{"id":31159,"date":"2025-02-06T07:12:37","date_gmt":"2025-02-06T07:12:37","guid":{"rendered":"https:\/\/dat.be-creative.ch\/nos-strategies\/"},"modified":"2025-07-02T08:17:22","modified_gmt":"2025-07-02T08:17:22","slug":"nos-strategies","status":"publish","type":"page","link":"https:\/\/dat.be-creative.ch\/fr\/nos-strategies\/","title":{"rendered":"Quelles strat\u00e9gies sont disponibles"},"content":{"rendered":"<p>[et_pb_section fb_built=\u00a0\u00bb1&Prime; _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb background_image=\u00a0\u00bbhttps:\/\/dat.be-creative.ch\/wp-content\/uploads\/2025\/02\/could-you-guy-suggest-a-picture-about-what-trading-company-does.png\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_row _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_column type=\u00a0\u00bb4_4&Prime; _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_text _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb header_2_text_align=\u00a0\u00bbcenter\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb]<\/p>\n<h2>Quelles strat\u00e9gies nous proposons \u2013 Une solution adapt\u00e9e \u00e0 chaque objectif<\/h2>\n<p>[\/et_pb_text][\/et_pb_column][\/et_pb_row][\/et_pb_section][et_pb_section fb_built=\u00a0\u00bb1&Prime; _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_row _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_column type=\u00a0\u00bb4_4&Prime; _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_text _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb text_text_color=\u00a0\u00bb#000000&Prime; header_text_align=\u00a0\u00bbleft\u00a0\u00bb header_3_text_align=\u00a0\u00bbleft\u00a0\u00bb header_3_text_color=\u00a0\u00bb#000000&Prime; text_orientation=\u00a0\u00bbcenter\u00a0\u00bb global_colors_info=\u00a0\u00bb{%22gcid-primary-color%22:%91%22link_text_color%22,%22link_text_color%22,%22link_text_color%22%93,%22gcid-heading-color%22:%91%22header_text_color%22,%22header_4_text_color%22,%22header_2_text_color%22,%22header_5_text_color%22,%22header_6_text_color%22,%22quote_text_color%22,%22header_text_color%22,%22header_4_text_color%22,%22header_2_text_color%22,%22header_5_text_color%22,%22header_6_text_color%22,%22quote_text_color%22,%22header_text_color%22,%22header_4_text_color%22,%22header_2_text_color%22,%22header_5_text_color%22,%22header_6_text_color%22,%22quote_text_color%22%93,%22gcid-body-color%22:%91%22text_text_color%22%93,%22gcid-secondary-color%22:%91%22quote_border_color%22,%22quote_border_color%22,%22quote_border_color%22%93}\u00a0\u00bb]<\/p>\n<h3>Flexibilit\u00e9 et expertise \u2013 Nos strat\u00e9gies pour votre succ\u00e8s<\/h3>\n<p>[\/et_pb_text][\/et_pb_column][\/et_pb_row][et_pb_row column_structure=\u00a0\u00bb1_2,1_2&Prime; use_custom_gutter=\u00a0\u00bbon\u00a0\u00bb _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_column type=\u00a0\u00bb1_2&Prime; _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_text _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb text_text_color=\u00a0\u00bb#000000&Prime; global_colors_info=\u00a0\u00bb{%22gcid-primary-color%22:%91%22link_text_color%22,%22link_text_color%22%93,%22gcid-heading-color%22:%91%22header_text_color%22,%22header_4_text_color%22,%22header_3_text_color%22,%22header_2_text_color%22,%22header_5_text_color%22,%22header_6_text_color%22,%22quote_text_color%22,%22header_text_color%22,%22header_4_text_color%22,%22header_3_text_color%22,%22header_2_text_color%22,%22header_5_text_color%22,%22header_6_text_color%22,%22quote_text_color%22%93,%22gcid-secondary-color%22:%91%22quote_border_color%22,%22quote_border_color%22%93}\u00a0\u00bb]<\/p>\n<p>Chez <strong>Digital Theta Trading,<\/strong> nous savons que chaque investissement est unique. C\u2019est pourquoi nous proposons une vari\u00e9t\u00e9 de strat\u00e9gies de trading sp\u00e9cialement con\u00e7ues pour atteindre vos objectifs financiers individuels. <\/p>\n<p>[\/et_pb_text][\/et_pb_column][et_pb_column type=\u00a0\u00bb1_2&Prime; _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_text _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb text_text_color=\u00a0\u00bb#000000&Prime; global_colors_info=\u00a0\u00bb{%22gcid-primary-color%22:%91%22link_text_color%22,%22link_text_color%22%93,%22gcid-heading-color%22:%91%22header_text_color%22,%22header_4_text_color%22,%22header_3_text_color%22,%22header_2_text_color%22,%22header_5_text_color%22,%22header_6_text_color%22,%22quote_text_color%22,%22header_text_color%22,%22header_4_text_color%22,%22header_3_text_color%22,%22header_2_text_color%22,%22header_5_text_color%22,%22header_6_text_color%22,%22quote_text_color%22%93,%22gcid-secondary-color%22:%91%22quote_border_color%22,%22quote_border_color%22%93}\u00a0\u00bb]<\/p>\n<p>Nos strat\u00e9gies reposent sur des ann\u00e9es d\u2019exp\u00e9rience et une analyse approfondie du march\u00e9. Elles offrent un \u00e9quilibre entre s\u00e9curit\u00e9, flexibilit\u00e9 et potentiel de rendement. <\/p>\n<p>[\/et_pb_text][\/et_pb_column][\/et_pb_row][\/et_pb_section][et_pb_section fb_built=\u00a0\u00bb1&Prime; _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb background_color=\u00a0\u00bb#C1D9FF\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_row custom_padding_last_edited=\u00a0\u00bbon|phone\u00a0\u00bb _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb custom_padding=\u00a0\u00bb0px||60px||false|false\u00a0\u00bb custom_padding_tablet=\u00a0\u00bb0px||60px||false|false\u00a0\u00bb custom_padding_phone=\u00a0\u00bb0px||0px||false|false\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_column type=\u00a0\u00bb4_4&Prime; _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_text _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb header_3_text_align=\u00a0\u00bbcenter\u00a0\u00bb