{"id":15444,"date":"2023-01-18T14:14:46","date_gmt":"2023-01-18T12:14:46","guid":{"rendered":"https:\/\/wemalo.com\/wemalo-functions\/"},"modified":"2024-10-14T16:24:50","modified_gmt":"2024-10-14T14:24:50","slug":"wemalo-functions","status":"publish","type":"page","link":"https:\/\/wemalo.com\/en\/wemalo-functions\/","title":{"rendered":"WEMALO functions"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"15444\" class=\"elementor elementor-15444 elementor-15312\" data-elementor-settings=\"{&quot;ha_cmc_init_switcher&quot;:&quot;no&quot;}\" data-elementor-post-type=\"page\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d239ffb e-flex e-con-boxed e-con e-parent\" data-id=\"d239ffb\" data-element_type=\"container\" data-settings=\"{&quot;shape_divider_bottom&quot;:&quot;triangle&quot;,&quot;shape_divider_bottom_negative&quot;:&quot;yes&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-shape elementor-shape-bottom\" aria-hidden=\"true\" data-negative=\"true\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 1000 100\" preserveAspectRatio=\"none\">\n\t<path class=\"elementor-shape-fill\" d=\"M500.2,94.7L0,0v100h1000V0L500.2,94.7z\"\/>\n<\/svg>\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-c0d4e3b e-con-full e-flex e-con e-child\" data-id=\"c0d4e3b\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-fda481b elementor-widget elementor-widget-heading\" data-id=\"fda481b\" 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\">Increase your efficiency with WEMALO<\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-885b270 elementor-widget elementor-widget-text-editor\" data-id=\"885b270\" 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>Save time and manage your warehouse with WEMALO.<\/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-52ef603 elementor-widget elementor-widget-ha-creative-button happy-addon ha-creative-button\" data-id=\"52ef603\" data-element_type=\"widget\" data-widget_type=\"ha-creative-button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div data-magnetic=\"no\" class=\"ha-creative-btn-wrap\">\n\t\t\t<a class=\"ha-creative-btn ha-stl--symbolab ha-eft--back-in-left\" href=\"\/en\/contact\/\" rel=\"nofollow\">Contact us now<i aria-hidden=\"true\" class=\"hm hm-arrow-right\"><\/i><\/a>\n\t\t<\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7d77dd8 elementor-widget__width-initial elementor-widget elementor-widget-text-editor\" data-id=\"7d77dd8\" 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>Free of charge &amp; without obligation!<\/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-da49531 e-con-full e-flex e-con e-child\" data-id=\"da49531\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-b6ad797 elementor-widget elementor-widget-image\" data-id=\"b6ad797\" 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=\"610\" height=\"440\" src=\"https:\/\/wemalo.com\/wp-content\/uploads\/saas-wemalo.gif\" class=\"attachment-large size-large wp-image-20684\" 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>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-fb1e2d2 e-flex e-con-boxed e-con e-parent\" data-id=\"fb1e2d2\" data-element_type=\"container\" id=\"dashboard\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6017e5e elementor-widget elementor-widget-heading\" data-id=\"6017e5e\" 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\">WEMALO WMS functions<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-eca95fe elementor-widget elementor-widget-text-editor\" data-id=\"eca95fe\" 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>With WEMALO you increase your efficiency, are effective in the warehouse and manage all processes.<\/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<div class=\"elementor-element elementor-element-5fde9c5 e-con-full elementor-hidden-mobile e-flex e-con e-parent\" data-id=\"5fde9c5\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-55a1dff elementor-nav-menu__align-center elementor-nav-menu--dropdown-none elementor-widget elementor-widget-nav-menu\" data-id=\"55a1dff\" data-element_type=\"widget\" data-settings=\"{&quot;toggle_icon_hover_animation&quot;:&quot;pulse&quot;,&quot;layout&quot;:&quot;horizontal&quot;,&quot;submenu_icon&quot;:{&quot;value&quot;:&quot;&lt;svg aria-hidden=\\&quot;true\\&quot; class=\\&quot;e-font-icon-svg e-fas-caret-down\\&quot; viewBox=\\&quot;0 0 320 512\\&quot; xmlns=\\&quot;http:\\\/\\\/www.w3.org\\\/2000\\\/svg\\&quot;&gt;&lt;path d=\\&quot;M31.3 192h257.3c17.8 0 26.7 21.5 14.1 34.1L174.1 354.8c-7.8 7.8-20.5 7.8-28.3 0L17.2 226.1C4.6 213.5 13.5 192 31.3 192z\\&quot;&gt;&lt;\\\/path&gt;&lt;\\\/svg&gt;&quot;,&quot;library&quot;:&quot;fa-solid&quot;}}\" data-widget_type=\"nav-menu.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t<nav aria-label=\"Men\u00fc\" class=\"elementor-nav-menu--main elementor-nav-menu__container elementor-nav-menu--layout-horizontal e--pointer-underline e--animation-slide\">\n\t\t\t\t<ul id=\"menu-1-55a1dff\" class=\"elementor-nav-menu\"><li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15586\"><a href=\"\/en\/wemalo-functions\/#wareneingang\" class=\"elementor-item elementor-item-anchor menu-link\">Incoming goods<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15587\"><a href=\"\/en\/wemalo-functions\/#pickpack\" class=\"elementor-item elementor-item-anchor menu-link\">Pick &#038; Pack<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15588\"><a href=\"\/en\/wemalo-functions\/#inventur\" class=\"elementor-item elementor-item-anchor menu-link\">Inventory<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15589\"><a href=\"\/en\/wemalo-functions\/#retoure\" class=\"elementor-item elementor-item-anchor menu-link\">Return<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15590\"><a href=\"\/en\/wemalo-functions\/#produktion\" class=\"elementor-item elementor-item-anchor menu-link\">Production<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15591\"><a href=\"\/en\/wemalo-functions\/#chargen\" class=\"elementor-item elementor-item-anchor menu-link\">Batches<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15592\"><a href=\"\/en\/wemalo-functions\/#daten\" class=\"elementor-item elementor-item-anchor menu-link\">Data connection<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15593\"><a href=\"\/en\/wemalo-functions\/#stammdaten\" class=\"elementor-item elementor-item-anchor menu-link\">Master data<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15594\"><a href=\"\/en\/wemalo-functions\/#reporting\" class=\"elementor-item elementor-item-anchor menu-link\">Reporting<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15595\"><a href=\"\/en\/wemalo-functions\/#personal\" class=\"elementor-item elementor-item-anchor menu-link\">Human Resources Management<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15596\"><a href=\"\/en\/wemalo-functions\/#fakturierung\" class=\"elementor-item elementor-item-anchor menu-link\">Invoicing<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15597\"><a href=\"\/en\/wemalo-functions\/#refurbishment\" class=\"elementor-item elementor-item-anchor menu-link\">Refurbishment technology<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15598\"><a href=\"\/en\/wemalo-functions\/#lagerung\" class=\"elementor-item elementor-item-anchor menu-link\">Storage<\/a><\/li>\n<\/ul>\t\t\t<\/nav>\n\t\t\t\t\t\t<nav class=\"elementor-nav-menu--dropdown elementor-nav-menu__container\" aria-hidden=\"true\">\n\t\t\t\t<ul id=\"menu-2-55a1dff\" class=\"elementor-nav-menu\"><li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15586\"><a href=\"\/en\/wemalo-functions\/#wareneingang\" class=\"elementor-item elementor-item-anchor menu-link\" tabindex=\"-1\">Incoming goods<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15587\"><a href=\"\/en\/wemalo-functions\/#pickpack\" class=\"elementor-item elementor-item-anchor menu-link\" tabindex=\"-1\">Pick &#038; Pack<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15588\"><a href=\"\/en\/wemalo-functions\/#inventur\" class=\"elementor-item elementor-item-anchor menu-link\" tabindex=\"-1\">Inventory<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15589\"><a href=\"\/en\/wemalo-functions\/#retoure\" class=\"elementor-item elementor-item-anchor menu-link\" tabindex=\"-1\">Return<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15590\"><a href=\"\/en\/wemalo-functions\/#produktion\" class=\"elementor-item elementor-item-anchor menu-link\" tabindex=\"-1\">Production<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15591\"><a href=\"\/en\/wemalo-functions\/#chargen\" class=\"elementor-item elementor-item-anchor menu-link\" tabindex=\"-1\">Batches<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15592\"><a