoLE+ntJQU2aHmiruIgXQeX6gApgBPDdCIPHpqAE711wic6g8AoAm6VrySgrGuyrIh1JTOPXkSKE6LA+Lhw8xf\/usMAEFExEx7xSFqgytlWSWGU37yqVpVdgcA\/AVPDdCG3HpqAE711wac6g8AoC3cihx5X7VqsjvM1hMqyQsuX\/77Lyt\/\/wWxjnrS3UuXZPeaK95CKXSgenXZHQDwT7g1QCNy6NYAbPXXBmz1BwDQqOPUgHZjXZVl3tRPNPznuv4fAwB24V\/oGgYAWdaNS1FxNzdmosx9FQBgWjAI0IgsDgKw8NcGLPwBALTp1TqqmrhG25ydZfeYKxHLO4jeZACwgf7kZv\/cKgBvaJIIpK2FCs1fW62114kyZWTnAMDrYRCgEW84CMDCXxuw8AcA0LbQQm5utXeUL08OFEL3ChaU3WOu+CbdJL83uAVA+ZyGcEfsAMgug7sykUa5ucnuAID\/hkGARrxmEICFvzZg4Q8AYCEe8XfWf2Drf3apxWk8b36DHQDGI0ob9TwGANn2SLTkfvjCBTAnmYMAYaQiiq5FCzw1wExlDgKOuAZ6JoWG4lR\/M4dT\/QEALIoySHyobsOF1OxSG4mKxpQ32AHw3rKqVcuvvHYNjwPMHnGO+lFhfOECmCO\/qIQyRyZcvoynBpi5Y\/Qz+fj741R\/84RT\/QEALNRJvigW4UJqlm3kXVT7+fPHB+MvH8\/3xx9\/\/+1\/DAB8fSMjIyONRpopltCwCxdk95ut42RFh\/GFC2DOcGsAQN7DVn8AAAsXyg\/5FC6kZpleNKWPExMnCSIiVf37byuv+3u8l4bwzcRE2f1maxj3pWWVK3\/HZbkx29nJzgGArMMgACD3YeEPAGDZ5nh6Jnkm2dvTV5RArhUryu4xW\/NoAzdJSHjdb792AKCs4FXkhQFAlv0kOlE5K6snrfIdTw+qVk12DgBkHwYBADkPC38AACAisg56OlRt7uJC7cRXortOJ7vHXIkt4nN6cPbs637\/9TsAYsUfovLrJwfwZri+0pnL4lYAAC3BYYEAOQCH+wEAwP+hjqEQ0Rxb\/7NPdRALXn8h\/\/U7AE7TbLHr9ZMDeDPchTay0ctLdgcA5DwcFgjw9nC4HwAA\/KsatEfsrVdPdoa5Mx5Rnhk+yMItAPdiHd1tBly6RNOpH+9LTZX9RsyV2E83qEH9+rI7ACD3YEcAwBvAFX8AAPhfStA18sEAIMua0w3yf\/bs4aO4uONtr1593R977QBgkjggDgiDgdbQMToWFyf7\/ZitmSJSrHRxmePpHOGZVLSo7BwAyD3YEQDwT7jiDwAA\/8urddJOukpPcXZalu2kMux1+vTrTv\/PpPznB4rnSqL8yZOy34\/ZCqB40gthXUR3jzw9PGTnAEDuw2GBADjcDwAA3oxVYTGHVtavn7lukt1jtg7QURr73+v2\/x4AbBAnaA8GANmlOrMVvY9bAQAsCQYBYImw8AcAgLehridHeop1UnbxFDaKmTkwAOBCxvncEAOA7BJr6HsqgC9sAEv0j0GAF48ku9ffmwVgjrDwBwCArBB60ZUysE7KLp6tK0t+OTAAUB8UImF\/5gy15C101WCQ\/cbMFS\/mcXTTw2MiO0c4R9jYyO4BgLz3ahBwQY0Uc5o0wSAAtAALfwAAyIpw74rhrSra2tLndJ+\/qV1bdo\/ZerlOL7zm0V3bza9\/\/F+m\/xwAjNDrnfROKSm0j87w7nPnZL8\/s3VNBJGtvX2RW+JEobY1asjOAQB5Xj014CtqpjRr3hxPDQCzhFP9AQAgG4z+dl0fNapVi4JomWhqZye7x2zdEQ2pcWLi5+KaOCD+++l9\/30GQKZpojutPHpU9vszd8rn9IyqY4sLAPzLUwOwIwDMAE71BwCAnKC7xufVSQ0ayO4weyd5EM3S69\/0j7\/5AGCkqELRMTGy35+54\/viS96HAQAA\/AW3BoA5wFZ\/AADISXyRrlIi1kXZJXaLW2Lem6\/T33gAoHyl9ucmGABk20HaTwebNJnIRETKmw9gAEDzMAgAU4SFPwAA5KSICB8fHx+djm6Ks7QZOwCyT\/3Q2C8XdgC8s9T5t7JX4uPpFDny8qdPZb9Ns7WYptDcYsWK3HIJ8nru7i47BwBMDwYBYAqw8AcAgNxw03j2xA0HDw\/yoO102tFRdo\/ZekaBVOzx4+Tdib5HK735WX1vPADw9Y2MjIw0GsUuyhCjjh+X\/X7NnfhaWaD6eHvL7gAA04VBAMiAhT8AAOSqIlyDfsY6KNt60nAqHxMzSRARqeqb\/rW33oKunuciVB23AmSX2KbepHatWsnuAADTh6cGQJ7Aqf4AAJAXrIW9ug4DgGwLpVA69faH9L\/1AEDpRsmU\/\/Bh2e\/X3LEL\/UQt69adV6fq0Do3sPUFAP4bnhoAuQGn+gMAQF6YdbzyAPdaxYpRCjmLm7gVOrv4CEeIkb\/99rZ\/760HALYd7dIzNh88SNt5Mq8zGmW\/cbPVTnwluut0hjSrKMWqeXPZOQBgPnBrAOQEbPUHAIC8ZPWHTVmrL7y96TKtoxAchp5lLXkLXTUY0r4zlFH6Hjnytn\/9rT\/xAwfFnog98egRRYizFB0XJ\/v9mzsxlDbQO7gVAADeHgYBkBVY+AMAgAxiHNcQwdj6n21\/iK854uTJMVXPrzic\/OTJ2\/71LE9e+CytEOcOHpT9\/s3eXJouprZsyUxEJITsHAAwPxgEwJvAwh8AAGR49fjzS9SIzrZoIbvH7B2gc4rPgQNZ\/etZ33pRkx3YBgOAbOtP52hHyZJzW1U75jXmgw9k5wCA+cIgAP4NFv4AACCT43PnCM+k2rVppqhHH5QoIbvH3PEddYy64+3v\/c+U5QGA0tl6nrX\/wYMUSq7k+eL6NWSd+rWuBX+AWwEAIPswCAAiLPwBAMBEfKzYEWHrf7ZVoO4UqKpWseoBtVTWD+XP8gDAL+pUo0MF7t6lBzyTVsfHy\/58mDulE\/\/Bj9q2ld0BANqBxwdaKDzODwAATAiPog38O9Y52SUGcA2afurUsGPn5h8rnZyc1Y+T7dMXxXPqwyf37pX9CTF3bCf6inOenvPWVGvtdaJsWdk9AKAdeHygZcDj\/AAAwJTM7Vc9uG678uWpHxnF5tq1ZfeYOzWRFlLLn3\/O7sfJ\/gCgmdJZeGU\/xOIFUDzphTAU0NVXz3XpIjsHALQHtwZoE7b6AwCAKVI3qk2Fc9eumesc2T3mTjRV5ohzJjAAsOloszyj5IEDlE51eSp+4MgukZ8SqXTXrrI7AEC7MAjQBiz8AQDApPnQQ\/rC11d2htkry9MpLSXFaOuQj+ceOZLdD5ftAcDAgbGxsbHPn1MqFRPnsx9k8eLptBhdp064t8v1elMqVJCdAwDahUGAecLCHwAATNmrdYwrBYh2NWvK7jF3or84zaMOHhyh1zvpnVJSsvvxsj0AeCWIUsQM3AqQc5Q2xqG4FQAAch8GAeYBC38AADAHPIjOqJu7dZPdoRXqMiKinFtn59gAQLQz9qJuUVEyPimadEadJpphywwA5B08NcBE4VR\/AAAwJ0VFP6qMdUxOEQcVG930n37KsY+XUx+ImYhIiPDxLhmefa9fp3dETUooXVrGJ0lT9hi7cvnKlf13np0Qs+7iRdk5AGA5Mp9KYqys+PCI\/fspWsym1HLlZHdZClzxBwAAcxI6yO1xfccqVUQ1rmesdO6c7B6zN5cGcPS1a\/6X4v1iRM79\/JVzOwAEEREz96QT\/MHOnRI+RdrUX6kpzmGCBgB5D7cGyIGFPwAAmCPxEw8w9sTW\/xzTj5uJ0tu25fSHzbkzAP7vB926Y0fuf0YsBLbQAIBkGATkDSz8AQDArLWhcpQf65acwj+Sv5if8xfWc3wAYH\/Qbkj6w19\/zXxcQd58ejTsJBWja9Wrh42sHlyvuqur7BwAsFw4IyCX4B5\/AAAwY3MLuYTXHVOjBlWiHbTX2Vl2j9lrTjfI\/9mzQkee\/mzT4cCBnP7wOT4AePVYwBpiJc\/\/5Ze8+SxZgDlqXWPHvn1lZwAA+EUllDky4fJlZarRSbg2bIgdAVmTecVf2KYaixT08ZkkEn0TfdPTZXcBAAC8DfaiFNGsXz\/ZHZpxhhy56Z49n4tr4oBITc3pD58rtwAQEfESPkCGnL9nwWJ1pyhxu2fP77gsN2Y7O9k5AADYEZBFuOIPAAAaMMfTM8kzyd6ek0Uo1e7RQ3aPVoiV1EIJyb1b6nNtAGD4OKOjIWDLFmrJW+iqwZBbr2MxPGg7nXZ0fLItf+X0aZ06yc4BAMiEHQFvBlf8AQBAS3SRT6uwc5cu9Ck5itZFisjuMXsv183p36Sr6T\/n3oX0XBsAfFH7wpLYE\/fuicbiM6p16FBuvY6l4TOiExfu3192BwDA3+GwwH+Hw\/0AAECTmvMksRXrkhzjIGqQz759mevo3HqZXBsAZOKp1J8cN2\/O7dexGCvoOl1o0iSsTbUpHt0rVZKdAwDwdxgEvICFPwAAaNG8OjWq1rlRuTKli1ja3qCB7B6tEPtpm\/hl06bcfp1cHwAYl+li6NvNmymUXMmTObdfT\/MCKJ70Qogo5V0xs08f2TkAAK9jqYMALPwBAEDLjK2MDlbu\/ftnrktk95i9CtSdAlXVGGXwSrfP\/TP0cn0AMEJ\/epHe6Y8\/qAH3I+eYmNx+PUvB1cRuWtm79+JF7rXca1lby+4BAHidzEGA2lyZY\/iiWTMxixpT0qVLsrty3Hk+QHERETjcDwAAtGgiO0c4R9jY0Azex4969ZLdoxnu3ITzHzoUuPacQ2zszZu5\/XK5PgB4ZbFwoxmRkXn2elrXn87RjpIl095PnWzN7drJzgEA+C+Bj+Pijre9csW6qlJOcaxfX0znGO4dHS27K8syd7Zt4gFUeM6c+\/MTHPXPunfH4X4AAKBFjq2I8tds355minr0QYkSsnu0grcqzUX1vFsn59kAQNmTMVb3cP36zC0OefW6WqdWpj+pKJ67CQDmY\/DPZ0YdOXPnju1Eu4aGJY0b82dclprMmEHbeTKvMxpl9\/2ngTSBht+7Rz8Ka\/6hUyf\/gwl++qiRIycJIiL8+wYAANrEOmW5chWH\/uWYl6f+224Wk5U2ERF59bJ5NgAY3vH8isPJf\/7JXuRG9fbvz6vX1ToRL+7SgJYt53g6R3gmVawouwcA4E0NHBR7IvZERkZA4YSd+ulBQerPbNAdq12bfuM4jj5wQHbfK4l0iUplZNAeOs7l5883NlEFNapSxb963OqYOz\/+KDsPAAAgN7069G8wNaL7zZvL7tGM1eIWX9q7N\/PCSF69bN7dApDpGjcj+uGHPH9drbpM6yhEUaxOK4JOBgbKzgEAyKpAkeh7xPfUKf+NCSJGNGkiOilG1bdRIxpBnqRs3kzpVJen5sE99SUohQrevp25td+QSO8Z1lao4L8z3i5m3bBhI\/SJvnqn+\/dlf74AAADygmGVYaWyZcSIzHWH7B6t4It8Ummwbl1ev26en9oYwjW4MRcurMwy9k399dYtsqGjYrytbV53aM5G3kW1nz\/XpRpnGIPKlBl27Nz8Y6WTk2VnAQDklMx\/P0QNY8XU2y1biuvUQAxu3Jgu0HCiWrXoFk2g85Uq0T5KooJFi\/7jA2Tesz+JbLljUhIVYXcqdvEiWdN+peWRI0REqt2+faUeO+vK1Dp40Nc3MjIy0gxuSQAAAMgF4d4fHGzwpHhxHpTx2NDo2jW6JoLI1t5edpfZK8vTKS0lJbWqYbPu+jvvjKl6fsXh5CdP8urlpT22IWydawWPW5s30x2yFx07dZLVoTVCx9V56oQJfsMSfohp9s03snsAAPLaRG7MjdnK6p2F96sbGxYokDZYOaP7jTlQnBYHxMOHsvsAAADMQVh5126eARMnvnjc39dfy+7RCvE1T+SJkZF+DxJ8Ylr5+ub168vbwrGHSouM1aulvb5GsaOIETOGDfuOy3JjtrOT3QMAkNcmiQPigDAYhgyJizt06MEDLPwBAADe3BxPzyTPJHt7+oyHcI+hQ2X3aI4HzRax8tbB0gYA91eoQx9H79xJD3gBz717V1aH5twhe3r8zjuP7+afmtb5009l5wAAAAAAgPmwKvyE6YPevamIGCKGFy8uu0czXp4xZNvRLj1jc1SUrAxpA4BXz0meJJi2r10rq0OzLpEP9\/nii4lMRITDOgAAAAAA4PWYiYiE4Azhykl+frJ7tIbzUR\/uvWpV5lOQZHXIXxiOUI7qti5fLjtDc46Jj8XUKlUcj7h+VndZq1aycwAAAAAAwHSFkutxr8UdOlB7KiM+rFpVdo\/WKAvVSlzn+++ld8gO8J99ZtSRM\/HxYgZPp7QTJ2T3aA3\/Su8o6SNHyu4AAAAAAADTpfxEiXwB64Ycd5xDqY9e7xeV6Hu0UmKi7BzpA4BM6gTFh7Z9953sDs0pSLtoVdOmYWFubh4e7u6ycwAAAAAAwHSEe7vtqnvR05PO00w63KCB7B7Nqa0E8nLTWeeazACABynPbUuvWZP5PHvZPZqzlQeJ3ydOlJ0BAAAAAACmg925gCiFdUKOO0WOvPzpU7E7pT+vWb9edk4mkxkAvHpM03y6TK02bJDdozkdaSG9365daKtqSR4XPDxk5wAAAAAAgDxh61wrePWuV49K0GDR3Ntbdo\/W8GieSb+uXesXdcnvaKXHj2X3ZDKZAUAmLk4\/iaYLF8ru0CrluG4VHZ80SXYHAAAAAADIwx9RCE+ZMkV2h1bxN7o24tclS2R3\/J2QHfA6YdauFTz3HTtGs8iextauLbtHa\/ixaCwWNG4cMCFufnStgwdl9wAAAAAAQO4LK+wc4TGmQQOapEwWB377TXaP5rw89M9\/dUJz\/QAvL9k5f2dyOwBe+YM\/p\/DFi2VnaJVYo5bjB998I7sDAAAAAADyUHPhQ9OxDsgtop2ymPub7jrWZAcA6VE62+f11q2jd\/lXHvfwoewezRkiVtL4hg3Dolw6e1Ro2lR2DgAAAAAA5J5wb5frdS9+9BE1FG7Cq3Fj2T2as4aSedeDB4Y5DnPEDdM9085kBwCjep0ZdWbUs2cUJ1op\/Zctk92jWWfEJfoFE0AAAAAAAC3j4nRB2YezwHIL\/8y1xMwlS0bo9U56p5QU2T2vY7IDgEy6ysZ3aPe8edSSt9BVg0F2j+bYkiq61asX6uXS3Gtry5aycwAAAAAAIOeEnnWJ8WrWti3VFgG0wtNTdo\/mvFynGtuJc4av5s+XnfNfTH4AMOzTs7uia127RjpxjEb\/+KPsHq0S3Wgd66dOZSYiEiZ7OCQAAAAAAPy3zJ\/rxZ8iXJ341VeyezRLLxbTdxs3jvwt\/vLxfElJsnP+i8kPADIJW2WKSmFhsju0SzSl\/e7uYaFurl6eXbrIrgEAAAAAgKyb28pN8Wz2yScUT6fF6Dp1ZPdolVgvPlQrms861WwGAH5lzpw9OuK338iVavDMY8dk92iVEsqCh8yevXixu7u7e758snsAAAAAAODNzfH0TPJMsrfnT7gnT\/j2W9k9mvVyXeoXFdf6aCW9XnbOmzKbAUAmfkrOdCM8XHaHVvEIYlrg5JT6TuokazUwUHYPAAAAAAC8OV30k9JceswYekCxIqhMGdk9WsWBpKfKs2fL7nhbZjcAeNDecZxd9\/XryYtHkt3Vq7J7NGs2Vaf648bNbuhaofZzJyfZOQAAAAAA8Hrh3m676l4sXZoSRRGx\/osvZPdoVh86RzOvXHlw2vGS3TubNsnOeVtmNwCYJA6IA8JgoDOCyGnOHNk9mtVFtKbj+fJZO1Af3VY8JhAAAAAAwJRxN\/5VuRQcTHupNIU5OMju0SqxlaLEoJkzX61LzYzZDQAy2Rlt52UkLl9OD3gBz717V3aPVvF5ihNHe\/YMbVUtyeOCh4fsHgAAAAAA+EvIbtfb9fp4edEkukE\/de0qu0ezRvMROnXnjmF+\/ir806pVsnOyymwHAAMHxsbGxj5\/TivFArHW9J+3aLYCKJ70QohiynmxPzQUjwkEAAAAAJBvIhMRKYpiQyOMvcPCMn9ul92lWU\/FePFOaOgIvd5J75SSIjsnq8x2AJDJ+I7amUbOnUunyJGXP30qu0ezaosAWuHp+epxIgAAAAAAIE3Rqq6XPYZ+9hke85fLhlBTOvfkiWqlC7e5unCh7JzsMvsBwAh9oq\/e6f59cZNXiwuLF8vu0TrerEbT1RkzgldVD64ejHuLAAAAAADy0vwuzhGNOX9+WkfrRbepU2X3aJ1oR+f4wNy5geK0OCAePpTdk11mPwDIpA4WqzklOJg28i6q\/fy57B7NWir6UvH33rNxUtvlm\/LVV7JzAAAAAAAsiXGbWJKaNHky\/UbraFSpUrJ7NGsih1DHR48MD9X+oqj5Pe7vdTQzAAjoED8+5pPbt0UM9eHR2AmQ60qxjvKNGBEW5ubm4eHuLjsHAAAAAEDLQm+6BHk9r1OHG9EQMvr5ye7RvCJiOd0KCcnccS47J6doZgCQSdeeB6gjZ87EToBc9pPoROWsrGgDlxcDli9fvMi9lnsta2vZWQAAAAAAWjKRG3NjtrISX4nm6rPFi6md+Ep01+lkd2nWu\/wrj3v4UL2iW2cbEhYmOyenaW4AMHRjou+xyFu3aIYIoTFLl8ru0byudIWW1qiRRqmh1j8GBMjOAQAAAADQkiIxyUXS1o8eTa4UINrVrCm7R\/M6iinK8JkztXLP\/99pbgCQSZ1v+Caj44wZVJanU5r5PqbBXPBaKkczvv463Nvler0pFSrI7gEAAAAAMGfz6tSoWudG5cqiE33NHSdMkN2jeQ94Ac+9e9equ9rQ5urcubJzcotmBwCBa885xMbevMlCnOZR8+bJ7tG8LqI1Hc+Xj06Kbmr0smXMRER4DikAAAAAwNvI\/Dna+JVhiPJwwQIKomWiqZ2d7C6t45riN7o4Y8bQjYm+B4R2Hy+v2QFAJps\/xHrrBdOm0RpK5l0PHsju0ToeR4\/pfkmS\/OsAADeeSURBVJMm4VVdL3sM7d1bdg8AAAAAgDkJD3dz8\/Do35+uiCWiX7Nmsns0bylVpba3btnfst1smL1woeyc3Kb5AcCQIXFxhw49eCA+46Z0cs4c2T0W4zZfEU4hIXO3VulT3\/Hdd2XnAAAAAACYsvldnCPq+JQsSWv4Hu2ePl12j8UIoDZ0\/ttvBw6MjY2N1f4h8pofAGTS7eeOdh+GhlIJSqGCt2\/L7tG8SSKQthYqxJ9btTKsCQ2VnQMAAAAAYMoM0xSDzmvePPqUHEXrIkVk92idmEOChiQliY2pT4pEL1kiuyfP3rfsgLwWvtzVw+OCnx8\/pWeil\/Ye62CyJgpfiuzRw\/9h3Fd6px9+kJ0DAAAAAGAKQn1dwr0+6NVL1BdL2G7lStk9lkIUpVDxeNAgv57xzaMTFy+W3ZNXLGYHQKbkPurIJ6cWLaLr5MCrLl+W3WM5VC9au2BBCNdgDy5XTnYNAAAAAIBMc\/tVD67brnx58YFw4NLaPXXe5MzgcTTowgXbZ7aj0+1WrJCdk9csbgAwSST6Jvqmp4sEdSSLoCDZPRbj5S0BIsM4WDivWRMR4ePj46PTyc4CAAAAAMhLE7kxN2YrK7WyulrMXbOGHCiE7hUsKLvLYkQpu3n06NEDB8WeiD2RkSE7J69Z3AAgk19Uou\/RShs3UhUaTfUPHZLdYynEQjpEherXv3Un0fr6oLFjZfcAAAAAAOSlonSPUunLL8mWVNGtXj3ZPRbjN47j6AMH\/KvHrY658+OPsnNksdgBQCbRULWjgJEjKZRcyfPFUzch93FzmiR6TJwY7u22q+5FT0\/ZPQAAAAAAuSn0pkuQ1\/M6dWiQsBedx42T3WMxKlB3ClRV5VPRgat+8YXsHNksfgDg55Doq3c6epQmUmlquWGD7B6L8ZPoROWsrDiS2ys3166dca5Kn\/qOBQrIzgIAAAAAyEnzuzhHNOb8+cVOUYUHrl1LzlSRblpby+6yFGIeERvXrBneMX7b0fPHj8vukc3iBwCZ1M90wew9diyV5emUlpIiu8dirKCqNPr99+0+sl5j6InHBQIAAACAthgKKPPTbixYQM9oNl2sVEl2j8XYyLuo9vPnGc9ohbHjl1\/KzjEVGAC8FChOixhx9Sq70VP+LDhYdo\/FGUmVhb5Pn9DqrhU8bnXtKjsHAAAAACA7wr2dI+pe7NKFPqBk8unZU3aPxRlJZ+jwt9+O\/C3+8vF8SUmyc0wFBgB\/o\/YoUF98PH06efFIsrt6VXaPpRFrqLL4cMGCzMeiyO4BAAAAAHgb4d4u1+tNqVCB+4om4uzSpbJ7LM7Lx70X7PC0je2J2bNl55gaDAD+ZoRe76R3SkkRD6k4PRo5UnaPxdlHSVSwaFE1Uf1N6bhly+LF7u7u7vnyyc4CAAAAAPhf5nh6Jnkm2duzk7hgHBQZSX+KD8W3hQvL7rI0IoGFiAgM\/FxcEwdEaqrsHlODAcBr+H2U0FZ\/cvNmukMLeW9UlOwei9OVrtDSGjVSw1MnWatLlsjOAQAAAAD4X3SfP73NpRcuJFcKEO1q1pTdY3E60xWq8\/PPflEJev2X27fLzjFVGAD8B7UcPxINR4ygYWRPH6eny+6xOANEENn26BF60yXII3jIENk5AAAAAAD\/V\/hyVw+PC35+lEq9hddnn8nusTjpVJenpqXpOuvKGMcMGyY7x9RhAPAfAvsntNWfPHuWV9AvVG7mTNk9lkp8LULFkdDQ8OvVq9Wd07Ch7B4AAAAAsGwhu11v1+vj5cW9SRU\/4hBxaRbQc7F92rRhx06fO1b6wgXZOaYOA4A3pGxK\/b7I2G++oYvUlponJsrusTgvn5fKrVUX5XlExNytVfrUd3z3XdlZAAAAAGBZQn90nerxwzvvKI35qnogMpLmUQptsrGR3WVxttF1\/vXcOVEltV6RHdOny84xFxgAvCG\/qEt+uy+lpaltKFD5s18\/qkDdKVBVZXdZnP50jnaULKlesD5uiI2MnMjOEc4R+IYLAAAAALlr8SL3Wu61rK1FXW5ChSIiaKnoS8Xfe092l8V5uQ5TPmQfEdivX+Y6TXaWucAA4C0Ftop\/58iK6GgqSSHcCofTSWNLquhWr56jrVhSwBMTPwAAAADIXakPU1db3549myLEQDGlUSPZPRYrnjvSiPnzh49PWK5ffPiw7BxzgwFAFtkdty1jaBIURP15Od394w\/ZPZaKg8Ut4RsYGO7tpng269FDdg8AAAAAaEuor0u41we9epG96EpOw4fL7rFUYg4JGpKUlNrRMFuXOn687B5zhQFAFg0cFHsi9sSjR+KkWKCOHThQdo+l453sTt4rVszt5xxRt92HH8ruAQAAAADzFjrFbajXiUaNRB1xSp2Nnb+yqa3UCVxt2LAxVc+vOJz85InsHnMlZAdoRVhd19ueSZGR1IOakc\/\/a+++w3u+\/v+PP84r2yZGtYk9IgMVJLFCS5vEKEVao2rHykLQoimqRpBFzKJGaULVKGmplIq8E0JloagRrRk0BIm8X+f3R6Wf7+fzaT+\/tsZJ8n7c\/nS5LvdcciWv83yf1zl9+qjuMVmdYI\/cW7dkjPjc7FqbNkHL0isk5pw+rTqLiIiIiEqG6BbORz2WOzjoZuiu9z18GANhK3wqV1bdZbIqwguhmzcHDs5YYPDu1091TknHHQBPiXkt\/YBxvL8\/NiBH7r59W3WPyUpANipUqSKy9fNG\/z17ik5pVZ1FRERERMXbgqONRrq2qFpV3sAaOXPnTi78FSv6YK8yKsvbQUGqc0oLDgCekrFbsnyPxF29iq\/kWDFs0iTVPSbvNTEA8XXrinLIgt3OncuXu7q6upYpozqLiIiIiIqXRe7u2e7ZNjaW3S3CzUfu2CEn4gDsGzRQ3WXqxClRTmZOmBD0RsbU5P7XrqnuKS04AHjKAqplTjNs++QThMl1uLpvn+oek5eBE2JSq1YPX8mfYDFg3bpQCQAav++JiIiITFzRc6HZkXsz8NaGDXKKcBNrPTxUd5m8XPhgUEKCf9\/0uGTx6aeqc0obLoSeMiEAQEo9V3u3cLGfH8agE07xkArlduNjxPbuXSXU2dWjxrx5qnOIiIiISK0qmvMBtw8WLsQiGKC\/+abqHpOXh2BUzc3VLmrV9D3DhhWtq1RnlTYcADwjwbnp6Ue7\/fST2CauytsBAap76DFb5Mu6EydGLHWxcc8eN051DhERERE9X5GRLi5ubiNHIgJjxTd8t7y4kE64KvuPHeu\/Ki0kZef586p7SisOAJ6xAN\/0uGSxdi1OywNIj41V3UO\/EZ30NLQKDw+Xzkc9lvfsqbqHiIiIiJ6tiPtOTd0+6t0bO\/UZ2BwTo7qHfiNHYIHstmnTb+\/6b9iguqe04wDgOdGXmFexuufnh2iMlEkXL6ruMXlfi16oY26u6Rgtcz\/\/PLKr80O3fj4+qrOIiIiI6On67VaoLl3EEtESHhs3orv4QPQzM1PdZfKuyeNwunzZcq0IsYgfO1Z1jqngAOA5CRYnxAFx547Yry2V4e+8g51yptxkNKruMnmL8QBbLS0xQu4Tp7ZsCZdO0k127Kg6i4iIiIieTPRsp2Hufm3bigYIE2LbNlgiRUy1slLdZfLqox+CdV2fDXO56p13xoxJTz90iNeoPy8cADxnAbXSTqaM\/\/57kYDbwjwsTHUPPXZRTIGVjY02R6wW3bdvj8pzjHXPbt1adRYRERER\/T0R3k2y3X50c9MniTL4fM8e7IMdIsuWVd1Fv5FX4A\/t44+DRaZIFt99p7rH1HAAoEhOYdWhVnbTp6Mf1qJmcrLqHnqsLMJxs0IFuVt0lMe\/\/jp8QNOq7r1atFCdRURERET\/229b\/Zs2FfPMRoqeu3cjBglwKF9edRc9NhEPMOfoURujVcdHc2bOVJ1jqoTqAFO3yN0x1j27QQOz77Xv4XLsGH9QFTO3ZYyMvnFDfwm5YqSnZ\/CIzG6G4ydPqs4iIiIiot9Edm0yy61fw4a4aHZCOB08iBE4hV0vvKC6ix7rjMsIzMszG2z2grF9ixbjjpw4dcTuxx9VZ5kq7gBQbLwhy9dgf\/YsYsR3svHEiap76D9UFmOEf7Vq2gBUQ+7eveEVXFxa7qpXT3UWERERkamLrOQY23ZvrVo4bVYRn+3dy4V\/MfUmUuUhf38u\/IsH7gAoZqK8nC65xWzbJr2Fj1jH6+mKnaE4hfk\/\/ST6ih16TU\/PgPh0n5SGly+rziIiIiIyFVFeLrtbn7Gzk2b6S9rGgwfxmhiA+Lp1VXfRf9iIbxG3ZUtgSkYNg33fvqpz6DfcAVDMaDnGeXqP4cN5XWAxtRoOmFSvnoyTPbQrBw5ED28a1ro7f+EQERERPWtFz11c+Bdzjz8wsxgsOpv3GzlSdQ79O+4AKKbCpWNsm9jmzbUOwl0\/mJiIPsIHR8uUUd1F\/2ElHNDt6lW8rrlpsV26BC5MCzmclpGhOouIiIiotIhu4XzUY7mDg+4lm8mUvXtRQ7yMTDs71V30H+ZiuEx4+FB\/RftI9G\/bNnhj2k3DtmPHVGfRv+MOgGIqWGT5Hvb94Qc5UayXbfz8VPfQnyh612yx0U\/\/8dtviwY3qrOIiIiISrpFF5tsabXYyUlfha+l4\/79XPgXbyJSJMJ69Ggu\/Is37gAoISJOOiW7RS9bJr4Rw8RGDgSKrRflfvn+nTt6OSHNvvTxCfbOqHF4dVKS6iwiIiKikiL6S+cerRu3bKnHwknrGB8PN+zECVtb1V30x8Qe+Y6cuXhxQHzm5OTX\/P1V99D\/xh0AJYTNAevRhWv8\/eVotMOviYmqe+hP\/CJeER9XqqTVQmO9y969kS+7nPbo+eqrqrOIiIiIiruIWS5jPY516KB3RW3t2v79XPgXc0dlBIYaDDl7ZN27dyZMUJ1Dfw13AJQw4QMc8lxda9bUJphHWESkpuJ7bEJIzZqqu+hPFKC1nJ2fL8\/pXqjg6xu0LMs3udWOHaqziIiIiIqLaG+XGPeXvL11P70Wqm\/diotiCqxsbFR30Z+ojgeocO2aMdKsCz5xdR1vOLHMYP\/zz6qz6K\/hDoASJnjjqbKpqVeu4LpMlYMHDMDrchsuFBaq7qI\/YYkUMdXKStTX4pEbGxs5xNnTPbtXL9VZRERERKpF3Hdq6vZR7976LrkGQV9+yYV\/Mfd43SHPCi8x19eXC\/+SiQOAEirQK\/OL5HMJCfK0iJWLpkxR3UP\/H48HAciWgbIwLi5iqYuNe\/a4caqziIiIiJ63yEgXFze3kSPFJWwVizdvxmI8wFZLS9Vd9P8xAfdlp4kTg6anL0lqcfCg6hz6Z\/gKQCkROcYpx73s55+jsfCEi6+v6h76a2RLPMBrUVG322ScM8wMDp4hAEDXVXcRERERPS1SAoAQUXCSbjI0FFHCRXiEhqruor+oIrwQunlz4OCMBQbvfv1U59CT4Q6AUsL8uvzW6t6wYSIMMzA3M1N1D\/014ihs8E1AQJWzzp+5L4qNXeTunu2eza1vREREVPItX+7q6upapky0t9Mlt5gvvuDCv4SxlDPk0oyMAk2rcT9j+HDVOfR0cAdAKRM9vGlY6+516+qv6su0\/KQkXIcNcmvUUN1Ff9Fa+OFESor8ELnykx49gt7ImJrc\/9o11VlEREREf9XiVg5jW122tS1MNDeaddm+XSzFIVRs21Z1F\/1FfpgO\/5s3jR11gQ4eHuMNWb4G+7NnVWfR08EdAKWM\/6q0kJSd589rNnDSL3brhs64jMC8PNVd9BcNxnI0a91arJDdxI9JSeErnXa5v9ykieosIiIiov+fRe6Ose7ZDRoY\/cxbmr2XlMSFfwlTW85F\/oMHoqcor7fu3p0L\/9KJA4BSyr9nxo6U00ePSk1+LVa9\/TZ2yplyk9Gouov+otfEAMTXrautECPkt4mJ4dJJusmOHVVnEREREf2n6NlOw9z92rY1+06TOJiUhDwsxJmGDVV30V9UH\/0QrOvYLsKwY8CAgPh0n5SGBoPqLHo2+AqAiYi873zNvf748ViJV1Ft4ULVPfQ3FaC1nJ2fLxuhPq4NH\/7bqwEbNqjOIiIiItMV4esU5dF80CCxSayXA1au5Gn+JdQ3cqOsGxQU+FVms+RNkZGqc+jZ4gDAxETOdcp0fykqCjbiLdj7+6vuoX9K9kHcihXWVtY7Hr0xbpzfqNRjqccePVJdRURERKVXqPSUntLcvPKvN7vlv\/fRR+JTcRHfTZ6suov+Gfma\/EQOWL48qEmmW7L\/qFGqe+j54CsAJqZmPccP7dsEB+OSnIQZ27er7qF\/SmxB35EjH9bJD7LotH9\/+ACHPFfXmjVVVxEREVHpE+XV\/GC7u9WqVfkoZ3L+0m++4cK\/hAvFdcR99dWL6Y4Lah0cO1Z1Dj1f3AFgooquZXm4LH+wRVZCQtHhc6q76B86iDC55Zdf0AfjtGl9+wb2yziXtPbwYdVZREREVHIVvduve4t6GBgXh++xCSH8wKHkkgnomJpaUNls7X1bT8+QQWkhaSE8LNzUcABg4oo+OdZeNx9jvtBgwG2kiim1aqnuon\/odbkNFwoLRZD2psyaNi0gPj09ucq8eaqziIiIqOSIjHRxcXMbORLjpLXoEx3Nd\/tLuGvyOJwuXzbuN\/fHh+7u4w0nlhnsf\/5ZdRapwQEAAQCivBxjW59xdJTDREdxMjERv4hXxMeVKqnuoie0Qs5F\/saN1gHWoY+0kSP9\/FJTU1Pv31edRURERMXHGllbekpr69z0ct\/l746JQYLwx6whQ1R30RPKQzCq5uZqQ8XPWNqunf8L6R8Y7NPTVWeRWhwA0L+JjHd6061+p054iKGiwldf4aKYAisbG9Vd9IQyECF3Hj+uSe24HNq7t\/+qtJCUnefPq84iIiIidRa5O8a6ZzdoYDZfC8DErVtxHFVxsWlT1V30hGrLuch\/8EAsEzp2eHsHxGf0MNgfOKA6i4oHHgJI\/ybQK\/OL5HMJCVgpOkuHPn0wDjboXVCguouekDOCRPeXX9ZP6IvEp6mpEeEuzh7uffuqziIiIqLnL3KC0zq3Lm+\/bTZBdJTHjxzhwr+UKHpury7vY8ebb3LhT3+EOwDof4oc4uzpnt2rFybLVWgVG4uvRS\/UMTdX3UVPyQ+wRdz69Q8nP6pv1nzs2MkOp1cn5ty9qzqLiIiInp4orwZRrc9UqCC9rW5p1mFhRbcJqe6ip2SnnCk3GY1YKh6Kbf37BzbM6G8YHxurOouKJ+4AoP8pcE3GAYP9tm0oK5rJvKFDUR\/9EKzrqrvoKWmOHPR95x3rXPP2Rpe0tKLTflVnERER0ZOLynOMdc9u3RqZ1qe1jqmpXPiXMhFwhruUcj5eF+Z+flz401\/BHQD0t0R5OY\/ymDx0qDyNOzJ\/1SoEIQMGwe+j0uLxLQJojAbyyuzZNeMcfWv5zprl6xsXFxdnNKrOIyIioj8XKj2lpzQ3t\/W+1fTh7QkTZG15RgybNQuOaIArFhaq++gpebzwR03ch8uYMYGHM3YYhi1bpjqLSgYu3OgfiezqdMKtX2AgXhMDxPmICNU99IwclREYajCIG2ikXRs4MCA+s9bh6efOqc4iIiKif1m8oYmPx7HatY2ztE7y9vr1GCM+xdT27VV30TOSLN3QbPLkwM8yPzEsnz9fdQ6VLBwA0BOJlE7STX74IaKEi\/AIDVXdQ8\/I42tkUFZEyBshIYGB6enJyStWqM4iIiIyZUWH+go7fb\/+\/ooVvMa5dBN78DHiQkN\/O9xv5kzVPVQycQBAT0WUl9Ml920LFkhv4YN5Eyao7qFnS3woQ2VoXJzZq1LqqwMCxm7J8j0Sd\/Wq6i4iIqLSLHyAQ56ra82a2mbzQAurxYuxCAbob76puouesRxYifMLFgTOzEhNuhYSojqHSjYOAOipkBIAhIiq7Pyue68lSzADqbgyerTqLnrGXpT75ft37uAX7VXMnjw5ICA9PTl55crfToX47buCiIiI\/pmi56vIt5yiPJq\/844wF1ek26JFcMNOnLC1Vd1Hz9hC\/CjdV68OuJhRkBwxfDifr+hp4ACAnqpQCQCaViXVuapb7pIlSMQL4rVRo1R30XOSCx8MSkgwfqW3RPeRI8cbsnwN9mfPqs4iIiIqSRa3aubQ6nKjRsbahSe1l1asQHvhIjw8PVV30XMSClfUXLr01u2MTw3bxo2bIQCAt3DR08EBAD0Tv+8ICHV29agxfz5skS\/rTpyououek9pyLvIfPMAb6CqPzZ9\/CzLubtzHH88QWb5ZvgUFqvOIiIiKk6LT+6t0u5n2sP\/YsZgvPEWP2bOxD3aILFtWdR89H7IO+smAsLDAHhlTk\/tPnsxP\/OlZ4ACAnosoLxcXt1uTJ0tvKYXP3Lmqe+g5exk3UTstTbjqUVgwYkRA2Sxfg31KiuosIiIilcKlY2yb2ObNtSjRST+2ahUgOuE7V1fVXfR8yXdlbXScNy+oUuZXhrlTpqjuodJNUx1ApiEgPj09ucq8eaiOB\/JuSMjv95eSaTiOqrjYtKnMFi+jVWJi5AfOrh41wsLC1jUNaxrGTzaIiMg0zDvVeGhb2\/LlI4XzAbcPwsO1LsLc2OroUS78TUzRc\/AIfIsbEyZw4U\/Pk5nqADIt8Vuv3\/75xuHDPtHVI+xzr17Fi6iMKT4+uI0MGAR3pJR258TnqKRpKAMjKrdpY\/aNHGg+a\/Bg71E10uwS791z23P9+s8\/Hz9+YAbALW9ERFTSFb0SWfmkU5RH80GDLNzMyurrtm+HI+aJZV26oLFIEFs1fiBnKooW\/lPxOnICAwPdMtoZvouMVJ1FpoULLlIqspLLTPfs\/v1h0Puh1aef4mvRC3XMzVV3kSoyAR1TUxEqE6QMCgq8k+WbPO\/QIdVVREREf0fEFacpHvdbtdJaYLq+LjJSThFuYq2Hh+ouUmSnnCk3GY1ipLYJdYYPD\/BNj0sWa9eqziLTxAEAFQsRoxxj3Y706CHqa\/HIjY2FJVLEVCsr1V2kyOMJubgje8vXt2zRovU1Wo2QkHEDT+5OanHxouo8IiKi\/2uRe7NR7tkvvWTWxHgSmDMH36EmFg4ciCDucDRp42CD3gUFMl\/my\/z+\/YPKZKYlT9u6VXUWmTb+QKJiJdrbJcb9JW9v3U+vhepbt+KimAIrGxvVXaTYFrkbLe\/flzsxGuWioy2Gy3et5nz00dgtWb4HxL17qvOIiMi0LF\/u6urqWqZM\/raCAvO9\/v6ypqyCK9OmoTlyxLBy5VT3kWKPn1swTxowuXfvwDZZvgb7+HjVWUQABwBUTEXGO73pVr9TJ7yN0WLEtm2YIYLxZcWKqruomKgMVzn30iW5AIfgMGlS4ImMc8kvxMbyuhwiInoWit7lj97h1NDj47ffRoCwlnbz5snxkIixt1fdR8XEi3K\/fP\/OHfGJMIiXe\/YMiM\/oYbA\/cEB1FtH\/xQEAFWuLLjbZ0mqxk5PZq2a\/aGO\/+gr+WCE8atdW3UXFTKjcjTPp6TJU8xENZ80KDErPSDJs2cKBABERPYmoNBdn9ymdO0tX+QCvz5mDBbDBey1bqu6iYmaE\/AQ3fv5Zq4lkvU\/Xrv6\/ZgakzDtxQnUW0R\/hAIBKhPABDnmurjVrarHmTS0W7NjBX8D0Px2VERhqMIgbmIbrH38cEJ9pMEzbuVN1FhERFW+RlRxj3Sa3a4eT4iV0mD0bscJPzOrQQXUXFVOfox5GnDghKohReodu3QLi031SGl6+rDqL6H\/hAIBKlKJ74y3X6GXKhG3ahJ5Yinrdu6vuomIuH5rcfPiw9qM+TfpPn+6\/Kss3Zef+\/aqziIhIrejZTsPc\/dq2NY4Sb2DazJliA95H31deUd1Fxdx1LJX74uMfvvNojXltX9\/JDqdXJ+bcvas6i+iv4ACASqTY2L59+\/Y1M7vyU9aH2YfDw2Ej3oK9v7\/qLioZ5Gi0w6+JiVoP+OCbqVP5jh4RkWmI8nLZ3fqMu7tcKteIG1OnYgdOivHduqnuopJC9kHcihW3AqqGWtmNHTtDHBAHRGGh6iqiv4MDACoVIu87X3OvP3489mMVPg4LwzlsQrimqe6iEiIU1xH31VfiZ30xMHNmQNksX4N9SorqLCIiejIR3k2y3X50c8NSbY8YHRoqtoso5Hl7q+6iEqI++iFY18VieVVMnTAhID4zOulsRITqLKInwQEAlSqRQ5w93bN79cJZuR7zNmxAH+GDo2XKqO6ikqVohwCWiEOiYmTkiy85NLGz\/+ILX9+4uLg4o1F1HxER\/btQCQCaZuvt5O7+UdeuMgMxWBUQgBAxCC907qy6j0qYuRguEx4+xEFUF0vffTewYUZ\/w\/jYWNVZRE8DBwBUKkXlOca6Z7duLXdo72HYjh24Dhvk1qihuotKqEsoK9edO4dTcgVCo6Ote1gPLfxx5Uo\/v9TU1NT791XnERGZmiivBlHeDays9ApWuFPurbdEdfGL7DZ5MhpiF\/Y5OqruoxLKD9Phf\/OmtlB+g4M9e\/pPzfzEsDwxUXUW0dPEAQCVauEVXFxa7qpXz6yC\/NC83I4dMgShmOLkpLqLSrhJ8jB+uH5ddBLf4cySJQUfFex69EZMzMSWP65IPXbzpuo8IqLSJsqr+cF2d6tVk6cLYwqnjxmDd+UYOWDsWFQWY4R\/tWqq+6iEs5Qz5NKMDH2U+Zto3r17sDghksWFC6qziJ4FDgDIJCzp4xjrKcuVM97TPs4fumqV9EYhTr71luouKiUK0FrOzs9HFs6JRrGxehsZgh5z5gSPyOxmOH7ypOo8IqKSJsrL6VKbWfXr69NFJ\/1RQICYIhNwa\/hwvtpHT1VFeCF08+YCTatxP2P48JBBaSFpIXl5qrOIniUOAMikSAkAQkTucJ7t9tn48aKx9BXj587F16IX6pibq+6jUqLo0KAhgDTu3QtXvaFstWpVzh7g3vEdO2aILN8s34IC1ZlERKqFSsdYx1hLS1tvoNzLPXogVTsjjgwfLtcAwqxLFx7qS0\/V63IbLhQWyoZojvmTJgWZZeYZBoWHq84iep44ACCTFnWpaZPWi9q3lz66k3Y\/NhYjcAq7XnhBdReVUhuQI3ffvo2B0k\/kxcXhkllZrWt0dODCtJDDaRkZqvOIiJ61xa2aObS63KhR4d7C+maLhw4VNbAJEUOGYL5og+bVq6vuo1LqtoyR0TduYLtWQ5vdr1\/g8fTGSV9++63qLCIVOAAgArDIvdko9+yXXjK\/WLhQfhUXJ6cIN7HWw0N1F5kKmYCOqamA9opMWLHC2trSsrBwwwYeMkhEJdXvh\/S9brPiTtUePcRCfZ28OnIkLMR89Hz1VQQhAwbB51B6tibiAeYcPYqy+hyzwt69A+9k+SZ2uXRJdRaRSvzBS\/R\/FD2wyI+sZ946FhGBRLwgXhs1SnUXmZjHOwVkBMqIiPXrzeqLdzFi1Sr\/F9I\/MNinp6vOIyL6TxHbnWe7fda0qTgpe4qQ4cOxVXSW6QMHYiBshU\/lyqr7yLSIKQjF+zExOfd1mfswOJiv3hH9CwcARP\/Dbw80AweKBfIdcXj5ch4+REqdQTd0zspCtJwjZ8XFaa4iVVuxebP\/sYyWSX6nTqnOI6LSL3p407DW3evW1a8YXxPlevSQ28RS8UPfvmIpDqFi27aq+8hEzcVwmfDwoWiGU9qHY8cGxGcsS5q3erXqLKLiiAMAor8gXDrGtolt3ly7p\/XXX9i6FavhgEn16qnuIgLwX4MBs9bmTfSfP\/ts3JETp47Y\/fij6jwiKnkWb2ji43Gsdm3jJm2OHtazJxf6VCxVhquce+mS7CJraq379AmqmTk3qcyRI6qziIozDgCI\/obFrRzGtrpsa2s8Zp5v5rtiBRbBAP3NN1V3Ef2hx+8+imi5Bg1iY41+5u2lXVwc7zcmoiLhspl0k3XqaAMKh4tRvr7iO\/RCyltvycliCqxatFDdR\/SHNuJbxG3ZYjFYdDbvN3LkmDHp6YcO3b6tOouoJOAAgOgJRF53+si91\/DhuCEWwDciAvtgh8iyZVV3Ef2hCDjDXUpUQlssP3JEDJNJctfOncJO3JNj4uNvvpGxI+X0sWMzBADouupcInpyoRIANK3yVacpHvddXcWHWoze18sLvrI7JnfvjuEwii9atuShfFSs\/QBb+cm9e+IKmmjrAgO5xZ\/on+MPeqKn4Pd3Ihvp60X0hg2wgi7ebtNGdRfR3+KH6fC\/eVPUlJqskpAgP9Rm4sN9+\/SUR4bCwp07gzeeKpuaeuWK6kwi+m9FO9QK+1scMO\/zyitC0\/vIuM6dcVC4SdGtGzogRPR58UXVnUR\/izOayflHjmCR0QFLBwwI\/Ork9ORNZ86oziIqyTgAIHqKQqWn9JTm5lVwEw8xbRq6YBsuTJuG7uID0c\/MTHUf0T9SH\/0QrOs4J0fi+PHj8l0MBvbt0y5pF4F9+6wOW1o++ubAAb9RqcdSjz16pDqXqDQq+iS\/SpSLi5vbyy+LPQD2dO4sM\/RPRYvOnbEP5fGwY0d8LXqhjrm56l6if+Tx7xtZGauRuXjx7Tb6nFznkBCe4k\/09HAAQPQMRXk573DP9vSU\/bFVnlu3DreRKqbUqqW6i+ipSkZ3NMvJQXfEyhkHD+INHBZtDx0Sb4pUPf7wYaueltOMb6WmckBA9OdCpWOsY6ylZaV4zbNSvKurKMAqY+c2bbSl8h3caddOzhd+YnGHDkhANipUqaK6l+ipisZImXTxonxXnNaODxoUND19SVKLgwdVZxGVRhwAED0HUV4NolqfqVABSVZ+2hdLlsiZwhXbBg5U3UX0XGThLGo+egRHmY3GaWmypXCHZWIiUoSN+ObQocL2+W0KChISJrb8cUXqsZs3VecSPQvzTjUe2ta2fHmbAssU4wg3N+mip8s57drBHsdF3bZtsRi\/oHLbtrgopsDKxkZ1L9Fz8fgwP6OmHwD8\/MYbsnwN9rduqc4iKs04ACBSIMLXKcqj+aBBorkoK+2io1EW4bhZoYLqLiIlig4n7Io6KHfypDiL0bBOTJTnUSivJCVhjOiJo2lpFQJy06wNmZlDxEVxQDx8qDqbCADWyNrSU1pb50ZVaPrQ3ckJMfJLtGzaFM3wjdjXpg2q4yL6tmmDr3AB95o04WF7ZNLyEIyqubl4B\/7ywLhxgfYZ95Pvrl+vOovIlPAXEJFCvx8e+IbRSsxZuRI\/iRVi+Kuvqu4iKpZ2yplyk9EIKQajxpkzaCzPi2ppaXgNSWiUloZ62ufy54wMLUo0lW5paeNWpoWk7Lxw4bellpSq86lk+O07RYiIii4uLXfVrasdQnOzoS4u4qBuxCYXF0xHLxQ0bSpbiGHwdHGBkGtxrWFDnvVC9D\/UkyPlqm+\/1bab5cv3RozwX5UWkrLz\/HnVWUSmiAMAomKg6IEzysH5nNvYwYNRAe0wa+FCDISt8KlcWXUfUYlU9EmTOSLl4owM2V2uxM70dC0YG7TIU6fkfO2Onnv+vNZebyWHXLggPfKB4efPB8SfDUhpmJurOp+ejuXLXFu4tqhYsWDyw8FmXerUKbwj2pjVq1vXzFt+irA6daQ3bGVCkyZiLkLkVy4u8pKYIqY4OyMGCXAoX151P1GJ1An2yL11S5wS5WTmhAn+fdPjksWnn3IgS6QeBwBExVDEdufZbp\/VqCG+lqPEiKgoNBaecPH1Vd1FZBKKHly95FhYXbggD4hcvHP+vPCX7VD3wgX9Da0xWl64oDWVvvrX588X2hm7y4cXLlj2kQnoefXquCOnlhyxy8lR\/WWUFkXX2xVsEZ3w5QsvaPc1e\/NtdeviO62jXFunjtikz8OIunWRKNKQW6eOqCF74kGdOvIlMUJ+W7cuB6lEz4\/YA3M0+fxzfTT6yi6BgUFvZExN7n\/tmuouIvoXDgCISoAoLyd394+6d5ct8D3Ox8SghngZmXZ2qruI6A8UXZt4VLaX9XJy8L3oBqecHLkH\/YVrTo5WE\/7okJMjE+R19MjJwRYxUQzNycFZ2Vz2vHFDTkQUpuXkCHNtlHS9eVMAx8XQvDwRZfxAz9R13cVslrj+669F\/5zYY5wuNzx4YDxsNks\/\/a+zESwaP+ogmv\/6qzbE4qDV27ou9xunm33\/6NHYLVm+B8S9e0V\/b0kfx1hPWa6ceMVslrG9hYW+5lGH\/M2a9ui0xUH5Q8WKRX9PpheGigs2NmZfms\/Q1ltbF\/25lm6cLqtXrCgDzGZqTppmdJFrRd1y5cRx2UT62Npq72vusmzVqrK1tNSaVK2KPnKBXG1rKzqJ6thha6tfQTQO2toKb3wmU21t0V7uQqatLVqK78VPtrY4h00I1zTV\/61E9N\/EIgiMyc7W4+Uq8emYMUFNMt2Svt21S3UXEf05DgCISpCwdU3DmoaVLWvRw\/hdmZzp08Uh0QYvh4TwAZmIiIieuaJDW4OkAyasXCn25FfRH4aE8NUpopKDAwCiEixyk3N9j8Ft2iARfaXdypVoiF3Y5+iououIiIhKkbKYgIZnzsBO7pSH\/fwCvTK\/SD6XkKA6i4j+Pp5WS1SCxW+9fvvyD9nZPlUq+Lr88sknMtjM+8FQXReviSOisYcHUlCIkzyVmoiIiP6GcbBB74ICuMvjcvVHH91qIc\/cLezXb0rDrJk\/rDh3TnUeEf1z3AFAVApFdm0yy61fw4YYqvUVHhERuCz64DMfH9VdREREVIw9vq7P2FR\/Uf8uMHB87ZN9jozLzFSdRURPDwcARCbg90ME48RRdIiIwGo4YFK9eqq7iIiISJ3fD\/FzkyPEomnTgmIzA5J+WLdOdRcRPTscABCZkEXu7tnu2TY25pXyfGTZgABZU1bBlWnT0Bw5Yli5cqr7iIiI6BmqLeci\/8EDvIGu8tj8+RVwD9aYO3eIuCgOiH\/dIkJEpRcHAEQmLLKSY2zbvbVqIUkkFdaeMwc+4oqI6dcPQciAQfDnAxERUUn2+NR+cUt+ipobNz5qKhwL\/d9\/f8L3GeeOlsnOVp1HRM8fH\/CJ6HfRXzr3aN24ZUt9g9wuTi1YgPbCRXh4eqruIiIior\/hqIzAUIMBPsJPHJ4wIbBfxrmktYcPq84iIvU4ACCiP1V0dgAyhSuWLlokJ+IA7Bs0UN1FRERE\/8fja\/rkXbFQnJk6NTAoPSPJsGXLb3v5pFSdR0TFh6Y6gIiKr4D4TINh2s6dOZd0z9xwJycMlpflsXHjsBIO6Hb1quo+IiIik3RNHofT5cv4HPUwYvRo60Kr6EeZTk5BwekZSYa4OC78iejPcAcAEf1ty5e7urq6limTv62gwHyvv7\/MkTeByZMxELbCp3Jl1X1ERESlym0ZI6Nv3BAGbSzqL1xYeKfsbpEXFTXeYLA32D94oDqPiEoODgCI6InNO9V4aFvb8uVtgiyPFJ4ZM0bulB1FvalTEYMEOJQvr7qPiIioRElGdzTLyRG3xC45JyzMqpelZWGX6Gg\/v9TU1NT791XnEVHJxQEAET11UV7ND7a7W62a3POo\/aNyY8dijlgtugcHoyzCcbNCBdV9RERExcoYdMKpu3dlnvwJo2JibDZbX3n0zZw5fqNSj6Ue+\/VX1XlEVHpwAEBEz9yCo41GuraoWtXC1WK5eeq4cRwIEBGRSfsBtvKTe\/dkuCwn1i9ZIiua77KaM3dusDghDog7d1TnEVHpxQEAET13v+8QmFxYvfCliRPRDkugjR7NVwaIiKhUevwJP1rLWdJ38WKjlfxGTF+wYLwhy9dgf+uW6jwiMh0cABCRclFeDaJan6lQQZpZeYoPhgyBtfgFYZMmoQNCRJ8XX1TdR0RE9Lc8PrQPoWiPljExRg8ZJy5HRXHBT0SqcQBARMVOlFeDKO8GVlZ6BSvcKffWW+IQqsqgqVMxWXyMZY0aqe4jIiL6Nx5yAqwvXMAMtJA1IyKse1gPLfxx5Uoe2kdExQ0HAERU7IVKT+kpzc2rTLy5\/uFrffpgv\/hVHAoOxmAsR7PWrVX3ERGRiVkLP5xISZFGRMjzixa9OK1Ji1r+W7b4+sbFxcUZjarziIj+DAcARFRiRUa6uLi5ubriB1lFbAkMhCWSEfD223BEA1yxsFDdR0REJVx99EOwrsMJP0j73bvFXXFS7IiMDGianmGYu2+f6jwior+LAwAiKjUiKznGtt1bqxa2aU2NvceOxSR0khdGjMBA2AqfypVV9xERUTG3ATly9+3bchrGIX7VKvGu3tC82uLFgXeyfBO7XLqkOo+I6ElxAEBEpdbvZwm8brPiTtUePcRCfZ28OnIkQsQgvNC5s+o+IiJSTSagY2oqoL0iE1asKKgsBj3os3FjyKC0kLSQvDzVdURETxsHAERkcqK8HGNbn3F01Kdr72nr\/fzEKtjJt4YORXPkiGHlyqnuIyKip2wuhsuEhw\/hhW3iZlycXqBlIiAiInhj2k3DtmPHVOcRET0vHAAQkclbvsy1hWuLihUfrsu3sxjbrx8eoAvGDRnCQwaJiEqox4f0wQZ7sXjNGlHhYWe9w2efBcSfDUhpmJurOo+ISBUOAIiI\/kR0C+ejHssdHIz7Zag8P3iw2CNO4djgwbgOG+TWqKG6j4jI5HWCPXJv3UKCdMPXW7boAdJRS1q6NFhk+R72\/eEH1XlERMUNBwBERH\/RbzsFLCwe\/PBgivlyb28xQSsU3w8ahA64Lkd37YopWCU6WVur7iQiKnWKtvDbo5+4uWuXbKEfkFfXr7dpbjO30G\/PHr9RqcdSjz16pDqTiKi44wCAiOgJLV\/u6urqWqbMg\/sF+ZYWXbuKnrKJvmjQIMzFThH2+uu8lpCI6C96fO2efA3Z+DApSSwVibLCunViz4MRcsPmzdzCT0T0ZDgAICJ6RiK2O892+6xGDXEDL4o9vr4IkzcxuG9fLBQFuNm2Lc5hE8I1TXUnEdFz93ihD1fZUZY7dEh+qXUWTePirL4QM7WusbGj96aFHE67fl11JhFRacMBABHRc7bgaKORri2qVjWfb+Fsqfv4iHniez2mb1\/uGCCiUmennCk3GY1yt\/hG+BgMopccLZvHxWkjCiPNv4mL8+95enVizi+\/qM4kIjIVHAAQERUTvw8GNItwi+1vvCE2YiuyunfHUBGAW507Yx\/sEFm2rOpOIqL\/0hmXEZiXh9UyClX27ROZ4rDYv2OHllNoVui\/ffu4I6eWHLHLyVGdSURk6jgAICIq5tbI2tJTWlvfTa\/gkv9eu3Z6Lb020LmzcMQAOPTqhcniYyxr1Eh1JxGZgGiMlEkXL8Jf3hKXv\/5a6toW0XffPotE4weWSXv2jN2S5XtA3LunOpOIiP4YBwBERCVc9FWXme7ZLi7yS70j4OUluwovzO\/SBakyFofatcNFMQVWNjaqO4moBKgt5yL\/wQOsFNGY\/\/33GIizMmjvXhzVRpmZxccHLkwLOZyWkaE6k4iI\/hkOAIiISqminQO\/7ij\/8cNN7duLCugtRnXujM9wWZ7r0gVvIFnsb9aMhxESmZCiw\/e2w02+cuIE+sNO1N+7V9iKPhizd295l9x0qzmHDg0RF8UB8fCh6lwiInq6OAAgIjJR8041HtrWtnx5mwLLFOMIN7eiVwtQRthje7t2wgypGNqqFRbjAbZaWqruJaK\/4PGhe3AQKeKT06fRUFrD79Choq365p898izcsn8\/38knIjJNHAAQEdEfKhoQlAm2bGm0btdOd5TmqNe2LTrKh3KpuzvSRVkxpVUrlEU4blaooLqXyCTkIRhVc3PhIvPk3CNH8J2wFqMNBi1LFOKnxMT74QVHzR4eOjTZ4fTqxJy7d1XnEhFR8cIBABER\/SOhEgA0rcrEpmFtmjo6ygHGMfpXbm5aB9FPXvXwkLuRIha0aoXq8nsccHTE16IX6pibq+4mKpZel9twobAQ10V7eGZlCR+0lhOPHNEPyk3ihaQksdEsRuuanHxrQVrI4bSsrBkCAHRddTYREZUsHAAQEdEztXyZawvXFhYWed7339eGNmqkhWi\/mK9ydUWgiJQ9XF3RCl0Q5+oqzmAzPmjenNcdUqkyDjboXVCAQLyKX8+eRR6S4JeaiusySk5KTUWiPI1aqanW82zmFe47dszPLzU1NfX+fdXZRERUOnEAQERExUr0l42HtrV98UVZzzLFOMLRUb6nb5QXnZzwGraJ+Y6OcrS4itecnIQfTsotzZqhOXLEsHLlVHeTifiPBb3YKF1l28xMeQt94JWVJSM0F80jM1N\/s\/DDwoFZWXbJzp\/XOXDqlK9vXFxcnNGoOp+IiEwbBwBERFQiSQkAQkRVdoxtu9feHpvF5sJR9evLAziENQ0aiNfEQdGtQQPY4Rg+rF8f72IzKjZogMb4VbrXr8\/BgYkbg044dfcu7uIFGXPuHHJQV1w9d05Wkxtx\/exZzMMR6XPunPBEOww5exZvy7fNl507F3A7yzexS3a2EEDRdyEREVFJwQEAERGZpJgYF5d27SpXLnhJvv1ojL09GsnO2ie1aqEStuletWoJH0zBGTs78RNsRH17e\/0n8TX6v\/iiiJWP5M3q1VFJTBKTq1XD+2gFx+rVEYQMGAR\/rz4rRdfX3cVqfHLjBu7I+XLejRuww8+wuHYNX4itouIvv4grsJS3srMB+Yl45fJlPRxXRPPsbLPK2tdy7cWLZl8gzrzf5ctjxqSnHzp0+7bqL4uIiOh54oMKERHRE4iN7du3b18zsxuxmX0voFo1fbHZKbNF1aphmtFBH1OtmrwMYFGVKnKd+FGbVKkSvhVr5I+VKuEoJosqlSrhFAZJu0qVcEHuE6cqVcI0ESj3lCmDEBkn3MuXxyqRgd7W1jgtvWFhY4Mdor78oGxZfIn74qilJfwQgo0VK+IM1so5mvZfgVPlSvGqtTUuiimwsrH50y+ktpyL\/AcPMFuMkN\/+wf3vDTFYvKfrWI4wDPj1V\/REGdmyoAA95DkxMy8PMViLLvfvIw+vYlh+PsJEX2m4excfyUjhff8+6ojO0uHOHThgnbh85w5aYp68decOXpVDRKM7d8Qg2Uiff+eOsAMw\/tYtfGR2Sou5cUMbZ3Qwjr9xo5qvU1wd3LjBrfRERET\/3P8Drcu70YxDOG8AAAAldEVYdGRhdGU6Y3JlYXRlADIwMjItMDMtMjFUMDg6MjU6MTMrMDA6MDDiypNmAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIyLTAzLTIxVDA4OjI1OjEzKzAwOjAwk5cr2gAAAABJRU5ErkJggg==\"><\/image><\/defs><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Nous <b>fabriquons des moules \u00e0 temps<\/b> - Nous respectons les d\u00e9lais et ne perdons jamais la main. <\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"32\" height=\"32\" viewBox=\"0 0 32 32\" fill=\"none\"><rect width=\"32\" height=\"32\" fill=\"url(#pattern0)\"><\/rect><defs><pattern id=\"pattern0\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_271_339\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_271_339\" width=\"512\" height=\"512\" 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\"><\/image><\/defs><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Nous <b>optimisons les co\u00fbts<\/b> - Nous sommes r\u00e9put\u00e9s pour notre capacit\u00e9 \u00e0 r\u00e9duire les co\u00fbts de production. <\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-92400af e-flex e-con-boxed e-con e-parent\" data-id=\"92400af\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-2e76240 e-con-full e-flex e-con e-child\" data-id=\"2e76240\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-7f20bd8 elementor-widget elementor-widget-heading\" data-id=\"7f20bd8\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><b>Vous commanderez<\/b> chez nous :<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-a97bf2f e-flex e-con-boxed e-con e-parent\" data-id=\"a97bf2f\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-b4f726f e-con-full e-flex e-con e-child\" data-id=\"b4f726f\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-483e16a elementor-widget elementor-widget-image\" data-id=\"483e16a\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"800\" height=\"1\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/03\/check-mark-1.svg\" class=\"attachment-large size-large wp-image-7171\" alt=\"\" srcset=\"https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/check-mark-1.svg 768w, https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/check-mark-1.svg 1000w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-47fd097 elementor-widget elementor-widget-heading\" data-id=\"47fd097\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\">moule pour la coul\u00e9e rotative<\/h5>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-afd0b94 elementor-widget elementor-widget-spacer\" data-id=\"afd0b94\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-0d56f7c e-con-full e-flex e-con e-child\" data-id=\"0d56f7c\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3c78213 elementor-widget elementor-widget-image\" data-id=\"3c78213\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"800\" height=\"1\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/03\/check-mark-1.svg\" class=\"attachment-large size-large wp-image-7171\" alt=\"\" srcset=\"https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/check-mark-1.svg 768w, https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/check-mark-1.svg 1000w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-60405ca elementor-widget elementor-widget-heading\" data-id=\"60405ca\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\">moule de thermoformage<\/h5>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-25e512f