header_3_text_color=\u00a0\u00bb#303133&Prime; global_colors_info=\u00a0\u00bb{%22gcid-primary-color%22:%91%22link_text_color%22,%22link_text_color%22%93,%22gcid-heading-color%22:%91%22header_text_color%22,%22header_4_text_color%22,%22header_2_text_color%22,%22header_5_text_color%22,%22header_6_text_color%22,%22quote_text_color%22,%22header_text_color%22,%22header_4_text_color%22,%22header_2_text_color%22,%22header_5_text_color%22,%22header_6_text_color%22,%22quote_text_color%22%93,%22gcid-secondary-color%22:%91%22quote_border_color%22,%22quote_border_color%22%93}\u00a0\u00bb]<\/p>\n<h3>Nos principales strat\u00e9gies<\/h3>\n<p>[\/et_pb_text][\/et_pb_column][\/et_pb_row][et_pb_row column_structure=\u00a0\u00bb1_3,1_3,1_3&Prime; use_custom_gutter=\u00a0\u00bbon\u00a0\u00bb gutter_width=\u00a0\u00bb2&Prime; make_equal=\u00a0\u00bbon\u00a0\u00bb _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_column type=\u00a0\u00bb1_3&Prime; _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb background_color=\u00a0\u00bb#FFFFFF\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_text _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb header_4_text_align=\u00a0\u00bbcenter\u00a0\u00bb background_color=\u00a0\u00bb#5d7ccc\u00a0\u00bb custom_margin=\u00a0\u00bb||0px||false|false\u00a0\u00bb custom_padding=\u00a0\u00bb16px|25px|16px|25px|false|false\u00a0\u00bb custom_padding_tablet=\u00a0\u00bb16px|25px|16px|25px|false|false\u00a0\u00bb custom_padding_phone=\u00a0\u00bb|16px||16px|false|false\u00a0\u00bb custom_padding_last_edited=\u00a0\u00bbon|phone\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb]<\/p>\n<h4 class=\"p-0\">Strat\u00e9gie conservatrice \u2013 S\u00e9curit\u00e9 et stabilit\u00e9<\/h4>\n<p>[\/et_pb_text][et_pb_text _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb text_text_color=\u00a0\u00bb#000000&Prime; header_text_color=\u00a0\u00bb#284CA7&Prime; header_5_text_color=\u00a0\u00bb#284CA7&Prime; background_color=\u00a0\u00bbRGBA(255,255,255,0)\u00a0\u00bb custom_padding=\u00a0\u00bb16px|20px|16px|20px|false|false\u00a0\u00bb custom_padding_tablet=\u00a0\u00bb16px|20px|16px|20px|false|false\u00a0\u00bb custom_padding_phone=\u00a0\u00bb16px|16px|16px|16px|false|false\u00a0\u00bb custom_padding_last_edited=\u00a0\u00bbon|phone\u00a0\u00bb global_colors_info=\u00a0\u00bb{%22gcid-primary-color%22:%91%22link_text_color%22,%22link_text_color%22,%22link_text_color%22,%22link_text_color%22,%22link_text_color%22%93,%22gcid-heading-color%22:%91%22header_text_color%22,%22header_4_text_color%22,%22header_3_text_color%22,%22header_2_text_color%22,%22header_6_text_color%22,%22quote_text_color%22,%22header_4_text_color%22,%22header_3_text_color%22,%22header_2_text_color%22,%22header_6_text_color%22,%22quote_text_color%22,%22header_4_text_color%22,%22header_3_text_color%22,%22header_2_text_color%22,%22header_6_text_color%22,%22quote_text_color%22,%22header_4_text_color%22,%22header_3_text_color%22,%22header_2_text_color%22,%22header_6_text_color%22,%22quote_text_color%22,%22header_4_text_color%22,%22header_3_text_color%22,%22header_2_text_color%22,%22header_6_text_color%22,%22quote_text_color%22%93,%22gcid-body-color%22:%91%22text_text_color%22,%22text_text_color%22,%22text_text_color%22%93,%22gcid-secondary-color%22:%91%22quote_border_color%22,%22quote_border_color%22,%22quote_border_color%22,%22quote_border_color%22,%22quote_border_color%22%93}\u00a0\u00bb]<\/p>\n<h5>Description :<\/h5>\n<p style=\"padding: 0 0 20px 12px;\">Cette strat\u00e9gie est id\u00e9ale pour les investisseurs qui privil\u00e9gient la pr\u00e9servation du capital et recherchent des rendements mod\u00e9r\u00e9s mais stables.<\/p>\n<h5>Caract\u00e9ristiques :<\/h5>\n<ul class=\"sections-col__box__ul\">\n<li>Risque faible.<\/li>\n<li>Focus sur les options et ETFs liquides.<\/li>\n<li>ROI cible : 5-7 % par an.<\/li>\n<\/ul>\n<h5>Pour qui :<\/h5>\n<p style=\"padding: 0 0 20px 12px;\">Investisseurs prudents qui pr\u00e9f\u00e8rent une stabilit\u00e9 \u00e0 long terme.<\/p>\n<p>[\/et_pb_text][\/et_pb_column][et_pb_column type=\u00a0\u00bb1_3&Prime; _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb background_color=\u00a0\u00bb#FFFFFF\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_text _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb header_4_text_align=\u00a0\u00bbcenter\u00a0\u00bb background_color=\u00a0\u00bb#5d7ccc\u00a0\u00bb custom_margin=\u00a0\u00bb||0px||false|false\u00a0\u00bb custom_padding=\u00a0\u00bb16px|25px|16px|25px|false|false\u00a0\u00bb custom_padding_tablet=\u00a0\u00bb16px|25px|16px|25px|false|false\u00a0\u00bb custom_padding_phone=\u00a0\u00bb|16px||16px|false|false\u00a0\u00bb custom_padding_last_edited=\u00a0\u00bbon|phone\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb]<\/p>\n<h4 class=\"p-0\">Strat\u00e9gie Mod\u00e9r\u00e9e \u2013 Croissance \u00c9quilibr\u00e9e<\/h4>\n<p>[\/et_pb_text][et_pb_text _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb text_text_color=\u00a0\u00bb#000000&Prime; header_text_color=\u00a0\u00bb#284CA7&Prime; header_5_text_color=\u00a0\u00bb#284CA7&Prime; background_color=\u00a0\u00bbRGBA(255,255,255,0)\u00a0\u00bb custom_padding=\u00a0\u00bb16px|20px|16px|20px|false|false\u00a0\u00bb custom_padding_tablet=\u00a0\u00bb16px|20px|16px|20px|false|false\u00a0\u00bb custom_padding_phone=\u00a0\u00bb16px|16px|16px|16px|false|false\u00a0\u00bb custom_padding_last_edited=\u00a0\u00bbon|phone\u00a0\u00bb global_colors_info=\u00a0\u00bb{%22gcid-primary-color%22:%91%22link_text_color%22,%22link_text_color%22,%22link_text_color%22,%22link_text_color%22,%22link_text_color%22%93,%22gcid-heading-color%22:%91%22header_text_color%22,%22header_4_text_color%22,%22header_3_text_color%22,%22header_2_text_color%22,%22header_6_text_color%22,%22quote_text_color%22,%22header_4_text_color%22,%22header_3_text_color%22,%22header_2_text_color%22,%22header_6_text_color%22,%22quote_text_color%22,%22header_4_text_color%22,%22header_3_text_color%22,%22header_2_text_color%22,%22header_6_text_color%22,%22quote_text_color%22,%22header_4_text_color%22,%22header_3_text_color%22,%22header_2_text_color%22,%22header_6_text_color%22,%22quote_text_color%22,%22header_4_text_color%22,%22header_3_text_color%22,%22header_2_text_color%22,%22header_6_text_color%22,%22quote_text_color%22%93,%22gcid-body-color%22:%91%22text_text_color%22,%22text_text_color%22,%22text_text_color%22%93,%22gcid-secondary-color%22:%91%22quote_border_color%22,%22quote_border_color%22,%22quote_border_color%22,%22quote_border_color%22,%22quote_border_color%22%93}\u00a0\u00bb]<\/p>\n<h5>Description :<\/h5>\n<p style=\"padding: 0 0 20px 12px;\">Cette strat\u00e9gie combine la stabilit\u00e9 avec des investissements orient\u00e9s vers la croissance afin d&rsquo;obtenir des rendements plus \u00e9lev\u00e9s.