href=\"\/en\/wemalo-functions\/#daten\" class=\"elementor-item elementor-item-anchor menu-link\" tabindex=\"-1\">Data connection<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15593\"><a href=\"\/en\/wemalo-functions\/#stammdaten\" class=\"elementor-item elementor-item-anchor menu-link\" tabindex=\"-1\">Master data<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15594\"><a href=\"\/en\/wemalo-functions\/#reporting\" class=\"elementor-item elementor-item-anchor menu-link\" tabindex=\"-1\">Reporting<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15595\"><a href=\"\/en\/wemalo-functions\/#personal\" class=\"elementor-item elementor-item-anchor menu-link\" tabindex=\"-1\">Human Resources Management<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15596\"><a href=\"\/en\/wemalo-functions\/#fakturierung\" class=\"elementor-item elementor-item-anchor menu-link\" tabindex=\"-1\">Invoicing<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15597\"><a href=\"\/en\/wemalo-functions\/#refurbishment\" class=\"elementor-item elementor-item-anchor menu-link\" tabindex=\"-1\">Refurbishment technology<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-15598\"><a href=\"\/en\/wemalo-functions\/#lagerung\" class=\"elementor-item elementor-item-anchor menu-link\" tabindex=\"-1\">Storage<\/a><\/li>\n<\/ul>\t\t\t<\/nav>\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-cacfc2c e-flex e-con-boxed e-con e-parent\" data-id=\"cacfc2c\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-62e676f e-con-full e-flex e-con e-child\" data-id=\"62e676f\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3678f53 elementor-widget elementor-widget-heading\" data-id=\"3678f53\" 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\">Incoming goods<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-dceb4b1 elementor-widget elementor-widget-text-editor\" data-id=\"dceb4b1\" 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>Manage your orders with WEMALO and assign incoming goods to the right order in a flash.<\/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-6b7ec10 e-con-full e-flex e-con e-child\" data-id=\"6b7ec10\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-429651e elementor-widget elementor-widget-image\" data-id=\"429651e\" 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=\"1024\" height=\"819\" src=\"https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-saas-we-1024x819.png\" class=\"attachment-large size-large wp-image-20696\" alt=\"\" srcset=\"https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-saas-we-1024x819.png 1024w, https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-saas-we-300x240.png 300w, https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-saas-we-150x120.png 150w, https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-saas-we-768x614.png 768w, https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-saas-we-1536x1228.png 1536w, https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-saas-we-2048x1637.png 2048w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/>\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>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-fe6d6e2 e-flex e-con-boxed e-con e-parent\" data-id=\"fe6d6e2\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-ad3e3df elementor-widget__width-initial elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"ad3e3df\" 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=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M5.00016 18.3337C4.54183 18.3337 4.14961 18.1706 3.8235 17.8445C3.49683 17.5178 3.3335 17.1253 3.3335 16.667V3.33366C3.3335 2.87533 3.49683 2.48283 3.8235 2.15616C4.14961 1.83005 4.54183 1.66699 5.00016 1.66699H10.9793C11.2016 1.66699 11.4135 1.70866 11.6152 1.79199C11.8163 1.87533 11.9932 1.99338 12.146 2.14616L16.1877 6.18783C16.3404 6.3406 16.4585 6.51755 16.5418 6.71866C16.6252 6.92033 16.6668 7.13227 16.6668 7.35449V10.0003H15.0002V7.50033H11.6668C11.4307 7.50033 11.2329 7.42033 11.0735 7.26033C10.9135 7.10088 10.8335 6.9031 10.8335 6.66699V3.33366H5.00016V16.667H10.0002V18.3337H5.00016Z\" fill=\"#222222\"><\/path><path d=\"M14.0833 17V12M14.0833 12L12 14.0833M14.0833 12L16.1667 14.0833\" stroke=\"#222222\" stroke-width=\"1.66667\" stroke-linecap=\"square\" stroke-linejoin=\"round\"><\/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<p class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tImport of order data\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/p>\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 class=\"elementor-element elementor-element-2e5618f elementor-widget__width-initial elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"2e5618f\" 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=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M5.00016 18.3337C4.54183 18.3337 4.14961 18.1706 3.8235 17.8445C3.49683 17.5178 3.3335 17.1253 3.3335 16.667V3.33366C3.3335 2.87533 3.49683 2.48283 3.8235 2.15616C4.14961 1.83005 4.54183 1.66699 5.00016 1.66699H10.9793C11.2016 1.66699 11.4135 1.70866 11.6152 1.79199C11.8163 1.87533 11.9932 1.99338 12.146 2.14616L16.1877 6.18783C16.3404 6.3406 16.4585 6.51755 16.5418 6.71866C16.6252 6.92033 16.6668 7.13227 16.6668 7.35449V10.0003H15.0002V7.50033H11.6668C11.4307 7.50033 11.2329 7.42033 11.0735 7.26033C10.9135 7.10088 10.8335 6.9031 10.8335 6.66699V3.33366H5.00016V16.667H10.0002V18.3337H5.00016ZM5.00016 16.667V3.33366V16.667ZM15.2502 12.1045L16.146 13.0003L12.9168 16.2087V17.0837H13.7918L17.021 13.8753L17.896 14.7503L14.5627 18.0837C14.4793 18.167 14.3854 18.2295 14.281 18.2712C14.1771 18.3128 14.0696 18.3337 13.9585 18.3337H12.0835C11.9724 18.3337 11.8752 18.292 11.7918 18.2087C11.7085 18.1253 11.6668 18.0281 11.6668 17.917V16.042C11.6668 15.9309 11.6877 15.8234 11.7293 15.7195C11.771 15.615 11.8335 15.5212 11.9168 15.4378L15.2502 12.1045ZM17.896 14.7503L15.2502 12.1045L16.4585 10.8962C16.6113 10.7434 16.8057 10.667 17.0418 10.667C17.2779 10.667 17.4724 10.7434 17.6252 10.8962L19.1043 12.3753C19.2571 12.5281 19.3335 12.7225 19.3335 12.9587C19.3335 13.1948 19.2571 13.3892 19.1043 13.542L17.896 14.7503Z\" fill=\"#222222\"><\/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<p class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tGoods receipt: Posting to storage bin\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/p>\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 class=\"elementor-element elementor-element-8d38561 elementor-widget__width-initial elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"8d38561\" 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=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M6.25 14.0417C6.41667 14.0417 6.5625 13.9792 6.6875 13.8542C6.8125 13.7292 6.875 13.5833 6.875 13.4167C6.875 13.25 6.8125 13.1042 6.6875 12.9792C6.5625 12.8542 6.41667 12.7917 6.25 12.7917C6.08333 12.7917 5.9375 12.8542 5.8125 12.9792C5.6875 13.1042 5.625 13.25 5.625 13.4167C5.625 13.5833 5.6875 13.7292 5.8125 13.8542C5.9375 13.9792 6.08333 14.0417 6.25 14.0417ZM6.25 10.625C6.41667 10.625 6.5625 10.5625 6.6875 10.4375C6.8125 10.3125 6.875 10.1667 6.875 10C6.875 9.83333 6.8125 9.6875 6.6875 9.5625C6.5625 9.4375 6.41667 9.375 6.25 9.375C6.08333 9.375 5.9375 9.4375 5.8125 9.5625C5.6875 9.6875 5.625 9.83333 5.625 10C5.625 10.1667 5.6875 10.3125 5.8125 10.4375C5.9375 10.5625 6.08333 10.625 6.25 10.625ZM6.25 7.20833C6.41667 7.20833 6.5625 7.14583 6.6875 7.02083C6.8125 6.89583 6.875 6.75 6.875 6.58333C6.875 6.41667 6.8125 6.27083 6.6875 6.14583C6.5625 6.02083 6.41667 5.95833 6.25 5.95833C6.08333 5.95833 5.9375 6.02083 5.8125 6.14583C5.6875 6.27083 5.625 6.41667 5.625 6.58333C5.625 6.75 5.6875 6.89583 5.8125 7.02083C5.9375 7.14583 6.08333 7.20833 6.25 7.20833ZM9 14.0417H14.0833V12.7917H9V14.0417ZM9 10.625H14.0833V9.375H9V10.625ZM9 7.20833H14.0833V5.95833H9V7.20833ZM3.75 17.5C3.41667 17.5 3.125 17.375 2.875 17.125C2.625 16.875 2.5 16.5833 2.5 16.25V3.75C2.5 3.41667 2.625 3.125 2.875 2.875C3.125 2.625 3.41667 2.5 3.75 2.5H16.25C16.5833 2.5 16.875 2.625 17.125 2.875C17.375 3.125 17.5 3.41667 17.5 3.75V16.25C17.5 16.5833 17.375 16.875 17.125 17.125C16.875 17.375 16.5833 17.5 16.25 17.5H3.75ZM3.75 16.25H16.25V3.75H3.75V16.25ZM3.75 3.75V16.25V3.75Z\" fill=\"#222222\"><\/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<p class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tStorage space suggestion for WE 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2.76869 1.43934 2.46863C1.72064 2.16857 2.10218 2 2.5 2H5.5V3.6H2.5ZM17.5 2C17.8978 2 18.2794 2.16857 18.5607 2.46863C18.842 2.76869 19 3.17565 19 3.6V6.8H17.5V3.6H14.5V2H17.5ZM2.5 