elementor-widget elementor-widget-spacer\" data-id=\"25e512f\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-a8587fd e-con-full e-flex e-con e-child\" data-id=\"a8587fd\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1af1c12 elementor-widget elementor-widget-image\" data-id=\"1af1c12\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"800\" height=\"1\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/03\/check-mark-1.svg\" class=\"attachment-large size-large wp-image-7171\" alt=\"\" srcset=\"https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/check-mark-1.svg 768w, https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/check-mark-1.svg 1000w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-47d84fe elementor-widget elementor-widget-heading\" data-id=\"47d84fe\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\">moule pour le moulage par injection<\/h5>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f775fb5 elementor-widget elementor-widget-spacer\" data-id=\"f775fb5\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-6d55d5b e-con-full e-flex e-con e-child\" data-id=\"6d55d5b\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-8bb3422 elementor-widget elementor-widget-image\" data-id=\"8bb3422\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"800\" height=\"1\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/03\/check-mark-1.svg\" class=\"attachment-large size-large wp-image-7171\" alt=\"\" srcset=\"https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/check-mark-1.svg 768w, https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/check-mark-1.svg 1000w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-dda5267 elementor-widget elementor-widget-heading\" data-id=\"dda5267\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\">moule pour l'extrusion de mati\u00e8res plastiques<\/h5>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-040c52a elementor-widget elementor-widget-spacer\" data-id=\"040c52a\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-5c9effa e-flex e-con-boxed e-con e-parent\" data-id=\"5c9effa\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5e2bdab elementor-widget elementor-widget-template\" data-id=\"5e2bdab\" data-element_type=\"widget\" data-widget_type=\"template.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-template\">\n\t\t\t\t\t<div data-elementor-type=\"section\" data-elementor-id=\"7697\" class=\"elementor elementor-7697 elementor-2579\" data-elementor-post-type=\"elementor_library\">\n\t\t\t<div class=\"elementor-element elementor-element-a37d625 e-flex e-con-boxed e-con e-parent\" data-id=\"a37d625\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-8ad81d4 elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"8ad81d4\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Nous utilisons <b>4 technologies de production&nbsp;<\/b><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-5afa4bb e-flex e-con-boxed e-con e-parent\" data-id=\"5afa4bb\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-2795a7f e-con-full e-flex e-con e-child\" data-id=\"2795a7f\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ca229b6 elementor-widget__width-initial elementor-widget elementor-widget-video\" data-id=\"ca229b6\" data-element_type=\"widget\" data-settings=\"{&quot;video_type&quot;:&quot;hosted&quot;,&quot;autoplay&quot;:&quot;yes&quot;,&quot;play_on_mobile&quot;:&quot;yes&quot;,&quot;mute&quot;:&quot;yes&quot;,&quot;loop&quot;:&quot;yes&quot;}\" data-widget_type=\"video.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"e-hosted-video elementor-wrapper elementor-open-inline\">\n\t\t\t\t\t<video class=\"elementor-video\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2023\/07\/AdobeStock_303929846.mp4\" autoplay=\"\" loop=\"\" muted=\"muted\" playsinline=\"\" controlsList=\"nodownload\" poster=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2023\/10\/unsplash_SLIFI67jv5k-1.png\"><\/video>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-0728edf e-con-full e-flex e-con e-child\" data-id=\"0728edf\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t<div class=\"elementor-element elementor-element-6b1d79f e-flex e-con-boxed e-con e-child\" data-id=\"6b1d79f\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-49b0786 elementor-widget elementor-widget-heading\" data-id=\"49b0786\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\">Thermoformage<\/h5>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c3e7375 elementor-widget elementor-widget-text-editor\" data-id=\"c3e7375\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Technologie permettant de <strong>r\u00e9duire les temps d&#8217;attente<\/strong> pour la fabrication de produits en plastique <strong>et de r\u00e9duire les co\u00fbts d&#8217;outillage<\/strong>.<\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ef6c95b elementor-absolute elementor-hidden-tablet elementor-hidden-mobile elementor-widget elementor-widget-image\" data-id=\"ef6c95b\" data-element_type=\"widget\" data-settings=\"{&quot;_position&quot;:&quot;absolute&quot;}\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"720\" height=\"472\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/04\/Mapa-gradientu-542-kopia-3-3.png\" class=\"attachment-large size-large wp-image-2957\" alt=\"wyt\u0142aczanie form plastikowych\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-c97a300 e-flex e-con-boxed e-con e-child\" data-id=\"c97a300\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6e3e13c elementor-widget elementor-widget-heading\" data-id=\"6e3e13c\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h6 class=\"elementor-heading-title elementor-size-default\">Exemple d'application :<\/h6>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5c6d67b elementor-widget elementor-widget-text-editor\" data-id=\"5c6d67b\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ul>\n<li>gobelets jetables<\/li>\n<li>conteneurs<\/li>\n<li>plateaux<\/li>\n<li>couvercles<\/li>\n<\/ul>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2dbcfaf elementor-align-left elementor-mobile-align-left elementor-widget elementor-widget-button\" data-id=\"2dbcfaf\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/plastipol.pl\/fr\/technologies\/thermoformage\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">En savoir plus<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-44df3bf e-con-full e-flex e-con e-child\" data-id=\"44df3bf\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-a541b50 elementor-widget__width-initial elementor-widget elementor-widget-video\" data-id=\"a541b50\" data-element_type=\"widget\" data-settings=\"{&quot;video_type&quot;:&quot;hosted&quot;,&quot;autoplay&quot;:&quot;yes&quot;,&quot;play_on_mobile&quot;:&quot;yes&quot;,&quot;mute&quot;:&quot;yes&quot;,&quot;loop&quot;:&quot;yes&quot;,&quot;start&quot;:0}\" data-widget_type=\"video.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"e-hosted-video elementor-wrapper elementor-open-inline\">\n\t\t\t\t\t<video class=\"elementor-video\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/04\/AdobeStock_539141937.mp4\" autoplay=\"\" loop=\"\" muted=\"muted\" playsinline=\"\" controlsList=\"nodownload\"><\/video>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-ee91169 e-con-full e-flex e-con e-child\" data-id=\"ee91169\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t<div class=\"elementor-element elementor-element-98b7e32 e-flex e-con-boxed e-con e-child\" data-id=\"98b7e32\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-4a089c7 elementor-widget elementor-widget-heading\" data-id=\"4a089c7\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\">Rotomoulage<\/h5>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-59336b1 elementor-widget elementor-widget-text-editor\" data-id=\"59336b1\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Technologie id\u00e9ale <strong>pour la production de produits plastiques \u00e0 grande \u00e9chelle<\/strong>.<\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b262c54 elementor-absolute elementor-hidden-tablet elementor-hidden-mobile elementor-widget elementor-widget-image\" data-id=\"b262c54\" data-element_type=\"widget\" data-settings=\"{&quot;_position&quot;:&quot;absolute&quot;}\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" width=\"651\" height=\"427\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/04\/Mapa-gradientu-542-kopia-2-1.png\" class=\"attachment-large size-large wp-image-2967\" alt=\"Odlewanie rotacyjne zbiornik plastikowy\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-390371a e-flex e-con-boxed e-con e-child\" data-id=\"390371a\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-c109d89 elementor-widget elementor-widget-heading\" data-id=\"c109d89\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h6 class=\"elementor-heading-title elementor-size-default\">Exemple d'application :<\/h6>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-84d5acf elementor-widget elementor-widget-text-editor\" data-id=\"84d5acf\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ul>\n<li>les conteneurs de carburant ou de produits chimiques<\/li>\n<li>r\u00e9servoirs industriels<\/li>\n<li>les r\u00e9cipients de nourriture ou d&#8217;eau<\/li>\n<li>cano\u00ebs et bateaux<\/li>\n<li>casques de s\u00e9curit\u00e9<\/li>\n<\/ul>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8d229b9 elementor-align-left elementor-mobile-align-left elementor-widget elementor-widget-button\" data-id=\"8d229b9\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/plastipol.pl\/fr\/technologies\/rotomoulage\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">En savoir plus<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-fc2d204 e-con-full e-flex e-con e-child\" data-id=\"fc2d204\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6bf7ec3 elementor-widget__width-initial elementor-widget elementor-widget-video\" data-id=\"6bf7ec3\" data-element_type=\"widget\" data-settings=\"{&quot;video_type&quot;:&quot;hosted&quot;,&quot;autoplay&quot;:&quot;yes&quot;,&quot;play_on_mobile&quot;:&quot;yes&quot;,&quot;mute&quot;:&quot;yes&quot;,&quot;loop&quot;:&quot;yes&quot;}\" data-widget_type=\"video.