<\/p>\n<h5>Caract\u00e9ristiques :<\/h5>\n<ul class=\"sections-col__box__ul\">\n<li>Risque moyen.<\/li>\n<li>Diversification \u00e0 travers diff\u00e9rents types d\u2019actifs.<\/li>\n<li>ROI cible : 8-20 % par an.<\/li>\n<\/ul>\n<h5>Pour qui :<\/h5>\n<p style=\"padding: 0 0 20px 12px;\">Investisseurs recherchant un \u00e9quilibre entre s\u00e9curit\u00e9 et croissance.<\/p>\n<p>[\/et_pb_text][\/et_pb_column][et_pb_column type=\u00a0\u00bb1_3&Prime; _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb background_color=\u00a0\u00bb#FFFFFF\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_text _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb header_4_text_align=\u00a0\u00bbcenter\u00a0\u00bb background_color=\u00a0\u00bb#5d7ccc\u00a0\u00bb custom_margin=\u00a0\u00bb||0px||false|false\u00a0\u00bb custom_padding=\u00a0\u00bb16px|25px|16px|25px|false|false\u00a0\u00bb custom_padding_tablet=\u00a0\u00bb16px|25px|16px|25px|false|false\u00a0\u00bb custom_padding_phone=\u00a0\u00bb16px|16px|16px|16px|false|false\u00a0\u00bb custom_padding_last_edited=\u00a0\u00bbon|phone\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb]<\/p>\n<h4 class=\"p-0\">Strat\u00e9gie Aggressive \u2013 Croissance Maximale<\/h4>\n<p>[\/et_pb_text][et_pb_text _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb text_text_color=\u00a0\u00bb#000000&Prime; header_text_color=\u00a0\u00bb#284CA7&Prime; header_5_text_color=\u00a0\u00bb#284CA7&Prime; background_color=\u00a0\u00bbRGBA(255,255,255,0)\u00a0\u00bb custom_padding=\u00a0\u00bb16px|20px|16px|20px|false|false\u00a0\u00bb custom_padding_tablet=\u00a0\u00bb16px|20px|16px|20px|false|false\u00a0\u00bb custom_padding_phone=\u00a0\u00bb16px|16px|16px|16px|false|false\u00a0\u00bb custom_padding_last_edited=\u00a0\u00bbon|phone\u00a0\u00bb global_colors_info=\u00a0\u00bb{%22gcid-primary-color%22:%91%22link_text_color%22,%22link_text_color%22,%22link_text_color%22,%22link_text_color%22,%22link_text_color%22%93,%22gcid-heading-color%22:%91%22header_text_color%22,%22header_4_text_color%22,%22header_3_text_color%22,%22header_2_text_color%22,%22header_6_text_color%22,%22quote_text_color%22,%22header_4_text_color%22,%22header_3_text_color%22,%22header_2_text_color%22,%22header_6_text_color%22,%22quote_text_color%22,%22header_4_text_color%22,%22header_3_text_color%22,%22header_2_text_color%22,%22header_6_text_color%22,%22quote_text_color%22,%22header_4_text_color%22,%22header_3_text_color%22,%22header_2_text_color%22,%22header_6_text_color%22,%22quote_text_color%22,%22header_4_text_color%22,%22header_3_text_color%22,%22header_2_text_color%22,%22header_6_text_color%22,%22quote_text_color%22%93,%22gcid-body-color%22:%91%22text_text_color%22,%22text_text_color%22,%22text_text_color%22%93,%22gcid-secondary-color%22:%91%22quote_border_color%22,%22quote_border_color%22,%22quote_border_color%22,%22quote_border_color%22,%22quote_border_color%22%93}\u00a0\u00bb]<\/p>\n<h5>Description :<\/h5>\n<p style=\"padding: 0 0 20px 12px;\">Con\u00e7ue pour les investisseurs pr\u00eats \u00e0 prendre des risques \u00e9lev\u00e9s afin de maximiser les rendements.<\/p>\n<h5>Caract\u00e9ristiques :<\/h5>\n<ul class=\"sections-col__box__ul\">\n<li>Risque \u00e9lev\u00e9.<\/li>\n<li>Utilisation de l\u2019effet de levier et d\u2019actifs \u00e0 forte croissance.<\/li>\n<li>ROI cible : &gt;20 % par an.<\/li>\n<\/ul>\n<h5>Pour qui :<\/h5>\n<p style=\"padding: 0 0 20px 12px;\">Investisseurs ax\u00e9s sur la croissance avec une tol\u00e9rance au risque \u00e9lev\u00e9e.<\/p>\n<p>[\/et_pb_text][\/et_pb_column][\/et_pb_row][\/et_pb_section][et_pb_section fb_built=\u00a0\u00bb1&Prime; _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_row column_structure=\u00a0\u00bb1_2,1_2&Prime; use_custom_gutter=\u00a0\u00bbon\u00a0\u00bb make_equal=\u00a0\u00bbon\u00a0\u00bb 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Y74eu7eIY8v3sLgfP8nmbYFvg2T4Hf0zrTknyn1dyQ505rsyjj3g3ZFvDstS0f\/XZdd267DJOM37ktYpA897Zs+WDL9vsZW2dUX85vtdotnkOet\/LcD0NWDWNGPCU\/5nkbzwnP23l+L88n85zyfArPiOdTec54ipwOeD6d54UwZL0x5l6eQu8iT6F3iafQeyZPoffveAq97+Mp9P49T6H3\/TyF3n\/gKfSe5YXhrULwB7zSlnL4bEkIyR+UhNB8jiSE6A9JQqg+VxJC9oclIXSfJwkh\/COSEMrPJ6Gs\/qgkhPILJCGUf0wSQvmFkhDKPy4JofwiSQjln5CEUH6xJITyT0pCKL+EhPL8U5IQyi+VhFD+aUkI5ZdJQij\/jCSE8sslIZR\/VhJC+RWSEMo\/Jwmh\/EoStwnln5eEUH6VJITyL0hCKL9aEkL5FyUhlO+ThFD+JUkI5ddIQij\/siSE8mtJ3C6Uf0USQvl1khDKvyoJofx6SQjlX5OEUH6DJITyr0tCKL9REkL5NyQhlN9E4slC+TclIZTfLAmh\/FuSEMpvkYRQ\/m1JCOW3SkIo\/44khPLbJCGUf1cSQvntJJ4ilH9PEkL5HZIQyr8vCaH8TkkI5T+QhFB+lySE8h9KQii\/WxJC+Y8kIZTfQ+KpQvmPJSGU3ysJofwnkhDK75OEUP5TSQjl+yUhlP9MEkL5\/ZIQyn8uCaH8ARJPE8p\/IQmh\/EFJCOW\/lIRQ\/pAkhPJfSUIof1gSQvmvJSGUPyIJofw3khDKHyWhJupvJSGUPyYJofx3khDKH5eEUP57SQjlT0hCKP+DJITyJyUhlP9REkL5U97hqBlu4Yzl2jzFeLF76IsDXetMJuKgef7udLxv7jHebMxfvzgc48B6O5dm\/chkPBuuM36GA+s9yY\/Em8R37HVmHcVdMpmtQa8\/Nr4f40S3bU6HgtTsRLN+OD6YdiHhR1M8SpwicUGn3bp4HDQIiEBASTzmQu8ZBxEcL8+EcfzYaK\/TG98bkfT3cJWIfezh1+Ip9\/qzzmBIKtunv5E4InjMF4iN9InVkc7P+vsa5bVFSxcGO2zGYWOFja7IxTbrLmMY\/9j\/v0128QinCIP0ys5UaI5omdwxZcb4D9dBusLYrQN7CH