13.2V16.4H5.5V18H2.5C2.10218 18 1.72064 17.8314 1.43934 17.5314C1.15804 17.2313 1 16.8243 1 16.4V13.2H2.5ZM17.5 16.4V13.2H19V16.4C19 16.8243 18.842 17.2313 18.5607 17.5314C18.2794 17.8314 17.8978 18 17.5 18H14.5V16.4H17.5Z\" fill=\"#222222\"><\/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<p class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tCreation of warehouse barcodes\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/p>\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\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-c2fc873 e-flex e-con-boxed e-con e-parent\" data-id=\"c2fc873\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-a334683 elementor-widget__width-initial elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"a334683\" 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=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><g clip-path=\"url(#clip0_296_2371)\"><path d=\"M18.5 15.8337V16.667L11.8333 18.7503L6 17.1337V18.3337H1V9.16699H7.64167L12.775 11.0837C13.7083 11.4337 14.3333 12.3337 14.3333 13.3337H16C17.3833 13.3337 18.5 14.4503 18.5 15.8337ZM4.33333 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12.5ZM4.1665 10.8333H8.33317V9.16667H4.1665V10.8333ZM4.1665 7.5H8.33317V5.83333H4.1665V7.5ZM3.33317 15.8333V4.16667V15.8333Z\" fill=\"#222222\"><\/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<p class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tBatches and BBD recording\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/p>\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 class=\"elementor-element elementor-element-545c5fc elementor-widget__width-initial elementor-view-default elementor-position-block-start elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"545c5fc\" 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=\"18\" height=\"14\" viewBox=\"0 0 18 14\" fill=\"none\"><g clip-path=\"url(#clip0_296_2360)\"><path d=\"M1 0V14\" stroke=\"#222222\" stroke-linejoin=\"round\"><\/path><path d=\"M3 0V9\" stroke=\"#222222\" stroke-linejoin=\"round\"><\/path><path d=\"M6 0V9\" stroke=\"#222222\" stroke-width=\"3\" stroke-linejoin=\"round\"><\/path><path d=\"M12 0V9\" stroke=\"#222222\" stroke-linejoin=\"round\"><\/path><path d=\"M14 0V9\" stroke=\"#222222\" stroke-width=\"2\" stroke-linejoin=\"round\"><\/path><path d=\"M9 0V9\" stroke=\"#222222\" stroke-width=\"0.5\" stroke-linejoin=\"round\"><\/path><path d=\"M10 0V9\" stroke=\"#222222\" stroke-width=\"0.5\" stroke-linejoin=\"round\"><\/path><path d=\"M16 0V9\" stroke=\"#222222\" stroke-width=\"0.5\" stroke-linejoin=\"round\"><\/path><path d=\"M17 0V14\" stroke=\"#222222\" stroke-linejoin=\"round\"><\/path><path d=\"M3.10369 12.9887C2.89157 12.9887 2.70265 12.9522 2.53693 12.8793C2.37216 12.8054 2.24195 12.7041 2.1463 12.5753C2.05161 12.4456 2.00284 12.296 2 12.1265H2.61931C2.6231 12.1975 2.6463 12.26 2.68892 12.314C2.73248 12.367 2.79024 12.4082 2.86221 12.4375C2.93418 12.4669 3.01515 12.4816 3.10511 12.4816C3.19886 12.4816 3.28172 12.465 3.35369 12.4319C3.42566 12.3987 3.482 12.3528 3.52272 12.2941C3.56344 12.2354 3.5838 12.1676 3.5838 12.0909C3.5838 12.0133 3.56202 11.9446 3.51846 11.885C3.47585 11.8244 3.4143 11.777 3.3338 11.7429C3.25426 11.7088 3.15956 11.6918 3.04971 11.6918H2.77841V11.2401H3.04971C3.14252 11.2401 3.22443 11.224 3.29545 11.1918C3.36742 11.1596 3.42329 11.1151 3.46306 11.0583C3.50284 11.0005 3.52272 10.9333 3.52272 10.8566C3.52272 10.7837 3.5052 10.7197 3.47017 10.6648C3.43608 10.6089 3.38778 10.5654 3.32528 10.5341C3.26373 10.5029 3.19176 10.4873 3.10937 10.4873C3.02604 10.4873 2.94981 10.5024 2.88068 10.5327C2.81155 10.5621 2.75615 10.6042 2.71449 10.6591C2.67282 10.7141 2.65056 10.7784 2.64772 10.8523H2.05823C2.06108 10.6847 2.1089 10.537 2.2017 10.4091C2.2945 10.2813 2.4195 10.1814 2.5767 10.1094C2.73484 10.0365 2.91335 10 3.11221 10C3.31297 10 3.48863 10.0365 3.6392 10.1094C3.78977 10.1823 3.90672 10.2808 3.99005 10.4049C4.07433 10.528 4.116 10.6662 4.11505 10.8196C4.116 10.9825 4.06534 11.1184 3.96306 11.2273C3.86174 11.3362 3.72964 11.4053 3.56676 11.4347V11.4574C3.78077 11.4849 3.94365 11.5592 4.05539 11.6804C4.16808 11.8007 4.22395 11.9513 4.22301 12.1321C4.22395 12.2979 4.17613 12.4451 4.07954 12.5739C3.9839 12.7027 3.8518 12.804 3.68323 12.8779C3.51467 12.9517 3.32149 12.9887 3.10369 12.9887ZM5.72762 12.9887C5.52687 12.9887 5.34789 12.9517 5.19069 12.8779C5.03444 12.804 4.91039 12.7022 4.81853 12.5725C4.72668 12.4427 4.67886 12.2941 4.67507 12.1265H5.27166C5.27829 12.2391 5.32564 12.3305 5.4137 12.4006C5.50177 12.4707 5.60641 12.5057 5.72762 12.5057C5.82422 12.5057 5.90944 12.4844 5.98331 12.4418C6.05812 12.3982 6.11636 12.3381 6.15802 12.2614C6.20064 12.1837 6.22194 12.0947 6.22194 11.9944C6.22194 11.8921 6.20016 11.8021 6.1566 11.7245C6.11399 11.6468 6.0548 11.5862 5.97904 11.5427C5.90329 11.4991 5.81664 11.4768 5.7191 11.4759C5.63387 11.4759 5.55101 11.4934 5.47052 11.5284C5.39098 11.5635 5.32895 11.6113 5.28444 11.6719L4.73757 11.5739L4.87535 10.0398H6.65376V10.5427H5.38245L5.30717 11.2713H5.32422C5.37535 11.1994 5.45253 11.1397 5.55575 11.0924C5.65897 11.045 5.7745 11.0213 5.90234 11.0213C6.07753 11.0213 6.23378 11.0625 6.37109 11.1449C6.5084 11.2273 6.61683 11.3405 6.69637 11.4844C6.77592 11.6274 6.81522 11.7922 6.81427 11.9787C6.81522 12.1748 6.76976 12.349 6.67791 12.5015C6.587 12.653 6.45963 12.7723 6.29581 12.8594C6.13293 12.9456 5.94353 12.9887 5.72762 12.9887ZM8.50887 10.0398V12.9489H7.89382V10.6236H7.87677L7.21058 11.0412V10.4958L7.93075 10.0398H8.50887ZM9.31534 12.9489L10.5213 10.5625V10.5427H9.11647V10.0398H11.1577V10.5498L9.95031 12.9489H9.31534ZM12.6573 13.0128C12.413 13.0119 12.2028 12.9517 12.0266 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12.5029ZM15.3331 12.9887C15.1323 12.9887 14.9533 12.9517 14.7962 12.8779C14.6399 12.804 14.5158 12.7022 14.424 12.5725C14.3321 12.4427 14.2843 12.2941 14.2805 12.1265H14.8771C14.8837 12.2391 14.9311 12.3305 15.0192 12.4006C15.1072 12.4707 15.2119 12.5057 15.3331 12.5057C15.4297 12.5057 15.5149 12.4844 15.5888 12.4418C15.6636 12.3982 15.7218 12.3381 15.7635 12.2614C15.8061 12.1837 15.8274 12.0947 15.8274 11.9944C15.8274 11.8921 15.8056 11.8021 15.7621 11.7245C15.7194 11.6468 15.6603 11.5862 15.5845 11.5427C15.5087 11.4991 15.4221 11.4768 15.3246 11.4759C15.2393 11.4759 15.1565 11.4934 15.076 11.5284C14.9964 11.5635 14.9344 11.6113 14.8899 11.6719L14.343 11.5739L14.4808 10.0398H16.2592V10.5427H14.9879L14.9126 11.2713H14.9297C14.9808 11.1994 15.058 11.1397 15.1612 11.0924C15.2644 11.045 15.38 11.0213 15.5078 11.0213C15.683 11.0213 15.8392 11.0625 15.9765 11.1449C16.1139 11.2273 16.2223 11.3405 16.3018 11.4844C16.3814 11.6274 16.4207 11.7922 16.4197 11.9787C16.4207 12.1748 16.3752 12.349 16.2834 12.5015C16.1925 12.653 16.0651 12.7723 15.9013 12.8594C15.7384 12.9456 15.549 12.9887 15.3331 12.9887Z\" fill=\"#222222\"><\/path><\/g><defs><clipPath id=\"clip0_296_2360\"><rect width=\"18\" height=\"14\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/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<p class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tSerial number management\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/p>\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\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-6e30888 animated-slow e-flex e-con-boxed elementor-invisible e-con e-parent\" data-id=\"6e30888\" data-element_type=\"container\" id=\"pickpack\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t<div class=\"elementor-element elementor-element-6877699 animated-slow e-con-full e-flex elementor-invisible e-con e-child\" data-id=\"6877699\" data-element_type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t<div class=\"elementor-element elementor-element-d0b27fa e-con-full e-flex e-con e-child\" data-id=\"d0b27fa\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t<div class=\"elementor-element elementor-element-9689d79 e-con-full e-flex e-con e-child\" data-id=\"9689d79\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-69695d1 elementor-widget elementor-widget-heading\" data-id=\"69695d1\" 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\">Pick &amp; Pack<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-232c41b elementor-widget elementor-widget-text-editor\" data-id=\"232c41b\" 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>With picking in WEMALO, picking and packing is handled simply and effectively.