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"e-hosted-video elementor-wrapper elementor-open-inline\">\n\t\t\t\t\t<video class=\"elementor-video\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2023\/07\/AdobeStock_612161727.mp4\" autoplay=\"\" loop=\"\" muted=\"muted\" playsinline=\"\" controlsList=\"nodownload\"><\/video>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-0c6573a e-con-full e-flex e-con e-child\" data-id=\"0c6573a\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t<div class=\"elementor-element elementor-element-7ba142a e-flex e-con-boxed e-con e-child\" data-id=\"7ba142a\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-39bbc49 elementor-widget elementor-widget-heading\" data-id=\"39bbc49\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\">Moulage par injection<\/h5>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-847bcd8 elementor-widget elementor-widget-text-editor\" data-id=\"847bcd8\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>L&#8217;une des <strong>m\u00e9thodes les plus efficaces et les plus largement utilis\u00e9es pour la production de<\/strong> produits plastiques simples ou complexes.<\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c01cfef elementor-absolute elementor-hidden-tablet elementor-hidden-mobile elementor-widget elementor-widget-image\" data-id=\"c01cfef\" data-element_type=\"widget\" data-settings=\"{&quot;_position&quot;:&quot;absolute&quot;}\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"695\" height=\"456\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/03\/Mapa-gradientu-542-kopia-1-1.png\" class=\"attachment-large size-large wp-image-8325\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-4165d00 e-flex e-con-boxed e-con e-child\" data-id=\"4165d00\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-2f016b5 elementor-widget elementor-widget-heading\" data-id=\"2f016b5\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h6 class=\"elementor-heading-title elementor-size-default\">Exemple d'application :<\/h6>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3dc77ea elementor-widget elementor-widget-text-editor\" data-id=\"3dc77ea\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ul>\n<li>les composants des appareils m\u00e9nagers et de l&#8217;\u00e9lectronique grand public<\/li>\n<li>enceintes<\/li>\n<li>bouchons de bouteilles<\/li>\n<li>articles quotidiens<\/li>\n<\/ul>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ae92617 elementor-align-left elementor-mobile-align-left elementor-widget elementor-widget-button\" data-id=\"ae92617\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/plastipol.pl\/fr\/technologies\/moulage-par-injection\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">En savoir plus<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-3127c6c e-con-full e-flex e-con e-child\" data-id=\"3127c6c\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f7e38d4 elementor-widget__width-initial elementor-widget elementor-widget-video\" data-id=\"f7e38d4\" data-element_type=\"widget\" data-settings=\"{&quot;video_type&quot;:&quot;hosted&quot;,&quot;autoplay&quot;:&quot;yes&quot;,&quot;play_on_mobile&quot;:&quot;yes&quot;,&quot;mute&quot;:&quot;yes&quot;,&quot;loop&quot;:&quot;yes&quot;}\" data-widget_type=\"video.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"e-hosted-video elementor-wrapper elementor-open-inline\">\n\t\t\t\t\t<video class=\"elementor-video\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/04\/wytlaczanie.mp4\" autoplay=\"\" loop=\"\" muted=\"muted\" playsinline=\"\" controlsList=\"nodownload\"><\/video>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-58eba0f e-con-full e-flex e-con e-child\" data-id=\"58eba0f\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t<div class=\"elementor-element elementor-element-c918450 e-flex e-con-boxed e-con e-child\" data-id=\"c918450\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-bbbe5c5 elementor-widget elementor-widget-heading\" data-id=\"bbbe5c5\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\">Extrusion<\/h5>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-98af81d elementor-widget elementor-widget-text-editor\" data-id=\"98af81d\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Technologie id\u00e9ale pour les <b>grandes s\u00e9ries de composants longs<\/b> tels que les profil\u00e9s, les tuyaux ou les joints.<\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a8e7271 elementor-absolute elementor-hidden-tablet elementor-hidden-mobile elementor-widget elementor-widget-image\" data-id=\"a8e7271\" data-element_type=\"widget\" data-settings=\"{&quot;_position&quot;:&quot;absolute&quot;}\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"659\" height=\"456\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/04\/wytlaczanie_1-1-e1651212323918.png\" class=\"attachment-large size-large wp-image-3728\" alt=\"Wyt\u0142aczanie (profile z tworzyw sztucznych)\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-f6ace38 e-flex e-con-boxed e-con e-child\" data-id=\"f6ace38\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d424211 elementor-widget elementor-widget-heading\" data-id=\"d424211\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h6 class=\"elementor-heading-title elementor-size-default\">Exemple d'application :<\/h6>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-227efa0 elementor-widget elementor-widget-text-editor\" data-id=\"227efa0\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ul>\n<li>profils<\/li>\n<li>bouteilles<\/li>\n<li>tuyaux<\/li>\n<li>goutti\u00e8res<\/li>\n<li>cadres de fen\u00eatres<\/li>\n<li>films<\/li>\n<\/ul>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ee29903 elementor-align-left elementor-mobile-align-left elementor-widget elementor-widget-button\" data-id=\"ee29903\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/plastipol.pl\/fr\/technologies\/extrusion-des-plastiques\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">En savoir plus<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-b26ff28 e-flex e-con-boxed e-con e-parent\" data-id=\"b26ff28\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-ddfb47b e-con-full e-flex e-con e-child\" data-id=\"ddfb47b\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e79ad91 elementor-widget-tablet__width-initial elementor-widget-mobile__width-inherit elementor-widget elementor-widget-heading\" data-id=\"e79ad91\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Consulter aussi d'autres services<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-411309d e-flex e-con-boxed e-con e-parent\" data-id=\"411309d\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div data-ra-element-link=\"{&quot;url&quot;:&quot;https:\\\/\\\/plastipol.pl\\\/usluga\\\/produkcja-z-tworzyw-sztucznych\\\/&quot;,&quot;is_external&quot;:&quot;on&quot;,&quot;nofollow&quot;:&quot;&quot;,&quot;custom_attributes&quot;:&quot;&quot;}\" style=\"cursor: pointer\" target=\"_blank\" onClick=\"window.open(&#039;https:\/\/plastipol.pl\/usluga\/produkcja-z-tworzyw-sztucznych\/&#039;, &#039;_blank&#039;)\" class=\"elementor-element elementor-element-063bd59 hover-wspolpraca e-con-full e-flex e-con e-child\" data-id=\"063bd59\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-21a87a5 elementor-widget elementor-widget-image\" data-id=\"21a87a5\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"800\" height=\"1\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/03\/plastic-1.svg\" class=\"attachment-large size-large wp-image-7167\" alt=\"\" srcset=\"https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/plastic-1.svg 768w, https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/plastic-1.svg 1000w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d46ed7e elementor-widget elementor-widget-heading\" data-id=\"d46ed7e\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\"><a href=\"https:\/\/plastipol.pl\/fr\/services\/production-de-plastique\/\">Production de plastique<\/a><\/h5>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9caad6d elementor-widget elementor-widget-text-editor\" data-id=\"9caad6d\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Production de masse, de s\u00e9rie ou de prototype ? Chez nous, vous pouvez \u00eatre s\u00fbr que nous r\u00e9alisons des s\u00e9ries avec une technologie de traitement optimale. <\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b75989f elementor-position-inline-start elementor-mobile-position-inline-start elementor-widget__width-auto elementor-absolute elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"b75989f\" data-element_type=\"widget\" data-settings=\"{&quot;_position&quot;:&quot;absolute&quot;}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/plastipol.pl\/fr\/services\/production-de-plastique\/\" class=\"elementor-icon\" tabindex=\"-1\" aria-label=\"En savoir plus\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"27\" height=\"16\" viewBox=\"0 0 27 16\" fill=\"none\"><path d=\"M26.7071 8.70711C27.0976 8.31658 27.0976 7.68342 26.7071 7.29289L20.3431 0.928932C19.9526 0.538408 19.3195 0.538408 18.9289 0.928932C18.5384 1.31946 18.5384 1.95262 18.9289 2.34315L24.5858 8L18.9289 13.6569C18.5384 14.0474 18.5384 14.6805 18.9289 15.0711C19.3195 15.4616 19.9526 15.4616 20.3431 15.0711L26.7071 8.70711ZM0 9H26V7H0V9Z\" fill=\"#912C38\"><\/path><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<a href=\"https:\/\/plastipol.pl\/fr\/services\/production-de-plastique\/\" >\n\t\t\t\t\t\t\tEn savoir plus\t\t\t\t\t\t<\/a>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div data-ra-element-link=\"{&quot;url&quot;:&quot;https:\\\/\\\/plastipol.pl\\\/uslugi\\\/consulting-technologiczny\\\/&quot;,&quot;is_external&quot;:&quot;on&quot;,&quot;nofollow&quot;:&quot;&quot;,&quot;custom_attributes&quot;:&quot;&quot;}\" style=\"cursor: pointer\" target=\"_blank\" onClick=\"window.open(&#039;https:\/\/plastipol.pl\/uslugi\/consulting-technologiczny\/&#039;, &#039;_blank&#039;)\" class=\"elementor-element elementor-element-667ce89 hover-wspolpraca e-con-full e-flex e-con e-child\" data-id=\"667ce89\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3e2661d elementor-widget elementor-widget-image\" data-id=\"3e2661d\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"800\" height=\"1\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/03\/technical-support-1-1.svg\" class=\"attachment-large size-large wp-image-7166\" alt=\"\" srcset=\"https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/technical-support-1-1.svg 768w, https:\/\/plastipol.pl\/wp-content\/uploads\/\/2022\/03\/technical-support-1-1.svg 1000w\" sizes=\"(max-width: 800px) 100vw, 800px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-27d77af elementor-widget elementor-widget-heading\" data-id=\"27d77af\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\"><a href=\"https:\/\/plastipol.pl\/fr\/services\/conseil-technologique\/\">Conseil technologique<\/a><\/h5>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-86aa3b3 elementor-widget elementor-widget-text-editor\" data-id=\"86aa3b3\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Nous d\u00e9terminerons comment produire des s\u00e9ries de production afin de minimiser les d\u00e9chets, de r\u00e9duire les co\u00fbts et d&#8217;\u00e9viter les s\u00e9ries erron\u00e9es.