8sHvRMdiSZC4NosIPgPJPl4U7hTppcxM4jMnteHtqjaHc83TdDszTQEXuRZ5Y11d5jezAS1gGtdEYA2WVVpEggV1gILi0eN0O7ZK4knz5lusocs5C98cGwVxL+ap0RAPi5bjrG76QybK5GUoXE8V2VrWK6IX2pZ05MpKdrWoRNNSf7++NnDMSFbRK3R8ZL3qkLqkgv9sxVxNjPDUZs6aTls4PebA\/Orl6Abljveclc05WWcNBlu3XtQMpc5mEqIck8w7t+JoLY6ER7RY6pMDSr5oYEhNbeGKmeilpWZIt1UyQDwAxZMQ+a2AhwG+1tyzi9wjMPvuAC+QVUZLTPFg2Tbx6yB4v2cGAB\/tCBkHx48xAdzpGIixFDd\/ug1HaZqLEeBKurkWycF6BMLyU3b4ndNCfCbcrwulxQyrOhKt2U1NDhMhPX+Lnz\/UuGPeMu0OpgFAsTrRdIeXCuz6hl2DWSs1uZ7zdZybg9S47DKXKIdmDH3890Lg6iduccA+JJsi7ahA2IrY4egdjGr+7udWR7159GYHhJThuqlEUV\/EjSDYRMAL7f7qD35rnwM4TXyLw+6x0fanx+CxrS\/JJZ3u0MhztESoWvyEy9Y\/uDOFKa9O5KW0uDuz1mE5rgKHpe7tzw0mQvYqX08r3k9DBinfSWdobskb73YCxG8U2ed8UudBNhvsrzVvYYzimkzhfHF8F5reetzpLwPnuzqdvB58wJB+\/3Eq5ODsfnRJUUpT0uxfJo7O5G\/RmW2qx4p2SAoWXpv87zruqxTb7Q71WV\/zdkvavLFjCXs5OR66230Ft\/3ltM20JvMTILvc0d7m3+8t4uuV5BY6G3yw6e6u3Kv6G3xw73drVnO1dV\/unt8Y0UD8bP7hAf70Vml+CHXXtcpCSzF+OxmcoRIk4IMwnmlaI504SQsLFxOjPAfgwhhfHdt3XPMHWWTK7oxGn8ZdYDGxUA7V41VkwkKbuLhOps0vus5ApRF1Lklpi542m\/mjp\/ZrXYHUyjWSIXaQuG0vn8ugye8Ve64\/39Dl0o2pV4HhbqGTuD6DR9kAFULaD9y4l3ehfcOpW\/3CYvKagiRjXsz8zz82Y5ZfNXyonqsMBPCaUhTQ9pxk2LP+F0CRNxwdnMIhYZoSu41pkyhG4c0kzbWJ3qnNSUTL0\/u3cMuustottnbJ5J0JA\/SZ8vtxoyJTCWe6GMMoxit6xRwv5N7+1MGTbrFQmS8T3Rncjc43nhpf2d8dDxEGkG5u5BXzQdtxRJKz5RN8jth3Swv4Z0WccZ\/Zgsiq0Ol++jTFCYAMN3JrKDuNf7I\/EcEKNra5ym7B1E\/TXUZl08Ojp7aaQLk4cXNtjdbYyGl1qM0oXOULEzZTtVKvv7BzMRgS7slq6\/SJeMs55+IYr6s0oPLuk\/yjkdgPNuz\/NcQQDoEgQ6kpUZgOHWdKWHx+3qt\/oMoX\/elsbEmYtaCKK\/JJKV3ncEIujvoW6EPtG58cGk0sNZNxkdRtL3M+mspMm838PdkvWGLpH9gGfycTZU6h\/yCHunSfmxEVhsLnTUH6g4bvAByrdcoyjCv4LRQAQi7ErvX8MM6UD5gZDwwg5orvdA5Rw9TzDdjHkImQdEa+\/1978G0zLrqwNc1umlSu9rIeHCfQ1mBKM03oehPlHrB0RT89rqjMSLlPGfG1+Uzxrf4GJ3eCC9AgjZ4bCzo6bmQl+mc2NCV6iKG42SkaZmFzOCTdPMUTWsz+VzCoc7hU9kykE1aAckCKUewg6ZAZNJv9eYtA5GcoNR\/BLfWs9Kj42W8aYHo2p\/dI5pTHMTG6bvRRR5mWl\/h9Wh1xjBpgVl\/\/UWquMua9JMmPy0kFfpfBJhacq638V+hR6i48io1Ue\/IgRoMl0MPM0XZddWGRUPdncx7VTNOkZaQkEAucvY0OZZwwa2Uwv9sFtHmMlMYwJZTX0tZnKOGSZ+3jWfksOSA7WEjBBcXuCoOcTECVvIem+A+z691JhEIh2p\/xns0SJUZPZZGHVQkenoXMky4MSARezuSWtRe1xA4KOe+RzjMZ810pzaBJ2NMO4v4Tqedeu4tzvoD2n7uRnxZUFguq7RgC457DEyMbCKbXbLPOBsApbt4TR0mwlKEiPW7Ew75zj130sV5kfYaiS3tDbsTJzC5pqcMKKkJqgV9cCDU+JS0LQX\/HwOA9brcq2UTEYuHW8WBZ4NcVr6Oueb0zHbRH95JpktRokJQxPEAywfoVoNrKc\/iyUhwr4fPcajB8QI6Z7vAA\/7Utgfshb3e4x0dhAVx9Oe2+odgZCLDnbkgGkHr1Qad7M\/H3XJdWJWlnCDIrcC9ntrhCPK\/QjHCALL814srkxfQhMWygIKZH2aSZ7ufBRd1rTt\/RfpXYjTI6unmHc46aPoeD3+yi4G7YxdsyItxIDcw2Bb9nR7yPGYmLFmJ1nHI2JaeMoy4dCw3NBaTlns2+PQ9Ro0ARCt9PLd2CbalpYORrtD2b7JtZA0yeVBtBkXqQxXLNuluH6tQ0wldou6MdRS9SYHO8NBtAcxaVjYbY\/b\/c5+dc6eNOIfbiRTIV4kTmC8ZIUz6fbcDxFSjd3wXjiV2R4psrgvGN0FFhY9jKPpbt36b6I8lDPdMDUicRVLujg8mCY2fX48xinjOoF6uRlPzmv1J5xUOSwO9OwpuyH0bk\/JvE3OSl1xcpvTtIJqQW7sk3QUGqLn4Kw1WmcLLZmFILEtDxXH3rItsO0F5U4g9nUQCzb+tTNp4BoRFhNFozu62cFlxbL2BgcSCsrOwzw5HkmYJx9Npv1OD4ylaG98L+pAgKrYZ5B74jqCvmxpbOFVY0LYFNCIyxyzlV1u9aJLHL\/kEid0zWQKnpxqN9vC6HN8c6ojfXm+b644iOXzXN9cOVYpPM83V+3Mpf9s31zNsE1njbhT12i2pVzB97XtqYtP0aUB9nSq9fBcAneV2KSuEnuXYYvtkgov9I03jtvw5+JiGthOsNylO5GLO5FPd2Ip6cSytqQbpspoVyKYM8G503i9A2wRYJj3MSCzsRSU+xcGXRe4ycYnpXIopPcsvRLHdHpw6SuMII4cdZPHIZeKrXjbJNpqK5dKZ7c1EOwdaoTVTzLmJfQ4koWG\/jKQ9LzSY6pZqWCUqGVpvtQ32QbTgx1\/0+0B20KA5RVONBBk2o1mfCfGk3RS4ksuvhmTKXJi3Eju92RdNkHOOUCMn7dvMJBacgwUCcKcwwUXPw5TxU4Ibmgl6bVcMeNA2d72khs37taydxkB24ekJgd+lfJ2fEv\/cvQCNoRFVQyI7+8kYKXySkQ5B5VkjshErHcI4aoMFcvk6oUtzpvVKzQNJrh9zcALz+ohty\/PbaJsipBxt3\/0El42IC4soXcoM5yyqoARv\/QBgglb63pRgIPRJmS3m7dtb90OwLc1QzwFLDdL9fEI12VwkRH2BrLzVtZuN34Xh2Umm0A24qh9dOGcrAN1cRlYjclWysyZvnktuk+ucTAb4pTIEk45SxDDwa5eNozkl8BYGxPyDPX2NOvK+QjwMpvNwk40Hh7M+m5fziLUTffqPt8c+17WehueXqVCcdA92Bl0w87+ZIhmeua469LWumMJt3ttux4E7kZPoXq2cFdIwqtqjEru2Rr\/xEw6+jT2CjJx\/YU5PjrYDzGmDFRkcK+cHSAEH1loKNOEEMa5A1a1qcstKd+M8\/JEFrvpyHyTWUlRclbwmKXmcquRLRUaDnR8TtVBTqzjD6BmGvaE1dgwYTDOUcJylWmysoFwL4aaYdW3+ZYNS8BCyIbNj\/hbsmXJhJJsiwjkBotVebnkzsML263GGYH47t2qTLC2RvCYVJYD9oZuaHLuGm6+OD2I9hp4SkSipStUO3rhUkTbZOp6rQlL+tIJKa98adTZZ2hVScJERTO70\/73HuBBiQoQ9Dp3ju7R+Wh\/PMbvEsuZIRKiUjtc9Ryu3EIlvPODYWd6eiDoADJU6c+6ezwWanrjVJfehNAZDHVh1VnXmBXkJ84AQohNp4u0+bgNLplhCcWjUmmn\/EA\/EoD1YuLghXP+YtdREJgnMCnzjqYigbgqEfrejJumjkwVW4Qg5I4bazbGBnUEoHZD9J8BvjMob5\/dCLCHG5Vqebuxtm2LK\/X17bWWfXGT8cdW3uVKpKJfmHYTLlhtkVBhZOWJlywaF2f9wQjfOlmNM9alqhISpe7BdACHXm8QTYadS3UxJasIy2bVcsB\/c3jAuYtrbaIZ9IxqxJwOtMJ529GmlrX6ww5R3z1bITtRoK2w37cHblRxE4Ek24wymwacfyZ6tnYwnA2k9f50TbZeW3YoGCBd5lEQtvrpfb9fGtNBibfVOnIaJ1eH3Oxx96NluePhuzUtY5cwUtl4Fcsl61te6mzPD2IALQX2tbPl1KXtlaTRYNSbOM3ru6T4ZbB2Dw55rBBYt33L3ft9k0kqk0DHh02pRQ9T6NYGUg0UiyujEZKScqJClXK5qvfPWY109ps5yJ75ENVwVRu7uwXI8YjgIHXPq8gSx9MrBlV9B2yxtdrA9oeuRQCl4Q8x68aWDJpFKkX3w+meoV+sLEwPmguqxcZZa\/gxMgUnczymln3jOdWqNUWJT6FX\/pgDpLzCaOTcHRYigvqzSxb7Rmcjhba1kd5ZtmFiyPzkjYtMrVLfjsFZySRFuVrhzqQId+bOedGSJZmULpcaLXmFTrYPmzILVxIrfEzsMmNhr0Suak735ou6dHyN1PZaoVbR+3QnNOtulp3UzNm48VNYgGDOyxXEqlDRbbnrj2kAciUjjwM1B1xlAc1CuWwBV1uAu4d\/jc0pV84nubYhlfV+2nXpd4evV1bi3txwueiN781E+h9HH+alJXbw54jDNNVXRdB1CELAFEryimylWKnaxlC4DRwt9eN8ud5rm81cTqqkK7hZviuoWhU1jRYnpkLVa1ntaVbqcmErAz1kRCpbrG4KQq4dqNDz6y37XsTSEfQPiBzto+FdbehT9KeroJLmdzjI6ez05UjpCOaopmu9N7Ed\/qSPXdPa5tNMhssqSOjCjyMLmC5vMOvvE9fyPX+Oi8mMm4SuilvqfQIkhbN9hpmupSjB2ntMdl671u\/I5QQ5qxIzFIqXYrLWAJrE8HnOFPqxAUzxmqJAdGQg9L1dojJCjrQ\/G7sUPoCFaiOfZwsyG+MC2iy7WF13rG2QJUHiexiNPO5eDF4bXMTo46dZmqGeV6jfRABgGRfDOq+rZsVFMGrjC323VxsPe2d01SFmyZK8liy3fgp3w8YFK4iZKoeO+FmyJV86FMFgC9YfitiVaT1zPM+YjGw12tudNzWkzC2acs53flMPH7P4I+f6eAPYTtYrn5MqrUuTQW9AqFs6kJ0NWA1nuMyVaPy0p9x8CxXlpGcKolCmU4Lc7xVka5vpso+PM1kpiI3lUjmQb4EwhubsRqUdFBvWzfP0FQkxUn452NqW1wMb+kmOTAiWwLOlhnwHglQOC8r2NXkTOo+Xc96SzxSqzQ25jyjvL4hFIuXp+9HuQwLufMJhxxM+xACxFsVvGenb4HHOD7H1KFqIvuGSzCsVN3GAeHpiipjKdnovYFvZ5SLNmGdnCBMhqM1JD+FsjgYX27FQEZP6fATZpTYizSTCzTJdL4QJiVyd4SlpjNj492ukT4ZKnvZCw5Mnex1i23nja8ICnzLBJyRULmcVZmQyqaxFeOpMRHKMWcHTgp42srqSk6cFPX0QNW3UTnSfafMGb5Htd\/jDuT5r97\/gm2elgU7JzRd972ecJ\/b76n4W5MhFYrnv8sz\/tf4tbsmSucUlLQf9QRSOd2fOBQulCDbe6A2i+nhkJetY+w1ga