<\/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-061ef09 elementor-hidden-mobile e-con-full e-flex e-con e-child\" data-id=\"061ef09\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-2ee12e1 elementor-widget elementor-widget-image\" data-id=\"2ee12e1\" 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=\"619\" height=\"644\" src=\"https:\/\/wemalo.com\/wp-content\/uploads\/team-work-mitarbeiter-in-lager-wemalo.webp\" class=\"attachment-large size-large wp-image-15103\" alt=\"\" srcset=\"https:\/\/wemalo.com\/wp-content\/uploads\/team-work-mitarbeiter-in-lager-wemalo.webp 619w, https:\/\/wemalo.com\/wp-content\/uploads\/team-work-mitarbeiter-in-lager-wemalo-288x300.webp 288w, https:\/\/wemalo.com\/wp-content\/uploads\/team-work-mitarbeiter-in-lager-wemalo-144x150.webp 144w\" sizes=\"auto, (max-width: 619px) 100vw, 619px\" \/>\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>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-86ec155 e-con-full e-flex e-con e-child\" data-id=\"86ec155\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t<div class=\"elementor-element elementor-element-de9124e e-con-full e-flex e-con e-child\" data-id=\"de9124e\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-df6c830 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"df6c830\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M6.25 14.0417C6.41667 14.0417 6.5625 13.9792 6.6875 13.8542C6.8125 13.7292 6.875 13.5833 6.875 13.4167C6.875 13.25 6.8125 13.1042 6.6875 12.9792C6.5625 12.8542 6.41667 12.7917 6.25 12.7917C6.08333 12.7917 5.9375 12.8542 5.8125 12.9792C5.6875 13.1042 5.625 13.25 5.625 13.4167C5.625 13.5833 5.6875 13.7292 5.8125 13.8542C5.9375 13.9792 6.08333 14.0417 6.25 14.0417ZM6.25 10.625C6.41667 10.625 6.5625 10.5625 6.6875 10.4375C6.8125 10.3125 6.875 10.1667 6.875 10C6.875 9.83333 6.8125 9.6875 6.6875 9.5625C6.5625 9.4375 6.41667 9.375 6.25 9.375C6.08333 9.375 5.9375 9.4375 5.8125 9.5625C5.6875 9.6875 5.625 9.83333 5.625 10C5.625 10.1667 5.6875 10.3125 5.8125 10.4375C5.9375 10.5625 6.08333 10.625 6.25 10.625ZM6.25 7.20833C6.41667 7.20833 6.5625 7.14583 6.6875 7.02083C6.8125 6.89583 6.875 6.75 6.875 6.58333C6.875 6.41667 6.8125 6.27083 6.6875 6.14583C6.5625 6.02083 6.41667 5.95833 6.25 5.95833C6.08333 5.95833 5.9375 6.02083 5.8125 6.14583C5.6875 6.27083 5.625 6.41667 5.625 6.58333C5.625 6.75 5.6875 6.89583 5.8125 7.02083C5.9375 7.14583 6.08333 7.20833 6.25 7.20833ZM9 14.0417H14.0833V12.7917H9V14.0417ZM9 10.625H14.0833V9.375H9V10.625ZM9 7.20833H14.0833V5.95833H9V7.20833ZM3.75 17.5C3.41667 17.5 3.125 17.375 2.875 17.125C2.625 16.875 2.5 16.5833 2.5 16.25V3.75C2.5 3.41667 2.625 3.125 2.875 2.875C3.125 2.625 3.41667 2.5 3.75 2.5H16.25C16.5833 2.5 16.875 2.625 17.125 2.875C17.375 3.125 17.5 3.41667 17.5 3.75V16.25C17.5 16.5833 17.375 16.875 17.125 17.125C16.875 17.375 16.5833 17.5 16.25 17.5H3.75ZM3.75 16.25H16.25V3.75H3.75V16.25ZM3.75 3.75V16.25V3.75Z\" fill=\"#ED8516\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-7da4e8f elementor-widget elementor-widget-heading\" data-id=\"7da4e8f\" 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<p class=\"elementor-heading-title elementor-size-default\">Generation of individual and collective orders<\/p>\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-6551958 e-con-full e-flex e-con e-child\" data-id=\"6551958\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-2faea66 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"2faea66\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><rect x=\"7\" y=\"5\" width=\"10\" height=\"7\" rx=\"1\" fill=\"#ED8516\"><\/rect><path d=\"M5 3V14H18\" stroke=\"#ED8516\" stroke-width=\"1.5\" stroke-linejoin=\"round\"><\/path><circle cx=\"14.5\" cy=\"16.5\" r=\"1.5\" fill=\"#ED8516\"><\/circle><circle cx=\"7.5\" cy=\"16.5\" r=\"1.5\" fill=\"#ED8516\"><\/circle><line x1=\"5\" y1=\"3.75\" x2=\"1\" y2=\"3.75\" stroke=\"#ED8516\" stroke-width=\"1.5\"><\/line><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-e6621f5 elementor-widget elementor-widget-heading\" data-id=\"e6621f5\" 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<p class=\"elementor-heading-title elementor-size-default\">Single and multi-order picking<\/p>\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-9c193aa e-con-full e-flex e-con e-child\" data-id=\"9c193aa\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e037ab3 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"e037ab3\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M6.25 14.0417C6.41667 14.0417 6.5625 13.9792 6.6875 13.8542C6.8125 13.7292 6.875 13.5833 6.875 13.4167C6.875 13.25 6.8125 13.1042 6.6875 12.9792C6.5625 12.8542 6.41667 12.7917 6.25 12.7917C6.08333 12.7917 5.9375 12.8542 5.8125 12.9792C5.6875 13.1042 5.625 13.25 5.625 13.4167C5.625 13.5833 5.6875 13.7292 5.8125 13.8542C5.9375 13.9792 6.08333 14.0417 6.25 14.0417ZM6.25 10.625C6.41667 10.625 6.5625 10.5625 6.6875 10.4375C6.8125 10.3125 6.875 10.1667 6.875 10C6.875 9.83333 6.8125 9.6875 6.6875 9.5625C6.5625 9.4375 6.41667 9.375 6.25 9.375C6.08333 9.375 5.9375 9.4375 5.8125 9.5625C5.6875 9.6875 5.625 9.83333 5.625 10C5.625 10.1667 5.6875 10.3125 5.8125 10.4375C5.9375 10.5625 6.08333 10.625 6.25 10.625ZM6.25 7.20833C6.41667 7.20833 6.5625 7.14583 6.6875 7.02083C6.8125 6.89583 6.875 6.75 6.875 6.58333C6.875 6.41667 6.8125 6.27083 6.6875 6.14583C6.5625 6.02083 6.41667 5.95833 6.25 5.95833C6.08333 5.95833 5.9375 6.02083 5.8125 6.14583C5.6875 6.27083 5.625 6.41667 5.625 6.58333C5.625 6.75 5.6875 6.89583 5.8125 7.02083C5.9375 7.14583 6.08333 7.20833 6.25 7.20833ZM9 14.0417H14.0833V12.7917H9V14.0417ZM9 10.625H14.0833V9.375H9V10.625ZM9 7.20833H14.0833V5.95833H9V7.20833ZM3.75 17.5C3.41667 17.5 3.125 17.375 2.875 17.125C2.625 16.875 2.5 16.5833 2.5 16.25V3.75C2.5 3.41667 2.625 3.125 2.875 2.875C3.125 2.625 3.41667 2.5 3.75 2.5H16.25C16.5833 2.5 16.875 2.625 17.125 2.875C17.375 3.125 17.5 3.41667 17.5 3.75V16.25C17.5 16.5833 17.375 16.875 17.125 17.125C16.875 17.375 16.5833 17.5 16.25 17.5H3.75ZM3.75 16.25H16.25V3.75H3.75V16.25ZM3.75 3.75V16.25V3.75Z\" fill=\"#ED8516\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-55e9625 elementor-widget elementor-widget-heading\" data-id=\"55e9625\" 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<p class=\"elementor-heading-title elementor-size-default\">Flexible picklist generation<\/p>\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-e56b66a e-con-full e-flex e-con e-child\" data-id=\"e56b66a\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-a215ea2 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"a215ea2\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><g clip-path=\"url(#clip0_283_1291)\"><path d=\"M15 13.3337C15.663 13.3337 16.2989 13.5971 16.7678 14.0659C17.2366 14.5347 17.5 15.1706 17.5 15.8337C17.5 16.4967 17.2366 17.1326 16.7678 17.6014C16.2989 18.0703 15.663 18.3337 15 18.3337C14.337 18.3337 13.7011 18.0703 13.2322 17.6014C12.7634 17.1326 12.5 16.4967 12.5 15.8337C12.5 15.1706 12.7634 14.5347 13.2322 14.0659C13.7011 13.5971 14.337 13.3337 15 13.3337ZM12.9167 3.33366C13.9112 3.33366 14.8651 3.72875 15.5683 4.43201C16.2716 5.13527 16.6667 6.0891 16.6667 7.08366C16.6667 8.07822 16.2716 9.03205 15.5683 9.73531C14.8651 10.4386 13.9112 10.8337 12.9167 10.8337H7.08333C6.5308 10.8337 6.00089 11.0532 5.61019 11.4439C5.21949 11.8346 5 12.3645 5 12.917C5 13.4695 5.21949 13.9994 5.61019 14.3901C6.00089 14.7808 6.5308 15.0003 7.08333 15.0003H10.8333C11.0543 15.0003 11.2663 15.0881 11.4226 15.2444C11.5789 15.4007 11.6667 15.6126 11.6667 15.8337C11.6667 16.0547 11.5789 16.2666 11.4226 16.4229C11.2663 16.5792 11.0543 16.667 10.8333 16.667H7.08333C6.08877 16.667 5.13494 16.2719 4.43168 15.5686C3.72842 14.8654 3.33333 13.9116 3.33333 12.917C3.33333 11.9224 3.72842 10.9686 4.43168 10.2653C5.13494 9.56208 6.08877 9.16699 7.08333 9.16699H12.9167C13.4692 9.16699 13.9991 8.9475 14.3898 8.5568C14.7805 8.1661 15 7.63619 15 7.08366C15 6.53112 14.7805 6.00122 14.3898 5.61052C13.9991 5.21982 13.4692 5.00033 12.9167 5.00033H9.16667C8.94565 5.00033 8.73369 4.91253 8.57741 4.75625C8.42113 4.59997 8.33333 4.38801 8.33333 4.16699C8.33333 3.94598 8.42113 3.73402 8.57741 3.57774C8.73369 3.42146 8.94565 3.33366 9.16667 3.33366H12.9167ZM5 1.66699C5.66304 1.66699 6.29893 1.93038 6.76777 2.39923C7.23661 2.86807 7.5 3.50395 7.5 4.16699C7.5 4.83003 7.23661 5.46592 6.76777 5.93476C6.29893 6.4036 5.66304 6.66699 5 6.66699C4.33696 6.66699 3.70107 6.4036 3.23223 5.93476C2.76339 5.46592 2.5 4.83003 2.5 4.16699C2.5 3.50395 2.76339 2.86807 3.23223 2.39923C3.70107 1.93038 4.33696 1.66699 5 1.66699V1.66699Z\" fill=\"#ED8516\"><\/path><\/g><defs><clipPath id=\"clip0_283_1291\"><rect width=\"20\" height=\"20\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-d7d1552 elementor-widget elementor-widget-heading\" data-id=\"d7d1552\" 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<p class=\"elementor-heading-title elementor-size-default\">Path-optimized