<\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d72f72e elementor-position-inline-start elementor-mobile-position-inline-start elementor-widget__width-auto elementor-absolute elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"d72f72e\" data-element_type=\"widget\" data-settings=\"{&quot;_position&quot;:&quot;absolute&quot;}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/plastipol.pl\/fr\/services\/conseil-technologique\/\" class=\"elementor-icon\" tabindex=\"-1\" aria-label=\"En savoir plus\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"27\" height=\"16\" viewBox=\"0 0 27 16\" fill=\"none\"><path d=\"M26.7071 8.70711C27.0976 8.31658 27.0976 7.68342 26.7071 7.29289L20.3431 0.928932C19.9526 0.538408 19.3195 0.538408 18.9289 0.928932C18.5384 1.31946 18.5384 1.95262 18.9289 2.34315L24.5858 8L18.9289 13.6569C18.5384 14.0474 18.5384 14.6805 18.9289 15.0711C19.3195 15.4616 19.9526 15.4616 20.3431 15.0711L26.7071 8.70711ZM0 9H26V7H0V9Z\" fill=\"#912C38\"><\/path><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<a href=\"https:\/\/plastipol.pl\/fr\/services\/conseil-technologique\/\" >\n\t\t\t\t\t\t\tEn savoir plus\t\t\t\t\t\t<\/a>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div data-ra-element-link=\"{&quot;url&quot;:&quot;https:\\\/\\\/plastipol.pl\\\/uslugi\\\/produkcja-wyrobow-wielkogabarytowych\\\/&quot;,&quot;is_external&quot;:&quot;on&quot;,&quot;nofollow&quot;:&quot;&quot;,&quot;custom_attributes&quot;:&quot;&quot;}\" style=\"cursor: pointer\" target=\"_blank\" onClick=\"window.open(&#039;https:\/\/plastipol.pl\/uslugi\/produkcja-wyrobow-wielkogabarytowych\/&#039;, &#039;_blank&#039;)\" class=\"elementor-element elementor-element-aa4d1f7 hover-wspolpraca e-con-full e-flex e-con e-child\" data-id=\"aa4d1f7\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-598b8d2 elementor-widget elementor-widget-image\" data-id=\"598b8d2\" data-element_type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"64\" height=\"64\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2023\/07\/layers-2.png\" class=\"attachment-large size-large wp-image-6696\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d46ed44 elementor-widget elementor-widget-heading\" data-id=\"d46ed44\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\"><a href=\"https:\/\/plastipol.pl\/fr\/services\/production-de-produits-a-grande-echelle\/\">Production de produits de grand format<\/a><\/h5>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-eeea3ec elementor-widget elementor-widget-text-editor\" data-id=\"eeea3ec\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Nous cr\u00e9ons de grands produits en plastique pour toutes les industries o\u00f9 la pr\u00e9cision de la fabrication, la durabilit\u00e9 et l&#8217;optimisation des co\u00fbts des produits sont importantes.<\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7dc8528 elementor-position-inline-start elementor-mobile-position-inline-start elementor-widget__width-auto elementor-absolute elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"7dc8528\" data-element_type=\"widget\" data-settings=\"{&quot;_position&quot;:&quot;absolute&quot;}\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"https:\/\/plastipol.pl\/fr\/services\/production-de-produits-a-grande-echelle\/\" class=\"elementor-icon\" tabindex=\"-1\" aria-label=\"En savoir plus\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"27\" height=\"16\" viewBox=\"0 0 27 16\" fill=\"none\"><path d=\"M26.7071 8.70711C27.0976 8.31658 27.0976 7.68342 26.7071 7.29289L20.3431 0.928932C19.9526 0.538408 19.3195 0.538408 18.9289 0.928932C18.5384 1.31946 18.5384 1.95262 18.9289 2.34315L24.5858 8L18.9289 13.6569C18.5384 14.0474 18.5384 14.6805 18.9289 15.0711C19.3195 15.4616 19.9526 15.4616 20.3431 15.0711L26.7071 8.70711ZM0 9H26V7H0V9Z\" fill=\"#912C38\"><\/path><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<a href=\"https:\/\/plastipol.pl\/fr\/services\/production-de-produits-a-grande-echelle\/\" >\n\t\t\t\t\t\t\tEn savoir plus\t\t\t\t\t\t<\/a>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-a102fd1 e-flex e-con-boxed e-con e-parent\" data-id=\"a102fd1\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-0d82a28 e-con-full e-flex e-con e-child\" data-id=\"0d82a28\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-c9bb34c elementor-widget__width-initial elementor-widget elementor-widget-heading\" data-id=\"c9bb34c\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Des usines de taille moyenne aux grandes entreprises industrielles - <b>voyez pourquoi les entreprises choisissent Plastipol<\/b><\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8b16269 elementor-widget elementor-widget-jet-testimonials\" data-id=\"8b16269\" data-element_type=\"widget\" data-settings=\"{&quot;slides_to_show&quot;:&quot;3&quot;,&quot;slides_to_show_tablet&quot;:&quot;2&quot;,&quot;slides_to_show_mobile&quot;:&quot;1&quot;,&quot;slides_to_scroll&quot;:&quot;1&quot;}\" data-widget_type=\"jet-testimonials.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-jet-testimonials jet-elements\">\n<div class=\"jet-testimonials jet-equal-cols\">\n\t<div class=\"jet-testimonials__instance elementor-slick-slider\"data-settings='{&quot;autoplaySpeed&quot;:5000,&quot;autoplay&quot;:true,&quot;infinite&quot;:true,&quot;centerMode&quot;:false,&quot;centerPadding&quot;:&quot;50px&quot;,&quot;adaptiveHeight&quot;:true,&quot;pauseOnHover&quot;:false,&quot;speed&quot;:500,&quot;arrows&quot;:true,&quot;dots&quot;:false,&quot;slidesToScroll&quot;:1,&quot;prevArrow&quot;:&quot;.jet-testimonial__prev-arrow-8b16269&quot;,&quot;nextArrow&quot;:&quot;.jet-testimonial__next-arrow-8b16269&quot;,&quot;rtl&quot;:false}' dir=\"ltr\"><div class=\"jet-testimonial__prev-arrow-8b16269 jet-arrow prev-arrow\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"27\" height=\"16\" viewBox=\"0 0 27 16\" fill=\"none\"><path d=\"M0.292892 8.70711C-0.0976315 8.31658 -0.0976315 7.68342 0.292892 7.29289L6.65685 0.928932C7.04738 0.538408 7.68054 0.538408 8.07107 0.928932C8.46159 1.31946 8.46159 1.95262 8.07107 2.34315L2.41421 8L8.07107 13.6569C8.46159 14.0474 8.46159 14.6805 8.07107 15.0711C7.68054 15.4616 7.04738 15.4616 6.65685 15.0711L0.292892 8.70711ZM27 9H1V7H27V9Z\" fill=\"#912C38\"><\/path><\/svg><\/div><div class=\"jet-testimonial__next-arrow-8b16269 jet-arrow next-arrow\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"27\" height=\"16\" viewBox=\"0 0 27 16\" fill=\"none\"><path d=\"M26.7071 8.70711C27.0976 8.31658 27.0976 7.68342 26.7071 7.29289L20.3431 0.928932C19.9526 0.538408 19.3195 0.538408 18.9289 0.928932C18.5384 1.31946 18.5384 1.95262 18.9289 2.34315L24.5858 8L18.9289 13.6569C18.5384 14.0474 18.5384 14.6805 18.9289 15.0711C19.3195 15.4616 19.9526 15.4616 20.3431 15.0711L26.7071 8.70711ZM0 9H26V7H0V9Z\" fill=\"#912C38\"><\/path><\/svg><\/div><div class=\"jet-testimonials__item\">\n\t<div class=\"jet-testimonials__item-inner\">\n\t\t\t\t<div class=\"jet-testimonials__content\"><div class=\"jet-testimonials__comment\">Nous avons collabor\u00e9 avec Plastipol sur plusieurs projets et nous en r\u00e9alisons constamment de nouveaux. Nous appr\u00e9cions beaucoup cette coop\u00e9ration pour son ouverture \u00e0 de nouvelles solutions et sa volont\u00e9 d'aider. Les produits sont livr\u00e9s \u00e0 temps et sont de bonne qualit\u00e9, ce qui est rendu possible par la production locale. Une personne de contact est affect\u00e9e \u00e0 chaque projet (chef de projet), qui veille \u00e0 ce que toutes les mises en \u0153uvre et les commandes soient ex\u00e9cut\u00e9es sans probl\u00e8me.   <\/div><div class=\"jet-testimonials__name\"><span>Ewa Sosnowska<\/span><\/div><div class=\"jet-testimonials__position\"><span>2x3 S.A.<\/span><\/div><div class=\"jet-testimonials__rating\" data-rating=\"5\"><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><\/div><\/div>\n\t\t\t<\/div>\n<\/div>\n\n<div class=\"jet-testimonials__item\">\n\t<div class=\"jet-testimonials__item-inner\">\n\t\t\t\t<div class=\"jet-testimonials__content\"><div class=\"jet-testimonials__comment\">Nous travaillons avec Plastipol depuis plus d'un an. C'est un excellent partenaire commercial qui nous aide \u00e0 d\u00e9velopper notre entreprise. Les principaux facteurs que nous appr\u00e9cions sont leur professionnalisme, qui se traduit par une tr\u00e8s grande qualit\u00e9, et leur approche individuelle de nous et de nos probl\u00e8mes. La flexibilit\u00e9 et la transparence des prix de tous les services constituent \u00e9galement un facteur important de notre coop\u00e9ration.   <\/div><div class=\"jet-testimonials__name\"><span>\u0141ukasz G\u00f3rski<\/span><\/div><div class=\"jet-testimonials__position\"><span>EKO-BIO <\/span><\/div><div class=\"jet-testimonials__rating\" data-rating=\"5\"><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><\/div><\/div>\n\t\t\t<\/div>\n<\/div>\n\n<div class=\"jet-testimonials__item\">\n\t<div class=\"jet-testimonials__item-inner\">\n\t\t\t\t<div class=\"jet-testimonials__content\"><div class=\"jet-testimonials__comment\">La coop\u00e9ration est bonne. Les informations sont fournies de mani\u00e8re fiable et en temps voulu. Les d\u00e9lais sont conformes \u00e0 ceux qui ont \u00e9t\u00e9 convenus. Les contacts avec le service technique et logistique sont tr\u00e8s bons. <\/div><div class=\"jet-testimonials__name\"><span>Izabela Padak<\/span><\/div><div class=\"jet-testimonials__position\"><span>DEFRO<\/span><\/div><div class=\"jet-testimonials__rating\" data-rating=\"5\"><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><\/div><\/div>\n\t\t\t<\/div>\n<\/div>\n\n<div class=\"jet-testimonials__item\">\n\t<div class=\"jet-testimonials__item-inner\">\n\t\t\t\t<div class=\"jet-testimonials__content\"><div class=\"jet-testimonials__comment\">Nous avons collabor\u00e9 avec Plastipol sur plusieurs projets et nous en r\u00e9alisons constamment de nouveaux. Nous appr\u00e9cions beaucoup cette coop\u00e9ration pour son ouverture \u00e0 de nouvelles solutions et sa volont\u00e9 d'aider. Les produits sont livr\u00e9s \u00e0 temps et sont de bonne qualit\u00e9, ce qui est rendu possible par la production locale. Une personne de contact est affect\u00e9e \u00e0 chaque projet (chef de projet), qui veille \u00e0 ce que toutes les mises en \u0153uvre et les commandes soient ex\u00e9cut\u00e9es sans probl\u00e8me.   <\/div><div class=\"jet-testimonials__name\"><span>Ewa Sosnowska<\/span><\/div><div class=\"jet-testimonials__position\"><span>2x3 S.A.<\/span><\/div><div class=\"jet-testimonials__rating\" data-rating=\"5\"><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><\/div><\/div>\n\t\t\t<\/div>\n<\/div>\n\n<div class=\"jet-testimonials__item\">\n\t<div class=\"jet-testimonials__item-inner\">\n\t\t\t\t<div class=\"jet-testimonials__content\"><div class=\"jet-testimonials__comment\">Nous travaillons avec Plastipol depuis plus d'un an. C'est un excellent partenaire commercial qui nous aide \u00e0 d\u00e9velopper notre entreprise. Les principaux facteurs que nous appr\u00e9cions sont leur professionnalisme, qui se traduit par une tr\u00e8s grande qualit\u00e9, et leur approche individuelle de nous et de nos probl\u00e8mes. La flexibilit\u00e9 et la transparence des prix de tous les services constituent \u00e9galement un facteur important de notre coop\u00e9ration.   <\/div><div class=\"jet-testimonials__name\"><span>\u0141ukasz G\u00f3rski<\/span><\/div><div class=\"jet-testimonials__position\"><span>EKO-BIO <\/span><\/div><div class=\"jet-testimonials__rating\" data-rating=\"5\"><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><\/div><\/div>\n\t\t\t<\/div>\n<\/div>\n\n<div class=\"jet-testimonials__item\">\n\t<div class=\"jet-testimonials__item-inner\">\n\t\t\t\t<div class=\"jet-testimonials__content\"><div class=\"jet-testimonials__comment\">La coop\u00e9ration est bonne. Les informations sont fournies de mani\u00e8re fiable et en temps voulu. Les d\u00e9lais sont conformes \u00e0 ceux qui ont \u00e9t\u00e9 convenus. Les contacts avec le service technique et logistique sont tr\u00e8s bons. <\/div><div class=\"jet-testimonials__name\"><span>Izabela Padak<\/span><\/div><div class=\"jet-testimonials__position\"><span>DEFRO<\/span><\/div><div class=\"jet-testimonials__rating\" data-rating=\"5\"><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><i aria-hidden=\"true\" data-star=\"fas fa-star\" data-active-star=\"fas fa-star\"><\/i><\/div><\/div>\n\t\t\t<\/div>\n<\/div>\n\n<\/div>\n<\/div>\n<\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4050500 elementor-widget elementor-widget-image-carousel\" data-id=\"4050500\" data-element_type=\"widget\" data-settings=\"{&quot;slides_to_show&quot;:&quot;5&quot;,&quot;slides_to_show_mobile&quot;:&quot;3&quot;,&quot;navigation&quot;:&quot;none&quot;,&quot;pause_on_hover&quot;:&quot;no&quot;,&quot;pause_on_interaction&quot;:&quot;no&quot;,&quot;autoplay_speed&quot;:100,&quot;speed&quot;:5000,&quot;image_spacing_custom&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:41,&quot;sizes&quot;:[]},&quot;slides_to_show_tablet&quot;:&quot;4&quot;,&quot;autoplay&quot;:&quot;yes&quot;,&quot;infinite&quot;:&quot;yes&quot;,&quot;image_spacing_custom_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]},&quot;image_spacing_custom_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:&quot;&quot;,&quot;sizes&quot;:[]}}\" data-widget_type=\"image-carousel.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-image-carousel-wrapper swiper\" role=\"region\" aria-roledescription=\"carousel\" aria-label=\"Carrousel d\u2019images\" dir=\"ltr\">\n\t\t\t<div class=\"elementor-image-carousel swiper-wrapper swiper-image-stretch\" aria-live=\"off\">\n\t\t\t\t\t\t\t\t<div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"1 sur 13\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2023\/06\/Projekt-bez-nazwy-3.png\" alt=\"Projekt bez nazwy (3)\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"2 sur 13\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2023\/06\/4.png\" alt=\"4\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"3 sur 13\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2023\/06\/3.png\" alt=\"3\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"4 sur 13\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2023\/06\/1.png\" alt=\"1\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"5 sur 13\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2023\/06\/2.png\" alt=\"2\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"6 sur 13\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2023\/01\/2-749x499.png\" alt=\"2\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"7 sur 13\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2023\/01\/1-749x499.png\" alt=\"1\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"8 sur 13\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/04\/DEFRO-Black@2x.png\" alt=\"DEFRO Black@2x\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"9 sur 13\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/04\/mpl.png\" alt=\"mpl\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"10 sur 13\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/04\/pm.png\" alt=\"pm\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"11 sur 13\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/04\/eko-bio-2.png\" alt=\"eko-bio\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"12 sur 13\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/04\/cimat.png\" alt=\"cimat\" \/><\/figure><\/div><div class=\"swiper-slide\" role=\"group\" aria-roledescription=\"slide\" aria-label=\"13 sur 13\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/04\/maczka.png\" alt=\"maczka\" \/><\/figure><\/div>\t\t\t<\/div>\n\t\t\t\t\t\t\t\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-9d475dd e-flex e-con-boxed e-con e-parent\" data-id=\"9d475dd\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-a6bb213 e-con-full e-flex e-con e-child\" data-id=\"a6bb213\" data-element_type=\"container\" data-settings=\"{&quot;jet_parallax_layout_list&quot;:[]}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-94f0e15 elementor-widget elementor-widget-heading\" data-id=\"94f0e15\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Questions fr\u00e9quemment pos\u00e9es<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-33378c0 elementor-widget elementor-widget-accordion\" data-id=\"33378c0\" data-element_type=\"widget\" data-widget_type=\"accordion.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-accordion\">\n\t\t\t\t\t\t\t<div class=\"elementor-accordion-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-5371\" class=\"elementor-tab-title\" data-tab=\"1\" role=\"button\" aria-controls=\"elementor-tab-content-5371\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon elementor-accordion-icon-right\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-closed\"><svg class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-opened\"><svg class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-accordion-title\" tabindex=\"0\">Quel est le co\u00fbt de fabrication du moule ?<\/a>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t<div id=\"elementor-tab-content-5371\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"1\" role=\"region\" aria-labelledby=\"elementor-tab-title-5371\"><p>Le co\u00fbt du moule varie consid\u00e9rablement en fonction de la technologie utilis\u00e9e et du cahier des charges. La norme est la suivante <\/p>\n<ul>\n<li><strong>Moulage par injection<\/strong> &#8211; le co\u00fbt d&#8217;un moule varie g\u00e9n\u00e9ralement d&#8217;une douzaine \u00e0 plusieurs dizaines de milliers de zlotys. Parfois, pour les moules complexes \u00e0 plusieurs cavit\u00e9s, il peut d\u00e9passer les cent mille zlotys. <strong> <\/strong>Dans certains cas, nous pouvons fabriquer des inserts interchangeables au lieu du moule complet, auquel cas leur co\u00fbt est de plusieurs milliers de zlotys.<\/li>\n<li><strong>Rotomoulage<\/strong> &#8211; le co\u00fbt des moules en acier varie d&#8217;une douzaine \u00e0 plusieurs dizaines de milliers de zlotys. Le co\u00fbt des moules en aluminium est de 30 \u00e0 50 % plus \u00e9lev\u00e9. <\/li>\n<\/ul>\n<ul style=\"font-weight: 400;\">\n<li><strong>Thermoformage<\/strong> &#8211; le co\u00fbt des moules en bois commence \u00e0 quelques centaines de zlotys. Pour les moules en acier, il est g\u00e9n\u00e9ralement de l&#8217;ordre de plusieurs milliers de zlotys. Dans le cas de la production en s\u00e9rie d&#8217;un grand nombre d&#8217;\u00e9l\u00e9ments de faible \u00e9paisseur, les moules peuvent co\u00fbter plusieurs milliers de zlotys.  <\/li>\n<li><strong>Extrusion<\/strong> &#8211; le co\u00fbt d&#8217;un moule varie g\u00e9n\u00e9ralement d&#8217;une douzaine \u00e0 plusieurs dizaines de milliers de zlotys. Dans le cas de volumes de production importants, il est possible d&#8217;amortir le moule dans le prix de d\u00e9tail. <\/li>\n<\/ul>\n<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-accordion-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-5372\" class=\"elementor-tab-title\" data-tab=\"2\" role=\"button\" aria-controls=\"elementor-tab-content-5372\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon elementor-accordion-icon-right\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-closed\"><svg class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-opened\"><svg class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-accordion-title\" tabindex=\"0\">Quel est le co\u00fbt de fabrication du moule ?<\/a>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t<div id=\"elementor-tab-content-5372\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"2\" role=\"region\" aria-labelledby=\"elementor-tab-title-5372\"><p>Le co\u00fbt du moule varie consid\u00e9rablement en fonction de la technologie utilis\u00e9e et du cahier des charges. La norme est la suivante <\/p>\n<ul>\n<li><strong>Moulage par injection<\/strong> &#8211; le co\u00fbt d&#8217;un moule varie g\u00e9n\u00e9ralement d&#8217;une douzaine \u00e0 plusieurs dizaines de milliers de zlotys. Parfois, pour les moules complexes \u00e0 plusieurs cavit\u00e9s, il peut d\u00e9passer les cent mille zlotys. <strong> <\/strong>Dans certains cas, nous pouvons fabriquer des inserts interchangeables au lieu du moule complet, auquel cas leur co\u00fbt est de plusieurs milliers de zlotys.