4PhMMb5OfLOR3eQXwDSwL6xndOYn0zfuOxLloM20jBv9M0vepotL3T292PPm\/SvesjkCLf7nb55fbpo7sO\/wze\/plOI41cc4K2E1I9nDnnn7\/THzyD2Ex4wzdEvdhuiA+pvUmb+hoOlC7XxeMQetzoYXorb\/Ri+9B7HqxguJwXkeY95pefAKWFowavjgkQOCv7lGOx2yUnBa5MCjRzOC34lLpCN8hz8uhic4oc9vWWD8t\/xIgX2AAoKQX1zvx0GhVnEuOTPUiXCsMDen4JZpgT65ymocCSwD6QiLs0Oli8yL\/e8P\/CO5LCYoMLlu1AamY324BZN+QfYjrNNuwISsGSr0ZDQXWRek\/U+H2uAbmbmKvBlzzwTagpdnFf\/jlRSIR1y\/750wVxnvt+Ck9UhpYFf8czL3FnBovq+yDuI4+pQTzdyn1w16GKiji7+VBy6R0xiID7s1qaqneVndFL\/aMYh6dj\/tYQSLGu2+COIsXQrPf2bmFg\/2TytciCC+8E+rLRY6StzKiLpcn83Ml\/JeM\/3F8DINzL\/kvF+1He9Fim8zTPfO89aWyLjwzLvhClwidX\/+1Ef2REOZFgZpFY\/IpASjGRg2OiY58eHAcQ2bUXt4I8vsoYx41BIvJLIfDnjvYCAKCc7hWm\/eLDjCP1GckQQyjmD+arnfclbAOE7Pcv3vqy2PfYzxnHGdmESV6iKH2By5g\/8\/fkK96yM+arekQvpAp7LtXHaVq6wCthDPVkIcKBWzHWHQBbxdAKNT\/9WzPWHYRb1zIy5WJBLfhsMob1daJ5gHn4E2FZoJyVbzBy5cGOeaB5xGdAibwq8xKpmrjOPjNO2aEuyqRs+N5hHLUIs2lkcn\/jkc2IeP8\/Z4u8SCdVZ78zUfF2ctkXfreRESe7zzBPijC37HqdJbQc1r\/HMf1TJa9BnRKB1f388qkr0Fm9VopT\/YaEU1+vi7KBDoGOO8SxmYYJSHjB1+9IPZlga6wfSWHZxFXmlUZ6dRsEqya1UwD+YBod4JkzBu\/vTMUXPSRfVD+xLbvYFu5n5oSMKnQ6YC+a5R5SuxXH1i+aH08WlDqedzzTPS8OSde\/7zI94LPKYsZj4xPySxUzsxPvA6NAfexvtweZdvjhG5JuEdJCnEvLMX8TgKvIh\/5eENy5WGXqJzv69j5SYuUedrkfmnz3vF+J4ApPSOWGfYMlNgdTReU7G\/KM\/g8Ama3pVA8Uxo0vmTz0pYQUdDrqs0odKX5CZjSW8KHcP2mu4zgg6Qizen3lxwe7uYsn7veSuoHl\/1vy9J7ZGqH0wS9hDpSRdEFDEyu49R1krDnqDebM\/rbD2FFkpovk28zIkFW10eq12tU0ZsrrP7x++VPfDmcieZh\/Yy9obqA6D8bzU3e+8S9rp8U2cjp5Xo7dkUxb8zZKp4cqgNOZNmfkl8mWXtGjfAp3kgHElydjCb40wZ0SeVuVpQd\/OqYM9kzNDczzJ2MLv6MEs9hO1GpkV70QqaxEK++wm4PQKeVpQOT65auiiRGuvzUhpJWrYQwvQr1oA2HprAlND\/FXf\/F7K42jY7tHTqy8D2qrrWC32o0kc9Jp03qJsROoPuTvOK+amdN6i1C1IDal5pHlIKmsR7rAQ5qF5tHlokrGFLZvXL9U8Vq6nxzlbHO7iJM19p8fOs7b8blvBggTjcWmAxfnOvnppkXmB7329S9uS7blg4tjGrYdAFnFX2l3vj\/f7cqfiDb53Wxpgcc7ZlmOgYN2+CLJ4ezN0fr5irEHIcivs\/2xmsTQ8P5hUmH2eeYWWbLJgynzsM1cjJsrE\/JzC5zXae4PueYxORNnPHypTq2NuMq\/KJAqLkuvZaWRe5Ht\/nJELq1gx5tR4Uu3vsmjMNYLh\/wkvjdASJTiE8eI5RnE8I+xzBJWfPIxzFKGXzJHmJQNxGOTCEnYImfzUYZz2GE+J0jnKSzVgxJaC7kcsgYwIwlYz8dMepwQEJQrRBCotkZD5eM78suyKLzvve7a\/MxZXjm5vqFsG7OcdzHYiAb\/KgaXnCfAXHFC7mkBf7aDoI5sk5qbM8tc4IE3ZeYY0ftnBbFMJ+LUOLE0lwF9xQG0qgb7OQUNVSQtmTUnL6lf9vXHsNyWimpmHmwcfBbfa3IzkWyxoUd+UDQufy9jCZ2he+sWyCA\/n03mLMlRQs9OTBRaU\/XTeotAgoBIjgQFVu2I2zEUFnj6w37Y5bS5p3paumQ94mt1I2HYEaeAvbBELlLp884IP2gICVTjBVfOXNmv9NvIfsvkmPgDOUTh4ptSqmn9aAGv7FUJrESx92halGbdFa+Y\/uqK9wbDnqq5Px\/Kdhc\/YEseWDiHQ\/7QAtUoA+LMWrGSUftgf7iKcz1l47OVQxdTNj7FDBdjCh59G\/btl6C8y6D9uwfqxnab5Q5tzPLuRoqV3+\/uDEZ0mvJ0zfySeTZx5z0IN5QIdYT83My3z175EGfospRego3zS7qCLe5HzXpo5x6aiJe+WfThjflNz2NyDfZwJAG9WAMXrcLZifkuzttxC3qIQEAqcrGG87zG\/rRCLkwDfqkDQ6I04JL+jeYvkQG\/jvC0cMQXXO\/tMeXv9\/SM+eo7DJhKUUIjuwH5UzIm9lxJiPTRGogUvmBcUEce5+QrCovJj3pyUunEv9s3PpGBtapk7sf9zUHl+3+ZnPcLPiE+x7javSGE1cdT60wv9UI9TYfq32CESY1a3UfHb5i0pkHzaaNX89pxXIruMBh4Z2z7mdHw3pU2R2TK\/m2pKwojjA1HGt6cxax0y\/FOL+nsembgk1YN3SACP81jN47+ggcOO3Lh4Z6qBUG\/QhsyFWUHfwBNb+OdzVitz0pF5a9b7pDfeeQbdssgx9HWZpIIOEHLToLN5b9b8L88evOrm6b2+d7\/LS1Qb99Sezr7P9\/42lpiEg6BBIMd8YQ4LCNEA+e9zSJX+27X1o7754hyutXF18Hv+xxxKfQv7lzmsxJRhCJXVyHzQ9\/7PvKzNGp6cO37EN\/83VUQ3CcGZ\/+F3ksOKyHzO9\/6bv4\/S4MeLx84Gw\/eelZmjlBAuJyVyhvJZ3\/xRhrjOoY\/SHjf\/zVPoJvrlbOCK+Z+Mo25Bj3iT4p0ewYUHLN7C5tAwoTY6N2LSuNutwKQYDWET1AVeFHe9ypJ+wFbAvDJrfpC4iwO35faqeVXW\/IaeLKD8Fwb9e7X+R7Lmpb4y7HYadM0zL493UCXEK4JIFt6f9fXNyiZquMN0xUiY14sh258ouQ9nza\/FdWkGT0un7QvzRJonhKvEcwqlNaJDg5Gqr3l13vxM5l495pD3UYj4IOy+eWfG\/IQ\/B5fsJwyXMAEWWLYiCw92ZhzuuOJ3ZMxPuvJSp8uWGWvGDKLkS755iSupjCYHs+QKxYuz5udcgXhBs8GEmf5KB9kYX8Caq4a+PWN+0R9EZxUesgael4FCJL+E\/GQGIiPHRtSQO9+gaXVQPuPI1fqzTk\/k9JKsea6DBRdEwOZFWe+HHaSJ48Uqe6nWHx3Yhe8VWe9HXKEyL+pWZ3RV5V6eNT+RUa3BVsdLF3OBlcBXMNYUk71Q8lu2hApWRyPz0Yx5iwVa9LOynCv4t4lUOwuCwZS9JVqxO9ALYzJK\/\/2y8iazl500a4SNt4D0RZ9opbuG\/gXPvNhuUsNJn8VjWh+L2q2aH5LlBMd9wrBKMZJ7eWYmystS8VHP\/G8\/EnBbIEr4Y3nzf1IwwqDYBsKEFtTfF5WTmLQ7Y\/sRW0DcQ75y9PG8+d00IOxPCJqJrqya92Z6A4mf7Tc7BIM5+GCl+s8cpElkoDUez8h+1mVjuVLrc76rVdUSuaelHf7nDEearsgRVCfiCxnzX2O4rdLsHESsCF\/MYHk4zWEqlwcy4USJvmLlTHgoGB3sr2HE0Gzz6qz533b1oECEEhfclzU\/4Hf0e5IjjAkETs5z1kEsyhS2K26QhFBPXQa0yKW+njAw9moRGvbq35WXQy16sD+Ap+qABwbwRh4uZ4trM1S4jdKcZ6EB4UHpvEVpMHdQo7TrjEv9mMuhFv0uy0lIUAoSRPZ97xsWQRYPjSB6qZKIxBX7FvOkRYhF2xnqgKzj8kTsAbxvTOUtRneXYUPnovOE\/1RQyCO6DGiRsVFKe7yGPDzDApNkLcKFHYzPwhdlH28efRhmUe8kXtbjHEs\/pUrHzM3miYdAFvGeLqMop7zHNGGB3xaxuFZYB6chUpTA8w2LEItW7bhLYe\/2zR9ylCarpubf7Jmb51mL3LOAhM8tt2otmV\/RnTQxnL2QRmY4VeaNGTssRQbb6lksKgRzr0TQMQav973ne4ytqrVoFWUv9CJ11+Zfh\/su8\/MsfrKBDfeZlXv0nP68yuG5rX6PeK9tsQ0rhSjcWpcEBH\/dIaJKaFIXfxsmWXq+x7wJsgmMgYLIb3JYf5FDHPHFp\/1RPC9XEYilkqwo7\/I50KAMc5g6vaiq\/sSSyZl3eyPQiQOTVSvxajwKPWIYHrp5\/XLfvCcuEJdL7GyMAGN\/HJfNBVoRwcG8ILzCN++9HKOAkcXasTqy7TZ\/ogiothrKe8xfafc7eGdTzjVFdO6wVrbAhRH+uchcPIWP2R1TCZo0iahkCKrm7+YE5GRUKDwAgY975\/uXCBCfO4cw78+aT3gXxnjWgayKzb0pJwiI+B894VTWcdGkYn93PMWDIP4sHbzH+8\/uBK2KcxOxsfL+izdjhCWeLJI3r82a\/8qAwOheg\/M1lBxG8bHGWFGC66Rh5If8IfhsbNzO7XmEVnf6PSXwoax5oU+ofK\/Wx1wr6E05Aj\/oAeMsowx7TnlY7H7KjwasPWyw43OqZmfUH0p3X+F3uvREw68b7VpV5s8ncsS8JB7cYrabT+bMr6eQqnJPBxG8MXllTJv\/YM68KYGUMIUH+\/RMthUT8242hUmZBBWKl0J8D0relzFvT0oERmFkPpTz3pqGsth+yDO\/k4BafWI66LIq41ty5m1JibCip6lsPHPmdxN4m1Ee1TGEMP7xBBp2xxMwP5rz\/kFecqQYlbmc99\/LiOOKSGedi+b9GfNpkKPk4y8v4fwjM2FhVG6+4psfy0SqVXr\/eB3rgf6+I3mVTt2YpuwAOBz1vd\/P9I68hPwWn3GLcH\/h6FDRW33zB9LEEbeI3+abd2V2pF1l5s0+7O8wGyjccu2DW+mJOP+Xf6gE8Lvz5sss8zhc8p4bEggusor2pBRV+YHMFJsWo59hYq5yuiGGfry7G6JrB5FI7Cs585985EG92CgI+OMZ88cOXEPze4yUgD+VYQO3P8DjEERLxXwqZ\/4EPlJXN2j+fT66jqOC+\/5l3\/wpuwn25Limu7hT5rM581e+nVHovU4++vN+z3zY74qBbNmDn7ml\/nyOLd7UQq3zs2r+1u+Nu5xBcdSUpv25nPk7aHNiirqkb05xbux7n7T+XgGynAiJ18fBthXOp3QSFWaz6WCHECToOfNP2gvVPO3KV3Pmv7BB2cc1Tb6a+CwPwjHMfSbx2Z75n5Cz\/ixyti8kCufYORHPT+KrMjHc0RTDDOwHM73+budgOFsoQDD3mBeC7gJWRcRwfiIqSZX3se1W6LyKOPZa50+IKsdA6PC\/VbvnZ8yLMjtutYnMfXnzkkyks6NEVQTxSmZQ6k3YcF72eY99DAZlDJ32WEBIb0rzNPgxApluabbvTkrxGiNC2cc983qI9vqBlteZu7TzhljbS5RwiAqviAf0T3jm1xSd4FDqm5LPYcnNdPc67IP07nZkPpn3\/nABkXMq86eZ7n5ERA7VYTV9IfsuARwyFK\/ImPsE3MIqt\/vuYFAKXp0x92c6g4Bh7+trbSWmzDk60h\/26uroy8cofsqhqGZUnY19WUZfyi5PO0wEJox5ad78dAp2ZjALhmic29a8PE9j3TEE0FLWTwt9S8b8UmbvYEckF+siPJvXZcxrOJiSzx2xUoiTpuivz5j3ZEqwmUjAz05YOLFXHGvEF6R7xmf5xn\/QxapnUDSJPzXxSIYtBnmMq5VtHakt\/lWzwYxptWpYAvFUkhsmPvZuCIosAhxyGrF\/mh+MkmVxxWRjaOdiCpqLoYNRVflSO0tBPi7gCHehYGnIKNDq8i5q203eh1iJxt1Bx32GyYKOnRuPOZgo4PhdYkJGLEerZnVHAhkhPktXLz9cpA3jmePdA7wC1dQNjAtqho+5ak4sggMCT6vm5BxYHPcuxbinFsEW9wrHJW3fY65M8aiAq1KSdt2ltjF+K1hzN4vDUqEa8PRKtTBRZT+LwpaYmmQZAyYKg7Kr37EqTVFXrBczm4FhikVoo3ykiB2TjC1k1lKIHeMTS2ZF0oXnxZmYTIQp8PxDyAMsf4xq\/FqhXdrYtp9lNS5T14vUVItZtdWNLzNMZ47ldTwxL4W\/LlMdUxvh6MviT0nmsroNZoVupo0X3LFZqIa0YFJYIX2kE4foy0FL8RK7fmM7QUnDwYxfkF9cc9fRTTlI5YT1EgOSsg\/zF7xfmfEuLw8ovCTtz6HaGkd8xltgShgpHcZCjJVQLqbSuNEL+uVCW662SkuXmaQ5L\/dZXhYwAsqElUgypWGHE8jXwMSM8nI\/6sqERYyvtSJZqGmRzcpGUBBByOf\/jEvfStJz6dtI+y59O+mMS8unALMuLV8D1J++Wm8VmvJ+Qr5qr8IvFauN0pk7NhvtgNxyioUUc75yqzwhs\/s9mr7cAPr+ngWCwli7jFtK\/FrnsGW0XxYDs4vdgTxJHyPADpUUdhcgS+ibMibr0iHOyH6HVcnkFqiVFoqNt3UzPTELKLJO2PnhyWhSfHk5HZgJyhvd4AhMGX0zQ7OA3U6X+smrTV7p8Frho\/FyaaEz3BIceRsd9vA45gFWP9MhMjEhi7nz9vvsP6qQIeMTK1ZXJFMTqHhESNmsyAuh8G+ahU37Zl67sS4XqAW+HQP9mn35KLNZd6msQ5PsdgLN6S8+zt\/4y2u+WCidcYAlBei7UcvYeiKUGvRUXTB+fpddX3O+nEXqQM8B6W8T4m2tJdgsX\/QsCyxMVbHQ3CBq2Go2n7ftlrF07FIWA8JMK3wNBIPhXhJV0n0qST\/1ctjiHH0Xc3SxMKBEZqjTxwsyViSSb+7IWIKWovEeaBwqDSiCSGaEYlgjAj8XUjiyp0v2ShbjvazKWwsQ8+iU4Tn8CpGXTODUmzz+HFipl93LMaF7GSl+Iyhr3+eZ18pZgHv\/J36FW37VMQW1r4IsLQLj10CWF8HJ+yIrW5WwUtTF0b7o5Cznavxm1PHkPaUT7puGaCVNKRPbh\/t8chFHW78M6dQcyfJxNK0rLkM7mtyVxUarDEAaTER4lQO6mgn8agfXFhPoNQ5qG0jA1+oPntTb282WvE\/RrgTS3nVWlKXGZn3xta3ra5X5q2g3yPtmceZGKUkEeZMUJbkH6RtZyYtjD9Zs\/ILWQzSnbLQrjbo0\/9D5m10P01L3ktnDq4dfI3ski0bqPbNHN7aCVqtSRuu2Q\/25zm2moTGPiXVa3KYkODGfPfenZk8aJaCcKZRMEqDQY3OdzCPBBnSP8cWfszEEKqZofwDaC2UBBUKU2a7HU+ZjOaHnpnhbqHJMgtfGoUh6gz0n+SFIPiBeAJKQH\/Tgav4SJ6TlEypNlwcxRfAjEDxUGlB0NJnFlsU\/Bz1F7GMQOxInAGFOMgKIFfYLGjJougZAS5H6BKQuKw8onJOZuALhzKJWZv39tqybxncv7Rh1KXg6Yun4xLyxTyeNpcoDCueNCdB8htV3EY9lZ9RRr8K+WPhJMHD2WSLqDLyqR2bGqTwxbyICn8WBuMABlGY+h++wfxARBpDc5zMmb0m3E3RcHUlX4891OR63Ygos9yRLss7MS2sJSdYj9t7wAHMRTM3aUKuxIzV+OX0QlJwdidTsK03tViBPz+E1WRvZbMteyHjxlwIW5O8QLUF3siTkIGLuUsPCTHCbdoIvcjUfp2uEjOxaA\/vEM+D1HuM\/c7y\/M+ivEQQRr6RuxYsTlqpeTyp+CZGmX8TOlY7GM9n5WrDoRT+A4fAr9Y2gVcF4VapVa7JsATvoVAsFVnx7v9\/42bgLbk5\/FWXAWmxphhU3M+yf63QvOedBPLeyqNBrcD4WaJZFOMeskEe2+5zHIWvnuwlhojALrwaxkZcxctUrUjc3k0F9Vtbk0wJamkzltRMiyUorMs\/OmuU0lytQolFcF5xZzl7Nc7Lm2AJ\/FlW+Xjp2DGEWZ3THZu7z7NckbO4ek9kdjjuujE3+Aqm2sGjy8gPPiFYHhocXfyyFQWA9qpeCbfmCCYBMfbNWdC\/\/1exvvuUXCDYP9Y5JwByXUKhmVz1v4OLk8vEmB31B1vObh3qN96QRHCHqQM\/PGrw6zMJ4aJ6bZe8sAbsY\/3lZkzlEg7+Ky\/QI1uLfQtT3G6UD9ktgDpXm9gcjEb+3TyiaJ3z3J5LI1A\/zwd7eUYYLz9Vjj671iB\/betlKqqOLYkEqMxH8C6luHU3\/gZHbgml8ebkR66A+nWFQ8NzlR1ZkUDzrFAdyjsLA2N8Tcz9MZvRzOTw9GdvtoMyMYi8NwC+0cTU2AvldZlDkp9fiXymXYvzGTRwRaSn59XKBu7dU9W5C0QUmwXY\/O4fl2qyXCu2ApH19U9wEMr6tVkvs9sIXIWx6i6AGs0lB7gpEnfEklzmrORkD9lPJbQkrmqVCSdwXGjFhIB5wW3V3rsRlHCwnjowCt8OgivunpW4vRCoHqyIpt8dINxZHMuRIienus5fRBKzPmITsH0i6Lqpk2sxGMX6WQx9XbT0Q57KOM+5+f9Skf\/PaDWG6Temg8VcmDuQkkW5vAIY28FJ0X0JYALOWM0JKWS8XKdv9XkNhlGKJ2vY9BkzG0h56BnAZS4+\/cGBDY0TnKVsRv6nIFnx+z8hc0b6rSSSmVdEfZjGlpgy4536vxC+FsspkThe2iN04nKwce\/HMnQ51fPK6N7lDQEvNu9obClxel1VqJVTwsfBsRbcfq2ca8t4wqeOtzVAgJ4oF\/eWdk2xuKzjHKrdTCZ96PgDdtcr66UKN1UV\/rsWUW4XSZlUXmjKBDWYQgy9ZP8ni0gYAMjEgKLTUr87GALbEgbKQiyFV5\/XmK7LFZE8fjObXNFjS7PvIcWEZhY8L8Sl46JpYMFibUKLl65zTMuvtQOuk10gYejZxQIbJLmpiQn3RrionmEIYazQkyaSB2s4BAUd7O+11GMgBHgOurwx+\/FoaYcaRuwRDLlucVzBZ3aZY3dyszzNespfEoaDrKoqM5WFkt7P+sSFJJfPGrMHbISLAGpgzx45gAbdIDimSAyOiqnTwTVmz0lsEvRm1XgSJRLFxb8mabG987wiXB+8+aSzHFIiQRX\/UJeQbQ\/MiHsScfGkuJ1+OXJNIfxWmG7tVylH55fLcL5AC2zFvkQHhyZNS7SthNNFFxGGcuGLxeIkAY4ivnnAcXMtILE6XoWx4lDRM\/Fulpqo\/4+O19New\/MNovi02thh\/MV3spMXiUrM\/MQqKCe5M0vPvxwlmfInAzw3Ee\/EYLSq\/DTWyBZF5Z9bjaGvuymQjBpbthYTD9kF29hsB5xLKgVLxlwbzFtqAzZbBEUhACzdkUdukIHVBNsNK2SaE5i4P4MhzKqLkk7sDudk0vikrvjauMPXy+xIy2xio+01+KeFty+0k27phYLbR8Q\/gSo2wKXaGDgcdAjyobGk84gQJup1hQRkTz6bjUshF\/BKLIEv\/\/Ot\/BUUx\/iPmnNWhzmxFwnNYG1RzJ1uXBJLueL8T4UEpzt0mO8eRDtk+pjoe6gXFQ1eE87Ant2EpVzJtsySRu+GRl0xWLr+scmxOH+ckWrhOvWrZWzsYKX2z4h1nBk07FsHNuZ78gkFMogUFQrRSnDTrmRsPIVRiLbjQTzxMuVZx07wv9qr2MiZytDkdVkb1\/r1sf8G5aqZDGg+wivvkImxLrKl5a86cWoSbt2fN1YsgtQQM6zWqSQVt2rwtY644xLGN5s57dKXiyy3H9ljGioG6NgEVLxX2dee4Yq6jR1Z5Iprxrk+yc2V7R9a7YZGpEAmVJSDyoEV4EhZ58CIc\/DPqaj6ko2oBWR3dd2fNQ+cQrVLpUf1hCbC5J7PrXVnz8AQUysQ378maRxRikMXC1lhzuKkGJinVpkw+3t+6H6y1HxvZ1t94lZgZoPRv2GrADFj6R2yJwwHJpiA2CAcwl7Rm2RMvTUPHiNjOtV2J+QxT0xPEqRydNvWIni2Hc7J6\/UjPO6BFdv6BLTxRZ4LKeihLo2eCu+Jvp7BqnqnjZ879PLHN3p3Fxp3btuN+M7ydRwYvRw7jiPyRyzIujio8n+9fEp9GXv6AaYW6tt6HKd6AaXm37TzMHuhXY\/SldMaLzvZHlfkU4KRgJDzb5cWwdMz3QKVG867t8qYsBLGrbpHFUAsxb9\/m+71NJnulRzt+AipeSoCZXY51zqhaZSPb0AeyhFViVItYQbanxA47aEzAwpcCnBF798o\/4foUTbubmvLjA+3MLH7J1RZk73WHzbk9e7MDQ98XQm0kRPlSgl+Rs9wNe94cn0inYeJhX2Dmyv2+Y\/EZjTgB5FcZiJQiHNcWtuwypwI4gQa5+\/AMiPYKqMSF0KrQHUcIiO0kiPO+A8pUGUfMaXJB318+0L55cafF\/YtZyyyykj2yf7kj+pdfxDzr5HZYQLEUl7dgRy5+4Fh2O6MLnUjuyXFefiAv+e2yV5OLCI5t9MzXfLkvhlBmWsZWWrdama2NDzALfq5rz2ieZDxbrkSrHPFpf3rGT4FDPAy1e\/J7K7uHKVpKG\/qWQou1h+pLhJ2Gg+55gmPgEMua6HyGanholdH3KqDi7nEmq5PfZuCZauyVLjDB5AROPy9ByrXr7Y1n0WQ8c1k\/YqPu0rFNSCrb0cyNbc5hfS0CjLM1SJV40RuPXFnWVSuyXE2IpMwqPfNWz+SSNsO5jS9oRdu6fnlqTY7oWUzwHsaT\/TF+cJfzMtFI+MH2YezjusBQuEWYUkL1pn17KzCGyxrDRoS98xFMSOH\/F0YgZS3KIWaELviwswgHHzALYXaLqTIOxfaX9B6QbT9n0eu2Os0NoiajAiuivUkmFAUHkkG\/JJInCzaxWi\/b0b7Iy6fqcEUyj9GxXCC2oNfvNeOxs82phtmGomT+L2H5ESJkEZUwCJ78oIGTQlmwnbZE5lNEw9qyXKnOJi69MQ\/wNVYkqlsr6cgOEVvbeUz5GD9QG\/t81nij\/r1Jxr9Mp8qiUxlSsfYBQfcG0YbFrIzq\/XsPdQEl7CXM\/bOEOeMY1kzGRa7vCtWlyhwcjwyjEklOW\/EONxuzFy7QgbsoppMCZyd7CNJ8mWVHjHZJrQPGOFo0Is7suEml31uoM1Aur7vZMK6B6KI4TW3UYBcH\/2vWl3wY12lpF3vYaKCC1ZAoo+xv0LPKrquDXtKNUn845LSmIpB8AiEMo5ClxTFtaldNRn7LljM73Z3L1zhbNknEq1arcE4nGX+xKlNKX1dAMhOlgsDkvcFzjKm8Ss5CG+s2NjyUweEMRr40xAyOlLFY4vrttFjpLHXzBZTqcnAImYPIfIV9fJp8FrXH+Cb0MzuLehhPhQqxA\/lxFz9S\/MRYZ+Ku2c+MMVyXNy0cHcFomHDkiDomIvOsnLfIpK4hnP7M16icRM8stTWRpSXJPMhTKZFXZL6a9ZYoI9ipVx+Z66IIWC4EzrLJiti2eX9L9rDzmKjsImVr0++ViMmhAVQpIJghm6tYsWWFAzybsnK7l3bgwN\/o48nu9DszRh4zEUhsWMO8psh5cpLzNvE+4E349h8TG6gyQp63LeScI8ypj8QDd7AE4iTY\/VZOVn71ED7KpN+nO33zsayZzxlzj7c83qEheaEZE7rS6+OVxNd\/jmEysCK6YEfm41lv1Y5EvEhz9pj1js\/ilaVhdSEyn8x6J2hqCrer5qQObYyzYe0FE+bUArwZm+aKjGTKwrBzcygx+bIMAJb3ygm5uW5xPJPzruqmBvM5OXP1hYVhey47Q6zDWbmAh+yulV8AXWPXGqIU6JpnrktZrtgCRuaLWe\/6GXrgBvZfsuYGyYaJFL+UNTcmg1LQBSlkoG7aHXcPosaoDbKryyZwLxn\/5+fY+sXdC+frZEGploXjT2e9h1wYHLFYfjbrPbQ7lK9lI6ZV8zBtCipyUlLpIbiHH0VZVuYU9c9kvUd0FrX2eTnzyP6R6+Xnst6jOtRFXNJIFCiWUE3waPbRFkU2RkksQPl5TDKyjkAw7Ms+w\/YJ0wX7VmO8zmg8uiTauhmD7FJdhkwGKwjVyPKEY1OnRIRzEMWULDIu8D1ytUlK9JD3OZwxhugzMdzOZO+Og\/70UupUZGHPVW8TK6zU17eb9uDMa1Y313W7fJiCYfnCa5E9RJ1WYZAd6QTriy3ciam\/mGCulFoGo0QdfW9nyOzTAJYzmcxuOxD4y4gK3fLtTwRs2v2GqJY78l7GIbLHx9jhGfBWf98uXPbkmiFhdwRcs5kZKRHmksnSUFHcthweuZx6LxF57USzFrOdwemFQNtg07H9iVZeigBtboLKxqw2PzbHzM5ZoIJMO5BoXCqQwi59bcr4LeFsPGG7BYlck8FFJeTdU87qOrb\/\/oLtG0QlmZ\/EwqVG4qs5mSzijuZUXpkzfkmnS3E67vS6MGX8\/AJ2d1HuL6PGDF6n5uUM3yRux7yKWPwkVvhmGmzvKJhXEMiuQRhZGP9xgoXeeOmmfIyWJojRtvqsD6Nof6DFdOkxo7mmmOdmPJ0Xcf4FOS83kPaEySPn0Qtz5uFCIVTFd8AX5cyjVdXMCz0vL6liJ+rHi\/ZD5Vy+M3RGf8m+5WQ4644kMh\/ikNuSlTjflj59hzkW50u4THCg4KJZ1ReD6F\/OHNekU20Ci5pdSwIRJ23Dzc4ljr17AE5FC7NLLpy8JOddIf2xPZnPnZfmzJW7UNqyW3y6cZVSr6CRTEcW5UuNg1kk8hl1hyxYxD3FE0DCVytik\/FRw3QNKkVoluVgiAMx3Bz1xNh2z5v7ct51Cmr1U6Drd2IFisyrc94N037XWv7Q\/l5CfGSzZG7UdooMb3ePPQshlzUYtl2\/ScsCgofjqcrtK7550ER2W5dG3QKDi4kD7cHJhx4L8qlX8UfFrD0Eb352Sd4GqdjLDlVYogcP6w4Hkx354keyNrX65\/gbmRflvUfAHZJ0pgajKMP\/Guw9XmarP2FFQkglO5YQe5RodpsZEMlsJfzz2CM\/ufAZ33tccARhu5t0w3bIxB0uSe7t+KKbFpZg691Mi21hkXltzsvKVayCvA2dapqowTlExKDGr2hAsjzY3S3tHUggbnVOCuPjeda\/zhu\/Z38PoU4xc85kurqFqAilrE27OZCzuQqdZBaivAgq3xXqUUG\/xYUI23tolIBoYmmHkLuoJLLcGDBvp929SzThLU8uh60chbxOh2TMj02Ohq9K\/1SFjF9sFeqlDRYuLI6pN4i72tsAIUFNvVXIsdPubjzf\/KUR\/Y3FQft2ORIbgUCc0CLzOtxtyRaFOUHL7kiqqezUFynkJkdB81JdWXw9J3pyU73WJ7auEOMX6pWa7JC2eehqa7aIGEu41UtQyzLlfQKbpDdssMybxoVK5405fPSO9XIEW4HmCrkuExRk5TZr1Yb+FpUXtltWRH6hWinoWbjeNSAhP7XCCXJoLynkanpTIp++7LRk71rKJSdyy3K4zQm23o9aqdS3oChYx1T4a5WgWt4GpI2slmphkjlOQLm53Qrke90n4o6frBXqpOSah3CYIJ+KO9bq2+jOvIMrX7uDSb9sT3LpnuQXerKU7slyzNFK3HJhZE+7jX\/qAe4yrRp\/4fZSpqNHcpzSZXVrYuE7Jte\/OJmywGBFLOjtObYm7oKReScKErk3Fy3k\/Zz37mKUQllsLOhdObMiDYsYLOQ+zxwboXRqOQrSsIW\/J2dWu\/tRCvI+WZU4qm\/1dy3g\/pw5oR6Wzb47Z07u6zlpL8SDHp1L1f0AR1BBwj0+M9OdpcdcLbepk4stm8V2K7nn4qFNjepWYO\/u2qN5vWzT1PmYKVdE2Ullk\/dxcvVGe1tzZPJVtHG7zSwms5RkthutBGV5vRUwf1paQH4lnU8jHivoxnJVNeI4rfA4YXWlsibcnKRWvaA\/0nYKfvVnJbarjcYZvbt0RT1wv5t1ZQUuWpvtDcG8ai4RZmg\/ySTieVvOyJv+DlyYnjsQd0XPz5IZW4vHX09V0CV7hQKc+awGB2dY4ZyyceYSF6zF2oEzTlxaR01qep1oTTRS0r6MIejCkTRNZEbGvBlfQ9sSsuLQCtS8CM3WVDuOvAvI7wz1thDsZVj79PShIlguIo83uwC28Xvij\/UFzYRLVlT4lihNeyyFGkoZkVAs894c0U5ZRBvTMyoN3T1omVKwU99feOfAXTmTg6rmdoEC+xMgolDybpPWo2WmonMMWNwQ82DW39eUvyvkNZlppueHz4bG3pL0aul5AegBfvt3Ac017O2ngZWeeT\/joyOCIGQew9sFbe+tFPQAaCffnDM+irNo9N7C6MVVw76+Lk\/tgTIyYjjpAvuPhTufCb4Q2ZJ2hCfUUF2Yj6SUaY4QUMr+Tj4OLd4sxC+kcESHEtUM5X1VY64ryP1XjuwCEbte0dQDRsaBLDG\/xRcW5K5Ze2N+MT+zrkY6K1TkKq3g5NZahZqsJPpmYD7cKDSTnDXZLrPMRG7oj+Os2NR2vBwcsz9hk+RXXT5eG47PXyRwv1bjlgT7czXJGwmnNOveMriiWqmn3im48rKXDq6S6316iSwFvHoOTG4qXaNkMTeESbGZ0ulrS4gcR3jWudgcuvv\/JnM2kB\/XMxixVoPxQKCDhmD79s5cZ7iFYrPbdjaC\/YYnl9rkWw6mFt\/RKbTalZL2zgsRAg2S9OuFLR6ZQuhs8Ya8tJfbuJW\/+Y3b+Lu0cTt\/lzfk5byVjafw99iGROpkvFaTC0LH1xoNpEDqBCsClj8keVJwTm0I9Ap8Cx5XLtwvukrv8169KX+vYcpu8ry2WuHvdWWBXV9u8\/eGsvT4xrXK+qbSuIlUqdB0HXhQjXgFzweznPB4iKzhDw1q\/H2YKIPK\/uFhDcUi8Qjh6pGMuNB51B38eXR5TWo\/plAsCpuPdRcFH9eSlh\/fkg58nfMMntCu1KTe15dYG3g+kYHj8Q1hoSZoTzpTFD6\/kUWQx82hCugW6cytArhNOnd7zV74e3KxLAVPKZZlZJ4aNnX1epqy8PSz+vimZqXUth3+5rCx2dLbf99SqUl\/vpXYqfTw26qFYiD9+vZKval3Gb6juNluq1wK9vYoqaLw7+53MUHb8eCVSVsZBjKbCiydpNcam21Lax17ynqqI7lRA0fYqqhjZ38W9HQ1WLe3dM\/ISi5dqYout8asR+aeWO\/qWGcetxeaTT3Kt20+tFioYxJIlcSCVwPGHx5E+GVnOCr1NSEQuN6uuZFeR2XlZywtnQ2iyDZVCYNCS3\/j73T6hu2Jud4\/jHm\/WasnSvsoIl8EuxylR5cr8rpVQ3l4bHn+45aPiyX2RKlpp\/M32JF4kpPrzfJErYTPW3DphYtbcTOk1Sej+unfTH1qS9\/IfhqPmPDTSQtt5eqb2nLLmcS3tXFwi6pkhWRcvdJGUDpTbMgv8frym4ilQFU7g1US1crC9KbjJBenU3XyMUxssYh3KVGD5XjAbZsrMcaxsNRqVB0nq3qpRVInw2alnvB1Cq55XMkDbVatvErUyrZ6dbsVBNIq6WsY72LDwq+VHvC8TuRnQdcLgzxvkKdt80blJBbWTTQh6CQfJGR5PliejtRDRGo4mSSLhWqgE\/lMtSGjVa0VWndsao2avTJOCj2raX8ail2uFCxyM0ndYRXLsnfc3oohdcWCLXv43CQ9wg3JI8tMQQd7TFBrbmBkpcXHrwV6+PV1GDI7w5\/APApalRLJr6\/UQ9iwtb4xnna3iT7r6kHmKWFs2L4ZY8Pg2HvM34LJ4bQ1zn4rNUXc3y794\/kd8camJZqGFm\/fQiaMM7eSaceZ28hsxpnbyWzFmSeTUVWVzFPI3CkZ5fGuZAm4WxYTO3TfOV9qvkvmr5vaZL9bhpFdupXV9+AQrKtV2a4d+hgMXljUKw37nZH+gIqXOITWK+7jq4gn8xk8mXRRABwfJvnJo12B45LqCWDNfiybWNGhwFWmJBs2vMBd4lXMMPe7tmb+u7ZkvDInDuLJLyJnsIeFkliPI34Ol5xfOvJLNLi41kIauV223W4kV8o8TQhESgD4Bcxr\/Ap7amOaW9iYRpS7d1nw\/w5tTQcjlyaWaxEL02nHEVr1cgstiLenfqf8NHKy2Ub9GH0SXuxX+RUd0owtiS8TZy+jhUs5E3JfyIlHKS3+c+5QpyKGLjWqX2JULysPKGRo\/U4MpJuO3heht9Ehjpn6IlGMHmvCXrpcz0Y20hBqpBj4MgwExCrVz3WR9n6cp4IcDz4773mR+1oKZ7R5zw8SDAem1q7styzyCD0t7UmQaE200mqfhOVSFYU0fET6fA6VkiKUWqX43Lzh8Nh+KUZ5msdTMwFZRVZIOj6Dbx7iywZtNabeJtaGp58c82TCu0JrqLOsBe3tQlNclVyjrhcIGV5yeVnbw4L+vuZSQcqXQ6vNTbYsfbakHQZF1ALqxLdAMNKQvtmjWS9Y+JkI44t3EFCAu6Bug3cojLvGlHO7v2S+NFvYNF2uPcxMo162GX+BFztmWQLJQ9nLnTIe+74JvrWEwE9x0OFydUYHQcoGFd6flzfZ0gNElJlvE431iTLJUEos0seMpGLtDRuD7ZmMRrsrEjOUaPUDh+azu0kPX5Bn8yNX\/+OP\/CgU+9IoaTTDVCuEO7WvnpOFv4CPtp3X3bN93\/TFhHnn5W4inuO4wdpZ5ADmeaq9ZAHxTPJ1obZQmcu9KL9lhyZs6woIwNO1megdS7vdjAM8kpJt3LL1MvS3iehlkxPKN3ixpBN9j8Rk3dZObA0bOhKeOBM85aecgdCS3cLJNYs5haI7d2wLfVRZ9owg4ffif7FtkxpeobxFrFi5nUPlJsqcTswJtiDAEIj1mDiQeQVsy6hLDCMifOEtVi3PPyTsc3ZmKzk6YlBexVTeSbP5SoQ+i4MtdQhDE1mTKDo01kB5deW8eQNNdzgx7EzNG6m1N77AovWmPEqGqkfmzSitapF5CxrkLiwQ5hkOOxfNW\/Mmb0FtjmXsLeO3582SPfsz78ib5f3OlOWQSGTerHRp37wr7x2LmdBarl\/ZPmFwov3C\/t3Gs7kk6rXiPcArAr0+Bw0ksgXtw5yyntYz6nLmTNStoBaivUGsjcUTs1Gpb29VAvGa\/QZOSusysPvV6W3rwlt\/Ixu\/NZBaarPW6Ln37Hy3rGZ0nSWRrSLlhC3pnfHlOglVhDWefhoDQcwE6fUMy4EeUvsTDBpmIcOw23vOZ4lmjeUK6qFOG3955vr9Wqr3Eh5fx8COZ3t9+VEgCqHVl\/OWdiJR8xqGWWGhmioObQgsYyQWMPICShCWJsPOpaiBpwMnyxuiN3NGUqMlNb0oruU3Ra3+LYhronX\/FsRQNTBWynkN+1vz3wXqpM\/x9ooh9mVHrz1uikyZErZuW0iL9saV206MmALGaB6Y+X+pQEcTN35+5ui\/jY4sDMyhXmZ2OZQM455mZ3JuatO5tPTzJZ1w8wYyuAfRZDy7k17H12\/vIu13FXHdei2Zmp2cqXoLOjMXHO7GAeeK4\/GEpU9MUV8\/VotnO7co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\/&gt;\"><\/span><span>Vos