picking<\/p>\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-f84dd71 e-con-full e-flex e-con e-child\" data-id=\"f84dd71\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t<div class=\"elementor-element elementor-element-84b1755 e-con-full e-flex e-con e-child\" data-id=\"84b1755\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-4fa7446 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"4fa7446\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M5.83317 13.75L1.88317 11.375M5.83317 13.75L9.99984 11.25M5.83317 13.75V18.0583M14.1665 13.75L9.99984 11.25M14.1665 13.75L18.1165 11.375M14.1665 13.75V18.0583M2.47484 10.7667C2.2288 10.9145 2.02511 11.1233 1.88349 11.373C1.74188 11.6226 1.66713 11.9046 1.6665 12.1917V14.8917C1.66713 15.1787 1.74188 15.4607 1.88349 15.7103C2.02511 15.96 2.2288 16.1688 2.47484 16.3167L4.97484 17.8167C5.23406 17.9724 5.53076 18.0547 5.83317 18.0547C6.13558 18.0547 6.43228 17.9724 6.6915 17.8167L9.99984 15.8333V11.25L5.83317 8.75L2.47484 10.7667V10.7667ZM9.99984 11.25V15.8333L13.3082 17.8167C13.5674 17.9724 13.8641 18.0547 14.1665 18.0547C14.4689 18.0547 14.7656 17.9724 15.0248 17.8167L17.5248 16.3167C17.7709 16.1688 17.9746 15.96 18.1162 15.7103C18.2578 15.4607 18.3325 15.1787 18.3332 14.8917V12.1917C18.3325 11.9046 18.2578 11.6226 18.1162 11.373C17.9746 11.1233 17.7709 10.9145 17.5248 10.7667L14.1665 8.75L9.99984 11.25V11.25Z\" stroke=\"#ED8516\" stroke-width=\"1.4\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M9.99967 6.66666L6.04967 4.29166M9.99967 6.66666L13.9497 4.29166M9.99967 11.25V6.66666M6.64134 3.68333C6.39531 3.83115 6.19161 4.04 6.05 4.28965C5.90838 4.53931 5.83364 4.8213 5.83301 5.10833V8.75L9.99967 11.25L14.1663 8.75V5.10833C14.1657 4.8213 14.091 4.53931 13.9494 4.28965C13.8077 4.04 13.604 3.83115 13.358 3.68333L10.858 2.18333C10.5988 2.02759 10.3021 1.94531 9.99967 1.94531C9.69727 1.94531 9.40056 2.02759 9.14134 2.18333L6.64134 3.68333V3.68333Z\" stroke=\"#ED8516\" stroke-width=\"1.4\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-a8fdaec elementor-widget elementor-widget-heading\" data-id=\"a8fdaec\" 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<p class=\"elementor-heading-title elementor-size-default\">Packing<\/p>\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-57ebc76 e-con-full e-flex e-con e-child\" data-id=\"57ebc76\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-89f244e elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"89f244e\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-mobile-alt\" viewBox=\"0 0 320 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M272 0H48C21.5 0 0 21.5 0 48v416c0 26.5 21.5 48 48 48h224c26.5 0 48-21.5 48-48V48c0-26.5-21.5-48-48-48zM160 480c-17.7 0-32-14.3-32-32s14.3-32 32-32 32 14.3 32 32-14.3 32-32 32zm112-108c0 6.6-5.4 12-12 12H60c-6.6 0-12-5.4-12-12V60c0-6.6 5.4-12 12-12h200c6.6 0 12 5.4 12 12v312z\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-1ba45eb elementor-widget elementor-widget-heading\" data-id=\"1ba45eb\" 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<p class=\"elementor-heading-title elementor-size-default\">MDE-supported order picking<\/p>\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-0365efa e-con-full e-flex e-con e-child\" data-id=\"0365efa\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d0387f9 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"d0387f9\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M17.4998 14.0205L17.0207 12.9788L15.979 12.4997L17.0207 12.0205L17.4998 10.9788L17.979 12.0205L19.0207 12.4997L17.979 12.9788L17.4998 14.0205ZM13.3332 13.2705L12.3123 11.0205L10.0623 9.99967L12.3123 8.97884L13.3332 6.72884L14.354 8.97884L16.604 9.99967L14.354 11.0205L13.3332 13.2705ZM17.4998 9.02051L17.0207 7.97884L15.979 7.49967L17.0207 7.02051L17.4998 5.97884L17.979 7.02051L19.0207 7.49967L17.979 7.97884L17.4998 9.02051ZM5.4165 19.1663C5.06928 19.1663 4.77414 19.0448 4.53109 18.8018C4.28803 18.5587 4.1665 18.2636 4.1665 17.9163V2.08301C4.1665 1.73579 4.28803 1.44065 4.53109 1.19759C4.77414 0.954536 5.06928 0.833008 5.4165 0.833008H14.5832C14.9304 0.833008 15.2255 0.954536 15.4686 1.19759C15.7116 1.44065 15.8332 1.73579 15.8332 2.08301V5.12467H14.5832V3.95801H5.4165V16.0413H14.5832V14.8747H15.8332V17.9163C15.8332 18.2636 15.7116 18.5587 15.4686 18.8018C15.2255 19.0448 14.9304 19.1663 14.5832 19.1663H5.4165ZM5.4165 17.2913V17.9163H14.5832V17.2913H5.4165ZM5.4165 2.70801H14.5832V2.08301H5.4165V2.70801ZM5.4165 2.70801V2.08301V2.70801ZM5.4165 17.2913V17.9163V17.2913Z\" fill=\"#ED8516\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-abc646f elementor-widget elementor-widget-heading\" data-id=\"abc646f\" 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<p class=\"elementor-heading-title elementor-size-default\">SmartApp module for smartphones<\/p>\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-33975c9 e-con-full e-flex e-con e-child\" data-id=\"33975c9\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-7d760bc elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"7d760bc\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><g clip-path=\"url(#clip0_176_1601)\"><path d=\"M15.8333 2.5H4.16667C3.24167 2.5 2.5 3.25 2.5 4.16667V15.8333C2.5 16.75 3.24167 17.5 4.16667 17.5H15.8333C16.75 17.5 17.5 16.75 17.5 15.8333V4.16667C17.5 3.25 16.7583 2.5 15.8333 2.5ZM15.8333 15.8333H4.16667V5.83333H15.8333V15.8333ZM14.1667 10H5.83333V8.33333H14.1667V10ZM10.8333 13.3333H5.83333V11.6667H10.8333V13.3333Z\" fill=\"#ED8516\"><\/path><\/g><defs><clipPath id=\"clip0_176_1601\"><rect width=\"20\" height=\"20\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-92cb39b elementor-widget elementor-widget-heading\" data-id=\"92cb39b\" 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<p class=\"elementor-heading-title elementor-size-default\">Shipping label generation and printing<\/p>\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-b01d14b e-con-full e-flex e-con e-child\" data-id=\"b01d14b\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t<div class=\"elementor-element elementor-element-15bdd66 e-con-full e-flex e-con e-child\" data-id=\"15bdd66\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-dbddd0f elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"dbddd0f\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M5.00016 18.3337C4.54183 18.3337 4.14961 18.1706 3.8235 17.8445C3.49683 17.5178 3.3335 17.1253 3.3335 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class=\"elementor-widget-container\">\n\t\t\t\t\t<p class=\"elementor-heading-title elementor-size-default\">Special treatment of prepayment and customs<\/p>\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-88cfb35 e-con-full e-flex e-con e-child\" data-id=\"88cfb35\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-126e9cc elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"126e9cc\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M5 16C4.30533 16 3.715 15.757 3.229 15.271C2.743 14.785 2.5 14.1947 2.5 13.5H1V5C1 4.58333 1.146 4.22933 1.438 3.938C1.72933 3.646 2.08333 3.5 2.5 3.5H14V6.5H16.5L19 10V13.5H17.5C17.5 14.1947 17.257 14.785 16.771 15.271C16.285 15.757 15.6947 16 15 16C14.3053 16 13.715 15.757 13.229 15.271C12.743 14.785 12.5 14.1947 12.5 13.5H7.5C7.5 14.1947 7.257 14.785 6.771 15.271C6.285 15.757 5.69467 16 5 16ZM5 14.5C5.278 14.5 5.514 14.4027 5.708 14.208C5.90267 14.014 6 13.778 6 13.5C6 13.222 5.90267 12.986 5.708 12.792C5.514 12.5973 5.278 12.5 5 12.5C4.722 12.5 4.486 12.5973 4.292 12.792C4.09733 12.986 4 13.222 4 13.5C4 13.778 4.09733 14.014 4.292 14.208C4.486 14.4027 4.722 14.5 5 14.5ZM2.5 12H3C3.236 11.6807 3.52767 11.434 3.875 11.26C4.22233 11.0867 4.59733 11 5 11C5.40267 11 5.77767 11.0867 6.125 11.26C6.47233 11.434 6.764 11.6807 7 12H12.5V5H2.5V12ZM15 14.5C15.278 14.5 15.514 14.4027 15.708 14.208C15.9027 14.014 16 13.778 16 13.5C16 13.222 15.9027 12.986 15.708 12.792C15.514 12.5973 15.278 12.5 15 12.5C14.722 12.5 14.486 12.5973 14.292 12.792C14.0973 12.986 14 13.222 14 13.5C14 13.778 14.0973 14.014 14.292 14.208C14.486 14.4027 14.722 14.5 15 14.5ZM14 10.5L17.5 10.479L15.729 8H14V10.5Z\" fill=\"#ED8516\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-0f4a652 elementor-widget elementor-widget-heading\" data-id=\"0f4a652\" 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<p class=\"elementor-heading-title elementor-size-default\">Single and multi-shipment profile &amp; AddOn<\/p>\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-3cc2604 e-con-full e-flex e-con e-child\" data-id=\"3cc2604\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6f61e8b elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"6f61e8b\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M5.83317 13.75L1.88317 