<\/li>\n<li><strong>Rotomoulage<\/strong> &#8211; le co\u00fbt des moules en acier varie d&#8217;une douzaine \u00e0 plusieurs dizaines de milliers de zlotys. Le co\u00fbt des moules en aluminium est de 30 \u00e0 50 % plus \u00e9lev\u00e9. <\/li>\n<\/ul>\n<ul style=\"font-weight: 400;\">\n<li><strong>Thermoformage<\/strong> &#8211; le co\u00fbt des moules en bois commence \u00e0 quelques centaines de zlotys. Pour les moules en acier, il est g\u00e9n\u00e9ralement de l&#8217;ordre de plusieurs milliers de zlotys. Dans le cas de la production en s\u00e9rie d&#8217;un grand nombre d&#8217;\u00e9l\u00e9ments de faible \u00e9paisseur, les moules peuvent co\u00fbter plusieurs milliers de zlotys.  <\/li>\n<li><strong>Extrusion<\/strong> &#8211; le co\u00fbt d&#8217;un moule varie g\u00e9n\u00e9ralement d&#8217;une douzaine \u00e0 plusieurs dizaines de milliers de zlotys. Dans le cas de volumes de production importants, il est possible d&#8217;amortir le moule dans le prix de d\u00e9tail. <\/li>\n<\/ul>\n<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-accordion-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-5373\" class=\"elementor-tab-title\" data-tab=\"3\" role=\"button\" aria-controls=\"elementor-tab-content-5373\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon elementor-accordion-icon-right\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-closed\"><svg class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-opened\"><svg class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-accordion-title\" tabindex=\"0\">Peut-on fabriquer un moule sans production ?<\/a>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t<div id=\"elementor-tab-content-5373\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"3\" role=\"region\" aria-labelledby=\"elementor-tab-title-5373\"><p style=\"font-weight: 400;\">Afin d&#8217;offrir les prix les plus attractifs pour les moules, nos calculs prennent en compte la production ult\u00e9rieure d&#8217;un moule donn\u00e9 dans l&#8217;usine PLASTIPOL. Nous <strong>ne fabriquons pas<\/strong> de moules sans intention de production ult\u00e9rieure.<\/p>\n<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-accordion-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-5374\" class=\"elementor-tab-title\" data-tab=\"4\" role=\"button\" aria-controls=\"elementor-tab-content-5374\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon elementor-accordion-icon-right\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-closed\"><svg class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-opened\"><svg class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-accordion-title\" tabindex=\"0\">Le formulaire m'appartient-il ?<\/a>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t<div id=\"elementor-tab-content-5374\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"4\" role=\"region\" aria-labelledby=\"elementor-tab-title-5374\"><p style=\"font-weight: 400;\">Dans la plupart des cas, le moule appartient au client apr\u00e8s la fabrication. Dans le cas de moules moins chers (co\u00fbt inf\u00e9rieur \u00e0 10 000 PLN), afin de minimiser les co\u00fbts de mise en \u0153uvre, l&#8217;outillage reste la propri\u00e9t\u00e9 de PLASTIPOL. <\/p>\n<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-accordion-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-5375\" class=\"elementor-tab-title\" data-tab=\"5\" role=\"button\" aria-controls=\"elementor-tab-content-5375\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon elementor-accordion-icon-right\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-closed\"><svg class=\"e-font-icon-svg e-fas-plus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H272V64c0-17.67-14.33-32-32-32h-32c-17.67 0-32 14.33-32 32v144H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h144v144c0 17.67 14.33 32 32 32h32c17.67 0 32-14.33 32-32V304h144c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-opened\"><svg class=\"e-font-icon-svg e-fas-minus\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M416 208H32c-17.67 0-32 14.33-32 32v32c0 17.67 14.33 32 32 32h384c17.67 0 32-14.33 32-32v-32c0-17.67-14.33-32-32-32z\"><\/path><\/svg><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-accordion-title\" tabindex=\"0\">Quelle est la garantie du formulaire ?<\/a>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t<div id=\"elementor-tab-content-5375\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"5\" role=\"region\" aria-labelledby=\"elementor-tab-title-5375\"><p style=\"font-weight: 400;\">La garantie des moules est normalement de 2 ans ou 500 000 cycles. Tr\u00e8s souvent, cependant, nous donnons une garantie \u00e0 vie dans le cas d&#8217;une production \u00e0 l&#8217;usine Plastipol. <\/p>\n<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t<script type=\"application\/ld+json\">{\"@context\":\"https:\\\/\\\/schema.org\",\"@type\":\"FAQPage\",\"mainEntity\":[{\"@type\":\"Question\",\"name\":\"Quel est le co\\u00fbt de fabrication du moule ?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"<p>Le co\\u00fbt du moule varie consid\\u00e9rablement en fonction de la technologie utilis\\u00e9e et du cahier des charges. La norme est la suivante <\\\/p>\\n<ul>\\n<li><strong>Moulage par injection<\\\/strong> &#8211; le co\\u00fbt d&#8217;un moule varie g\\u00e9n\\u00e9ralement d&#8217;une douzaine \\u00e0 plusieurs dizaines de milliers de zlotys. Parfois, pour les moules complexes \\u00e0 plusieurs cavit\\u00e9s, il peut d\\u00e9passer les cent mille zlotys. <strong> <\\\/strong>Dans certains cas, nous pouvons fabriquer des inserts interchangeables au lieu du moule complet, auquel cas leur co\\u00fbt est de plusieurs milliers de zlotys.<\\\/li>\\n<li><strong>Rotomoulage<\\\/strong> &#8211; le co\\u00fbt des moules en acier varie d&#8217;une douzaine \\u00e0 plusieurs dizaines de milliers de zlotys. Le co\\u00fbt des moules en aluminium est de 30 \\u00e0 50 % plus \\u00e9lev\\u00e9. <\\\/li>\\n<\\\/ul>\\n<ul style=\\\"font-weight: 400;\\\">\\n<li><strong>Thermoformage<\\\/strong> &#8211; le co\\u00fbt des moules en bois commence \\u00e0 quelques centaines de zlotys. Pour les moules en acier, il est g\\u00e9n\\u00e9ralement de l&#8217;ordre de plusieurs milliers de zlotys. 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Pour les moules en acier, il est g\\u00e9n\\u00e9ralement de l&#8217;ordre de plusieurs milliers de zlotys. Dans le cas de la production en s\\u00e9rie d&#8217;un grand nombre d&#8217;\\u00e9l\\u00e9ments de faible \\u00e9paisseur, les moules peuvent co\\u00fbter plusieurs milliers de zlotys.  <\\\/li>\\n<li><strong>Extrusion<\\\/strong> &#8211; le co\\u00fbt d&#8217;un moule varie g\\u00e9n\\u00e9ralement d&#8217;une douzaine \\u00e0 plusieurs dizaines de milliers de zlotys. Dans le cas de volumes de production importants, il est possible d&#8217;amortir le moule dans le prix de d\\u00e9tail. <\\\/li>\\n<\\\/ul>\\n\"}},{\"@type\":\"Question\",\"name\":\"Peut-on fabriquer un moule sans production ?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"<p style=\\\"font-weight: 400;\\\">Afin d&#8217;offrir les prix les plus attractifs pour les moules, nos calculs prennent en compte la production ult\\u00e9rieure d&#8217;un moule donn\\u00e9 dans l&#8217;usine PLASTIPOL. Nous <strong>ne fabriquons pas<\\\/strong> de moules sans intention de production ult\\u00e9rieure.<\\\/p>\\n\"}},{\"@type\":\"Question\",\"name\":\"Le formulaire m'appartient-il ?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"<p style=\\\"font-weight: 400;\\\">Dans la plupart des cas, le moule appartient au client apr\\u00e8s la fabrication. Dans le cas de moules moins chers (co\\u00fbt inf\\u00e9rieur \\u00e0 10 000 PLN), afin de minimiser les co\\u00fbts de mise en \\u0153uvre, l&#8217;outillage reste la propri\\u00e9t\\u00e9 de PLASTIPOL. <\\\/p>\\n\"}},{\"@type\":\"Question\",\"name\":\"Quelle est la garantie du formulaire ?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"<p style=\\\"font-weight: 400;\\\">La garantie des moules est normalement de 2 ans ou 500 000 cycles. Tr\\u00e8s souvent, cependant, nous donnons une garantie \\u00e0 vie dans le cas d&#8217;une production \\u00e0 l&#8217;usine Plastipol. <\\\/p>\\n\"}}]}<\/script>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Conception et production de moules Nous concevons et fabriquons des moules pour la production de produits \u00e0 l&#8217;aide de technologies telles que le rotomoulage, le thermoformage, le moulage par injection et l&#8217;extrusion de plastique. Quels sont les moules et les outils que nous fabriquons ? Nous pouvons fabriquer des moules pour n&#8217;importe quelle technologie de [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":6533,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-6579","page","type-page","status-publish","hentry"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v26.6 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Conception et fabrication de moules en plastique - Plastipol<\/title>\n<meta name=\"description\" content=\"Conception et fabrication de moules pour la production de produits en plastique. 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D\u00e9couvrez les formulaires, leurs avantages et le processus qui permet de r\u00e9duire les co\u00fbts.\" \/>\n<meta property=\"og:url\" content=\"https:\/\/plastipol.pl\/fr\/services\/conception-et-production-de-moules\/\" \/>\n<meta property=\"og:site_name\" content=\"Plastipol - Votre partenaire pour les mati\u00e8res plastiques\" \/>\n<meta property=\"article:modified_time\" content=\"2024-03-27T23:07:48+00:00\" \/>\n<meta property=\"og:image\" content=\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/03\/check-mark-1.svg\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Dur\u00e9e de lecture estim\u00e9e\" \/>\n\t<meta name=\"twitter:data1\" content=\"10 minutes\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"WebPage\",\"@id\":\"https:\/\/plastipol.pl\/fr\/services\/conception-et-production-de-moules\/\",\"url\":\"https:\/\/plastipol.pl\/fr\/services\/conception-et-production-de-moules\/\",\"name\":\"Conception et fabrication de moules en plastique - Plastipol\",\"isPartOf\":{\"@id\":\"https:\/\/plastipol.pl\/fr\/#website\"},\"primaryImageOfPage\":{\"@id\":\"https:\/\/plastipol.pl\/fr\/services\/conception-et-production-de-moules\/#primaryimage\"},\"image\":{\"@id\":\"https:\/\/plastipol.pl\/fr\/services\/conception-et-production-de-moules\/#primaryimage\"},\"thumbnailUrl\":\"https:\/\/plastipol.pl\/wp-content\/uploads\/2022\/03\/check-mark-1.svg\",\"datePublished\":\"2022-03-28T11:22:08+00:00\",\"dateModified\":\"2024-03-27T23:07:48+00:00\",\"description\":\"Conception et fabrication de moules pour la production de produits en plastique. 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