avantages avec nos strat\u00e9gies<\/span><\/h3>\n<p>[\/et_pb_text][et_pb_blurb title=\u00a0\u00bbFlexibilit\u00e9 :\u00a0\u00bb image=\u00a0\u00bbhttps:\/\/dat.be-creative.ch\/wp-content\/uploads\/2025\/02\/direction_3446185-1.png\u00a0\u00bb icon_placement=\u00a0\u00bbleft\u00a0\u00bb module_class=\u00a0\u00bbcol-box__description\u00a0\u00bb _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb header_text_color=\u00a0\u00bb#284CA7&Prime; body_text_color=\u00a0\u00bb#000000&Prime; custom_padding=\u00a0\u00bb24px||24px||false|false\u00a0\u00bb global_colors_info=\u00a0\u00bb{%22gcid-heading-color%22:%91%22header_text_color%22%93,%22gcid-primary-color%22:%91%22body_link_text_color%22,%22icon_color%22,%22body_link_text_color%22,%22icon_color%22,%22body_link_text_color%22,%22icon_color%22%93}\u00a0\u00bb]<\/p>\n<p>Nos approches minimisent l\u2019impact des fluctuations du march\u00e9.<\/p>\n<p>[\/et_pb_blurb][et_pb_blurb title=\u00a0\u00bbTransparence :\u00a0\u00bb image=\u00a0\u00bbhttps:\/\/dat.be-creative.ch\/wp-content\/uploads\/2025\/02\/Frame-11.png\u00a0\u00bb icon_placement=\u00a0\u00bbleft\u00a0\u00bb module_class=\u00a0\u00bbcol-box__description\u00a0\u00bb _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb header_text_color=\u00a0\u00bb#284CA7&Prime; body_text_color=\u00a0\u00bb#000000&Prime; custom_padding=\u00a0\u00bb||24px||false|false\u00a0\u00bb global_colors_info=\u00a0\u00bb{%22gcid-heading-color%22:%91%22header_text_color%22%93,%22gcid-primary-color%22:%91%22body_link_text_color%22,%22icon_color%22,%22body_link_text_color%22,%22icon_color%22,%22body_link_text_color%22,%22icon_color%22%93}\u00a0\u00bb]<\/p>\n<p>Des informations claires sur les rendements possibles, mais aussi sur les risques potentiels.<\/p>\n<p>[\/et_pb_blurb][et_pb_blurb title=\u00a0\u00bbEfficacit\u00e9 :\u00a0\u00bb image=\u00a0\u00bbhttps:\/\/dat.be-creative.ch\/wp-content\/uploads\/2025\/02\/Frame-12.png\u00a0\u00bb icon_placement=\u00a0\u00bbleft\u00a0\u00bb module_class=\u00a0\u00bbcol-box__description\u00a0\u00bb _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb header_text_color=\u00a0\u00bb#284CA7&Prime; body_text_color=\u00a0\u00bb#000000&Prime; global_colors_info=\u00a0\u00bb{%22gcid-heading-color%22:%91%22header_text_color%22%93,%22gcid-primary-color%22:%91%22body_link_text_color%22,%22icon_color%22,%22body_link_text_color%22,%22icon_color%22,%22body_link_text_color%22,%22icon_color%22%93}\u00a0\u00bb]<\/p>\n<p>Toutes les strat\u00e9gies sont optimis\u00e9es pour atteindre vos objectifs financiers.<\/p>\n<p>[\/et_pb_blurb][\/et_pb_column][\/et_pb_row][\/et_pb_section][et_pb_section fb_built=\u00a0\u00bb1&Prime; _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb background_color=\u00a0\u00bb#FFFFFF\u00a0\u00bb 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Maintenant la Bonne Strat\u00e9gie<\/h4>\n<p>\u00cates-vous pr\u00eat \u00e0 choisir une strat\u00e9gie adapt\u00e9e \u00e0 votre style de vie et \u00e0 vos objectifs ? Notre \u00e9quipe vous aide \u00e0 trouver et \u00e0 mettre en \u0153uvre la meilleure option. <\/p>\n<p>[\/et_pb_text][\/et_pb_column][\/et_pb_row][\/et_pb_section][et_pb_section fb_built=\u00a0\u00bb1&Prime; _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb background_color=\u00a0\u00bb#0D1155&Prime; background_image=\u00a0\u00bbhttps:\/\/dat.be-creative.ch\/wp-content\/uploads\/2025\/02\/DAT-logo-white-1.png\u00a0\u00bb background_size=\u00a0\u00bbcontain\u00a0\u00bb background_position=\u00a0\u00bbcenter_right\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_row _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_column type=\u00a0\u00bb4_4&Prime; _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb global_colors_info=\u00a0\u00bb{}\u00a0\u00bb][et_pb_slider _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb header_level=\u00a0\u00bbh2&Prime; custom_button=\u00a0\u00bboff\u00a0\u00bb custom_padding=\u00a0\u00bb0px|200px|0px|200px|false|false\u00a0\u00bb custom_padding_tablet=\u00a0\u00bb|0px||0px|false|false\u00a0\u00bb custom_padding_phone=\u00a0\u00bb|0px||0px|false|false\u00a0\u00bb custom_padding_last_edited=\u00a0\u00bbon|phone\u00a0\u00bb hover_enabled=\u00a0\u00bb0&Prime; global_colors_info=\u00a0\u00bb{}\u00a0\u00bb sticky_enabled=\u00a0\u00bb0&Prime;][et_pb_slide heading=\u00a0\u00bb%22D\u00e9couvrez votre strat\u00e9gie parfaite \u2013 Contactez-nous d\u00e8s maintenant pour un conseil personnalis\u00e9 !%22&Prime; button_text=\u00a0\u00bbContactez-nous\u00a0\u00bb _builder_version=\u00a0\u00bb4.27.4&Prime; _module_preset=\u00a0\u00bbdefault\u00a0\u00bb hover_enabled=\u00a0\u00bb0&Prime; global_colors_info=\u00a0\u00bb{}\u00a0\u00bb sticky_transition=\u00a0\u00bbon\u00a0\u00bb button_link=\u00a0\u00bbhttps:\/\/dat.be-creative.ch\/fr\/demarrer-maintenant\/#wpform-contact\u00a0\u00bb sticky_enabled=\u00a0\u00bb0&Prime;][\/et_pb_slide][\/et_pb_slider][\/et_pb_column][\/et_pb_row][\/et_pb_section]<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Quelles strat\u00e9gies nous proposons \u2013 Une solution adapt\u00e9e \u00e0 chaque objectifFlexibilit\u00e9 et expertise \u2013 Nos strat\u00e9gies pour votre succ\u00e8sChez Digital Theta Trading, nous savons que chaque investissement est unique. C\u2019est pourquoi nous proposons une vari\u00e9t\u00e9 de strat\u00e9gies de trading sp\u00e9cialement con\u00e7ues pour atteindre vos objectifs financiers individuels. 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