11.375M5.83317 13.75L9.99984 11.25M5.83317 13.75V18.0583M14.1665 13.75L9.99984 11.25M14.1665 13.75L18.1165 11.375M14.1665 13.75V18.0583M2.47484 10.7667C2.2288 10.9145 2.02511 11.1233 1.88349 11.373C1.74188 11.6226 1.66713 11.9046 1.6665 12.1917V14.8917C1.66713 15.1787 1.74188 15.4607 1.88349 15.7103C2.02511 15.96 2.2288 16.1688 2.47484 16.3167L4.97484 17.8167C5.23406 17.9724 5.53076 18.0547 5.83317 18.0547C6.13558 18.0547 6.43228 17.9724 6.6915 17.8167L9.99984 15.8333V11.25L5.83317 8.75L2.47484 10.7667V10.7667ZM9.99984 11.25V15.8333L13.3082 17.8167C13.5674 17.9724 13.8641 18.0547 14.1665 18.0547C14.4689 18.0547 14.7656 17.9724 15.0248 17.8167L17.5248 16.3167C17.7709 16.1688 17.9746 15.96 18.1162 15.7103C18.2578 15.4607 18.3325 15.1787 18.3332 14.8917V12.1917C18.3325 11.9046 18.2578 11.6226 18.1162 11.373C17.9746 11.1233 17.7709 10.9145 17.5248 10.7667L14.1665 8.75L9.99984 11.25V11.25Z\" stroke=\"#ED8516\" stroke-width=\"1.4\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M9.99967 6.66666L6.04967 4.29166M9.99967 6.66666L13.9497 4.29166M9.99967 11.25V6.66666M6.64134 3.68333C6.39531 3.83115 6.19161 4.04 6.05 4.28965C5.90838 4.53931 5.83364 4.8213 5.83301 5.10833V8.75L9.99967 11.25L14.1663 8.75V5.10833C14.1657 4.8213 14.091 4.53931 13.9494 4.28965C13.8077 4.04 13.604 3.83115 13.358 3.68333L10.858 2.18333C10.5988 2.02759 10.3021 1.94531 9.99967 1.94531C9.69727 1.94531 9.40056 2.02759 9.14134 2.18333L6.64134 3.68333V3.68333Z\" stroke=\"#ED8516\" stroke-width=\"1.4\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-d43df30 elementor-widget elementor-widget-heading\" data-id=\"d43df30\" 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<p class=\"elementor-heading-title elementor-size-default\">Outgoing goods self-collector<\/p>\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-37c4951 e-con-full e-flex e-con e-child\" data-id=\"37c4951\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-2ac77d9 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"2ac77d9\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M13.7082 6.5V3.75H6.2915V6.5H5.0415V2.5H14.9582V6.5H13.7082ZM2.9165 7.75H17.0832H5.0415H2.9165ZM15.3957 9.72917C15.5623 9.72917 15.7082 9.66667 15.8332 9.54167C15.9582 9.41667 16.0207 9.27083 16.0207 9.10417C16.0207 8.9375 15.9582 8.79167 15.8332 8.66667C15.7082 8.54167 15.5623 8.47917 15.3957 8.47917C15.229 8.47917 15.0832 8.54167 14.9582 8.66667C14.8332 8.79167 14.7707 8.9375 14.7707 9.10417C14.7707 9.27083 14.8332 9.41667 14.9582 9.54167C15.0832 9.66667 15.229 9.72917 15.3957 9.72917ZM13.7082 16.25V12.25H6.2915V16.25H13.7082ZM14.9582 17.5H5.0415V13.8333H1.6665V8.70833C1.6665 8.08333 1.87831 7.55903 2.30192 7.13542C2.72553 6.71181 3.24984 6.5 3.87484 6.5H16.1248C16.7498 6.5 17.2741 6.71181 17.6978 7.13542C18.1214 7.55903 18.3332 8.08333 18.3332 8.70833V13.8333H14.9582V17.5ZM17.0832 12.5833V8.70833C17.0832 8.43056 16.9929 8.20139 16.8123 8.02083C16.6318 7.84028 16.4026 7.75 16.1248 7.75H3.87484C3.59706 7.75 3.36789 7.84028 3.18734 8.02083C3.00678 8.20139 2.9165 8.43056 2.9165 8.70833V12.5833H5.0415V11H14.9582V12.5833H17.0832Z\" fill=\"#ED8516\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-652ab0f elementor-widget elementor-widget-heading\" data-id=\"652ab0f\" 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<p class=\"elementor-heading-title elementor-size-default\">Automatic print function<\/p>\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-f6b9637 e-con-full e-flex e-con e-child\" data-id=\"f6b9637\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t<div class=\"elementor-element elementor-element-cb5c34b e-con-full e-flex e-con e-child\" data-id=\"cb5c34b\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-03f9a87 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"03f9a87\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><rect x=\"7\" y=\"5\" width=\"10\" height=\"7\" rx=\"1\" fill=\"#ED8516\"><\/rect><path d=\"M5 3V14H18\" stroke=\"#ED8516\" stroke-width=\"1.5\" stroke-linejoin=\"round\"><\/path><circle cx=\"14.5\" cy=\"16.5\" r=\"1.5\" fill=\"#ED8516\"><\/circle><circle cx=\"7.5\" cy=\"16.5\" r=\"1.5\" fill=\"#ED8516\"><\/circle><line x1=\"5\" y1=\"3.75\" x2=\"1\" y2=\"3.75\" stroke=\"#ED8516\" stroke-width=\"1.5\"><\/line><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-281ea5c elementor-widget elementor-widget-heading\" data-id=\"281ea5c\" 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<p class=\"elementor-heading-title elementor-size-default\">Process-controlled picking<\/p>\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-dddb61e e-con-full e-flex e-con e-child\" data-id=\"dddb61e\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f89b481 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"f89b481\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M6.25 14.0417C6.41667 14.0417 6.5625 13.9792 6.6875 13.8542C6.8125 13.7292 6.875 13.5833 6.875 13.4167C6.875 13.25 6.8125 13.1042 6.6875 12.9792C6.5625 12.8542 6.41667 12.7917 6.25 12.7917C6.08333 12.7917 5.9375 12.8542 5.8125 12.9792C5.6875 13.1042 5.625 13.25 5.625 13.4167C5.625 13.5833 5.6875 13.7292 5.8125 13.8542C5.9375 13.9792 6.08333 14.0417 6.25 14.0417ZM6.25 10.625C6.41667 10.625 6.5625 10.5625 6.6875 10.4375C6.8125 10.3125 6.875 10.1667 6.875 10C6.875 9.83333 6.8125 9.6875 6.6875 9.5625C6.5625 9.4375 6.41667 9.375 6.25 9.375C6.08333 9.375 5.9375 9.4375 5.8125 9.5625C5.6875 9.6875 5.625 9.83333 5.625 10C5.625 10.1667 5.6875 10.3125 5.8125 10.4375C5.9375 10.5625 6.08333 10.625 6.25 10.625ZM6.25 7.20833C6.41667 7.20833 6.5625 7.14583 6.6875 7.02083C6.8125 6.89583 6.875 6.75 6.875 6.58333C6.875 6.41667 6.8125 6.27083 6.6875 6.14583C6.5625 6.02083 6.41667 5.95833 6.25 5.95833C6.08333 5.95833 5.9375 6.02083 5.8125 6.14583C5.6875 6.27083 5.625 6.41667 5.625 6.58333C5.625 6.75 5.6875 6.89583 5.8125 7.02083C5.9375 7.14583 6.08333 7.20833 6.25 7.20833ZM9 14.0417H14.0833V12.7917H9V14.0417ZM9 10.625H14.0833V9.375H9V10.625ZM9 7.20833H14.0833V5.95833H9V7.20833ZM3.75 17.5C3.41667 17.5 3.125 17.375 2.875 17.125C2.625 16.875 2.5 16.5833 2.5 16.25V3.75C2.5 3.41667 2.625 3.125 2.875 2.875C3.125 2.625 3.41667 2.5 3.75 2.5H16.25C16.5833 2.5 16.875 2.625 17.125 2.875C17.375 3.125 17.5 3.41667 17.5 3.75V16.25C17.5 16.5833 17.375 16.875 17.125 17.125C16.875 17.375 16.5833 17.5 16.25 17.5H3.75ZM3.75 16.25H16.25V3.75H3.75V16.25ZM3.75 3.75V16.25V3.75Z\" fill=\"#ED8516\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-aa08c71 elementor-widget elementor-widget-heading\" data-id=\"aa08c71\" 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<p class=\"elementor-heading-title elementor-size-default\">Packing list generation for multi-parcel shipping<\/p>\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-b55c2dc e-con-full e-flex e-con e-child\" data-id=\"b55c2dc\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-429782b elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"429782b\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M4.16667 18.3337C3.70833 18.3337 3.31583 18.1706 2.98917 17.8445C2.66306 17.5178 2.5 17.1253 2.5 16.667V5.00033H4.16667V16.667H13.3333V18.3337H4.16667ZM7.5 15.0003C7.04167 15.0003 6.64944 14.8373 6.32333 14.5112C5.99667 14.1845 5.83333 13.792 5.83333 13.3337V3.33366C5.83333 2.87533 5.99667 2.48283 6.32333 2.15616C6.64944 1.83005 7.04167 1.66699 7.5 1.66699H15C15.4583 1.66699 15.8508 1.83005 16.1775 2.15616C16.5036 2.48283 16.6667 2.87533 16.6667 3.33366V13.3337C16.6667 13.792 16.5036 14.1845 16.1775 14.5112C15.8508 14.8373 15.4583 15.0003 15 15.0003H7.5ZM7.5 13.3337H15V3.33366H7.5V13.3337ZM7.5 13.3337V3.33366V13.3337Z\" fill=\"#ED8516\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-94b068c elementor-widget elementor-widget-heading\" data-id=\"94b068c\" 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<p class=\"elementor-heading-title elementor-size-default\">Individual templates<\/p>\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-5921051 e-con-full e-flex e-con e-child\" data-id=\"5921051\" data-element_type=\"container\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\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<section class=\"elementor-section elementor-top-section elementor-element elementor-element-77137d8e elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"77137d8e\" data-element_type=\"section\" id=\"inventur\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-73f9b387\" data-id=\"73f9b387\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-4c250109 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"4c250109\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-167ffecf\" data-id=\"167ffecf\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;gradient&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4566f1d elementor-widget elementor-widget-heading\" data-id=\"4566f1d\" 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\">Inventory<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6a3bcfa9 elementor-widget elementor-widget-text-editor\" data-id=\"6a3bcfa9\" 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>Synchronise stock levels and workflows for optimal inventory management across your warehouse locations.<\/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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-63ef7d6f elementor-hidden-mobile\" data-id=\"63ef7d6f\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-440394b4 elementor-widget elementor-widget-image\" data-id=\"440394b4\" 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=\"929\" height=\"403\" src=\"https:\/\/wemalo.com\/wp-content\/uploads\/einstellungen-mywemalo-dashboard.webp\" class=\"attachment-large size-large wp-image-15141\" alt=\"\" srcset=\"https:\/\/wemalo.com\/wp-content\/uploads\/einstellungen-mywemalo-dashboard.webp 929w, https:\/\/wemalo.com\/wp-content\/uploads\/einstellungen-mywemalo-dashboard-300x130.webp 300w, https:\/\/wemalo.com\/wp-content\/uploads\/einstellungen-mywemalo-dashboard-150x65.webp 150w, https:\/\/wemalo.com\/wp-content\/uploads\/einstellungen-mywemalo-dashboard-768x333.webp 768w\" sizes=\"auto, (max-width: 929px) 100vw, 929px\" \/>\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\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-53fc6f61 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"53fc6f61\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-4903d9a1\" data-id=\"4903d9a1\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4c861a83 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"4c861a83\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M9 17H4.5C4.05533 17 3.69433 16.8507 3.417 16.552C3.139 16.2533 3 15.9027 3 15.5V4.5C3 4.08333 3.15967 3.72933 3.479 3.438C3.79833 3.146 4.13867 3 4.5 3H8.062C8.20133 2.55533 8.43767 2.19433 8.771 1.917C9.10433 1.639 9.514 1.5 10 1.5C10.5 1.5 10.9133 1.639 11.24 1.917C11.566 2.19433 11.7987 2.55533 11.938 3H15.5C15.9447 3 16.3057 3.146 16.583 3.438C16.861 3.72933 17 4.08333 17 4.5V8H15.5V4.5H14V7H6V4.5H4.5V15.5H9V17ZM12.833 16L9.312 12.458L10.375 11.396L12.833 13.875L17.438 9.271L18.5 10.333L12.833 16ZM10 4.5C10.208 4.5 10.385 4.427 10.531 4.281C10.677 4.135 10.75 3.958 10.75 3.75C10.75 3.542 10.677 3.365 10.531 3.219C10.385 3.073 10.208 3 10 3C9.792 3 9.615 3.073 9.469 3.219C9.323 3.365 9.25 3.542 9.25 3.75C9.25 3.958 9.323 4.135 9.469 4.281C9.615 4.427 9.792 4.5 10 4.5Z\" fill=\"#222222\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-1940d260 elementor-widget elementor-widget-heading\" data-id=\"1940d260\" 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<p class=\"elementor-heading-title elementor-size-default\">Carrying out inventories<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-1cb7be6c\" data-id=\"1cb7be6c\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-7f3c22b2 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"7f3c22b2\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><g clip-path=\"url(#clip0_303_2387)\"><path d=\"M13.8833 3.76654L16.2417 6.12487L13.8833 8.4832L11.525 6.12487L13.8833 3.76654V3.76654ZM7.5 4.16654V7.49987H4.16667V4.16654H7.5ZM15.8333 12.4999V15.8332H12.5V12.4999H15.8333ZM7.5 12.4999V15.8332H4.16667V12.4999H7.5ZM13.8833 1.4082L9.16667 6.11654L13.8833 10.8332L18.6 6.11654L13.8833 1.4082ZM9.16667 2.49987H2.5V9.16654H9.16667V2.49987ZM17.5 10.8332H10.8333V17.4999H17.5V10.8332ZM9.16667 10.8332H2.5V17.4999H9.16667V10.8332Z\" fill=\"#222222\"><\/path><\/g><defs><clipPath id=\"clip0_303_2387\"><rect width=\"20\" height=\"20\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-2b0634f4 elementor-widget elementor-widget-heading\" data-id=\"2b0634f4\" 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<p class=\"elementor-heading-title elementor-size-default\">Rolling stocktaking<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-79bd59e4\" data-id=\"79bd59e4\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4c1565d6 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"4c1565d6\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M6.25 16.625C4.79133 16.625 3.55167 16.1147 2.531 15.094C1.51033 14.0727 1 12.833 1 11.375C1 9.917 1.51033 8.67733 2.531 7.656C3.55167 6.63533 4.79133 6.125 6.25 6.125H6.625L5.562 5.062L6.625 4L9.5 6.875L6.625 9.75L5.562 8.688L6.646 7.625H6.25C5.20867 7.625 4.32333 7.98967 3.594 8.719C2.86467 9.44767 2.5 10.333 2.5 11.375C2.5 12.417 2.86467 13.3023 3.594 14.031C4.32333 14.7603 5.20867 15.125 6.25 15.125H9.5V16.625H6.25ZM11 9.625V4.625H18V9.625H11ZM11 16.625V11.625H18V16.625H11ZM12.5 15.125H16.5V13.125H12.5V15.125Z\" fill=\"#222222\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-4c2749ae elementor-widget elementor-widget-heading\" data-id=\"4c2749ae\" 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<p class=\"elementor-heading-title elementor-size-default\">Random inventory\/sample<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-575e2308\" data-id=\"575e2308\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-65711607 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"65711607\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-far-id-card\" viewBox=\"0 0 576 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M528 32H48C21.5 32 0 53.5 0 80v352c0 26.5 21.5 48 48 48h480c26.5 0 48-21.5 48-48V80c0-26.5-21.5-48-48-48zm0 400H303.2c.9-4.5.8 3.6.8-22.4 0-31.8-30.1-57.6-67.2-57.6-10.8 0-18.7 8-44.8 8-26.9 0-33.4-8-44.8-8-37.1 0-67.2 25.8-67.2 57.6 0 26-.2 17.9.8 22.4H48V144h480v288zm-168-80h112c4.4 0 8-3.6 8-8v-16c0-4.4-3.6-8-8-8H360c-4.4 0-8 3.6-8 8v16c0 4.4 3.6 8 8 8zm0-64h112c4.4 0 8-3.6 8-8v-16c0-4.4-3.6-8-8-8H360c-4.4 0-8 3.6-8 8v16c0 4.4 3.6 8 8 8zm0-64h112c4.4 0 8-3.6 8-8v-16c0-4.4-3.6-8-8-8H360c-4.4 0-8 3.6-8 8v16c0 4.4 3.6 8 8 8zm-168 96c35.3 0 64-28.7 64-64s-28.7-64-64-64-64 28.7-64 64 28.7 64 64 64z\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-1ea4bdc3 elementor-widget elementor-widget-heading\" data-id=\"1ea4bdc3\" 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<p class=\"elementor-heading-title elementor-size-default\">Instruction-oriented inventory by chance and employees<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-32e2764 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"32e2764\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-218ddc69\" data-id=\"218ddc69\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2ac9a172 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"2ac9a172\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M13.299 16.7054H3.33314V3.33704H9.14897V7.48704H13.299V8.33371H15.0081V6.67871L13.2998 4.96871L11.6665 3.33704L10.0081 1.67871H3.34147C2.90069 1.68026 2.47852 1.85661 2.16762 2.16908C1.85671 2.48154 1.68248 2.90459 1.68314 3.34538L1.67481 16.6787C1.67414 17.1195 1.84838 17.5425 2.15928 17.855C2.47019 18.1675 2.89235 18.3438 3.33314 18.3454H15.0081V16.6787L13.299 16.7054ZM17.7165 15.012L18.4456 12.512L19.1748 10.012H17.9248L17.0915 12.8704L16.2581 10.012H15.0081L16.4665 15.012H17.7165Z\" fill=\"#222222\"><\/path><path d=\"M8.34163 10.0117H5.84163C5.62082 10.0124 5.40924 10.1004 5.25311 10.2565C5.09697 10.4127 5.00896 10.6242 5.0083 10.8451V14.1784C5.00896 14.3992 5.09697 14.6108 5.25311 14.7669C5.40924 14.923 5.62082 15.0111 5.84163 15.0117H8.34163C8.56244 15.0111 8.77402 14.923 8.93016 14.7669C9.0863 14.6108 9.17431 14.3992 9.17497 14.1784V13.3451H7.92497V13.7617H6.2583V11.2617H7.92497V11.6784H9.17497V10.8451C9.17431 10.6242 9.0863 10.4127 8.93016 10.2565C8.77402 10.1004 8.56244 10.0124 8.34163 10.0117V10.0117ZM14.175 11.2667V10.0117H10.8416C10.6206 10.0117 10.4087 10.0995 10.2524 10.2558C10.0961 10.4121 10.0083 10.624 10.0083 10.8451V12.3092C10.0083 12.5302 10.0961 12.7422 10.2524 12.8985C10.4087 13.0548 10.6206 13.1426 10.8416 13.1426H12.9333V13.7617H10.0083V15.0176H13.3416C13.5626 15.0176 13.7746 14.9298 13.9309 14.7735C14.0872 14.6172 14.175 14.4052 14.175 14.1842V12.7201C14.175 12.499 14.0872 12.2871 13.9309 12.1308C13.7746 11.9745 13.5626 11.8867 13.3416 11.8867H11.25V11.2676L14.175 11.2667Z\" fill=\"#222222\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-615f63d elementor-widget elementor-widget-heading\" data-id=\"615f63d\" 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<p class=\"elementor-heading-title elementor-size-default\">Export system inventory as Excel file<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-5b1ca715\" data-id=\"5b1ca715\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;gradient&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-40c5140a\" data-id=\"40c5140a\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;gradient&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-1dfd5fb1\" data-id=\"1dfd5fb1\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;gradient&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<div class=\"elementor-element elementor-element-8065368 elementor-widget elementor-widget-ha-creative-button happy-addon ha-creative-button\" data-id=\"8065368\" data-element_type=\"widget\" data-widget_type=\"ha-creative-button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div data-magnetic=\"no\" class=\"ha-creative-btn-wrap\">\n\t\t\t<a class=\"ha-creative-btn ha-stl--symbolab ha-eft--back-in-left\" href=\"\/en\/contact\/\" rel=\"nofollow\">Contact us now<i aria-hidden=\"true\" class=\"hm hm-arrow-right\"><\/i><\/a>\n\t\t<\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8715f99 elementor-widget elementor-widget-text-editor\" data-id=\"8715f99\" 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>Free of charge &amp; without obligation!<\/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<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-4ed3d8da animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default elementor-invisible\" data-id=\"4ed3d8da\" data-element_type=\"section\" id=\"retoure\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-5d64c298 animated-slow elementor-invisible\" data-id=\"5d64c298\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-7ec8aaf1 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"7ec8aaf1\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-3e16bd5f\" data-id=\"3e16bd5f\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-7953a45 elementor-widget elementor-widget-heading\" data-id=\"7953a45\" 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\">Returned goods<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4120caf elementor-widget elementor-widget-text-editor\" data-id=\"4120caf\" 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>With WEMALO Returns Management you can easily process returns and define returns processes.<\/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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-126c3719 elementor-hidden-mobile\" data-id=\"126c3719\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-68648dfa elementor-widget elementor-widget-image\" data-id=\"68648dfa\" 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=\"1024\" height=\"683\" src=\"https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-warehouse-with-boxes-1024x683.png\" class=\"attachment-large size-large wp-image-15075\" alt=\"\" srcset=\"https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-warehouse-with-boxes-1024x683.png 1024w, https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-warehouse-with-boxes-300x200.png 300w, https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-warehouse-with-boxes-150x100.png 150w, https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-warehouse-with-boxes-768x512.png 768w, https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-warehouse-with-boxes.png 1080w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/>\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\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-7ec0d2a8 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"7ec0d2a8\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-5d169500\" data-id=\"5d169500\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5e62add5 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"5e62add5\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-retweet\" viewBox=\"0 0 640 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M629.657 343.598L528.971 444.284c-9.373 9.372-24.568 9.372-33.941 0L394.343 343.598c-9.373-9.373-9.373-24.569 0-33.941l10.823-10.823c9.562-9.562 25.133-9.34 34.419.492L480 342.118V160H292.451a24.005 24.005 0 0 1-16.971-7.029l-16-16C244.361 121.851 255.069 96 276.451 96H520c13.255 0 24 10.745 24 24v222.118l40.416-42.792c9.285-9.831 24.856-10.054 34.419-.492l10.823 10.823c9.372 9.372 9.372 24.569-.001 33.941zm-265.138 15.431A23.999 23.999 0 0 0 347.548 352H160V169.881l40.416 42.792c9.286 9.831 24.856 10.054 34.419.491l10.822-10.822c9.373-9.373 9.373-24.569 0-33.941L144.971 67.716c-9.373-9.373-24.569-9.373-33.941 0L10.343 168.402c-9.373 9.373-9.373 24.569 0 33.941l10.822 10.822c9.562 9.562 25.133 9.34 34.419-.491L96 169.881V392c0 13.255 10.745 24 24 24h243.549c21.382 0 32.09-25.851 16.971-40.971l-16.001-16z\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-941be31 elementor-widget elementor-widget-heading\" data-id=\"941be31\" 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<p class=\"elementor-heading-title elementor-size-default\">Returns acceptance<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-72950b04\" data-id=\"72950b04\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-67dbc18e elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"67dbc18e\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M5.00016 18.3337C4.54183 18.3337 4.14961 18.1706 3.8235 17.8445C3.49683 17.5178 3.3335 17.1253 3.3335 16.667V3.33366C3.3335 2.87533 3.49683 2.48283 3.8235 2.15616C4.14961 1.83005 4.54183 1.66699 5.00016 1.66699H10.9793C11.2016 1.66699 11.4135 1.70866 11.6152 1.79199C11.8163 1.87533 11.9932 1.99338 12.146 2.14616L16.1877 6.18783C16.3404 6.3406 16.4585 6.51755 16.5418 6.71866C16.6252 6.92033 16.6668 7.13227 16.6668 7.35449V10.0003H15.0002V7.50033H11.6668C11.4307 7.50033 11.2329 7.42033 11.0735 7.26033C10.9135 7.10088 10.8335 6.9031 10.8335 6.66699V3.33366H5.00016V16.667H10.0002V18.3337H5.00016ZM15.2502 12.1045L16.146 13.0003L12.9168 16.2087V17.0837H13.7918L17.021 13.8753L17.896 14.7503L14.5627 18.0837C14.4793 18.167 14.3854 18.2295 14.281 18.2712C14.1771 18.3128 14.0696 18.3337 13.9585 18.3337H12.0835C11.9724 18.3337 11.8752 18.292 11.7918 18.2087C11.7085 18.1253 11.6668 18.0281 11.6668 17.917V16.042C11.6668 15.9309 11.6877 15.8234 11.7293 15.7195C11.771 15.615 11.8335 15.5212 11.9168 15.4378L15.2502 12.1045ZM17.896 14.7503L15.2502 12.1045L16.4585 10.8962C16.6113 10.7434 16.8057 10.667 17.0418 10.667C17.2779 10.667 17.4724 10.7434 17.6252 10.8962L19.1043 12.3753C19.2571 12.5281 19.3335 12.7225 19.3335 12.9587C19.3335 13.1948 19.2571 13.3892 19.1043 13.542L17.896 14.7503Z\" fill=\"#ED8516\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-326cf4a4 elementor-widget elementor-widget-heading\" data-id=\"326cf4a4\" 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<p class=\"elementor-heading-title elementor-size-default\">Individual returns processing<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-312a9ea3\" data-id=\"312a9ea3\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-386e5936 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"386e5936\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M17.9 16.7167L16.125 14.95L17.9 13.1833L16.7167 12L14.95 13.775L13.1833 12L12 13.1833L13.775 14.95L12 16.7167L13.1833 17.9L14.95 16.125L16.7167 17.9\" fill=\"#ED8516\"><\/path><path d=\"M5.00016 18.3337C4.54183 18.3337 4.14961 18.1706 3.8235 17.8445C3.49683 17.5178 3.3335 17.1253 3.3335 16.667V3.33366C3.3335 2.87533 3.49683 2.48283 3.8235 2.15616C4.14961 1.83005 4.54183 1.66699 5.00016 1.66699H10.9793C11.2016 1.66699 11.4135 1.70866 11.6152 1.79199C11.8163 1.87533 11.9932 1.99338 12.146 2.14616L16.1877 6.18783C16.3404 6.3406 16.4585 6.51755 16.5418 6.71866C16.6252 6.92033 16.6668 7.13227 16.6668 7.35449V10.0003H15.0002V7.50033H11.6668C11.4307 7.50033 11.2329 7.42033 11.0735 7.26033C10.9135 7.10088 10.8335 6.9031 10.8335 6.66699V3.33366H5.00016V16.667H10.0002V18.3337H5.00016Z\" fill=\"#ED8516\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-451f88d2 elementor-widget elementor-widget-heading\" data-id=\"451f88d2\" 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<p class=\"elementor-heading-title elementor-size-default\">Deposit of return reasons<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-2aa76083\" data-id=\"2aa76083\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-49f46759 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"49f46759\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-far-list-alt\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M464 32H48C21.49 32 0 53.49 0 80v352c0 26.51 21.49 48 48 48h416c26.51 0 48-21.49 48-48V80c0-26.51-21.49-48-48-48zm-6 400H54a6 6 0 0 1-6-6V86a6 6 0 0 1 6-6h404a6 6 0 0 1 6 6v340a6 6 0 0 1-6 6zm-42-92v24c0 6.627-5.373 12-12 12H204c-6.627 0-12-5.373-12-12v-24c0-6.627 5.373-12 12-12h200c6.627 0 12 5.373 12 12zm0-96v24c0 6.627-5.373 12-12 12H204c-6.627 0-12-5.373-12-12v-24c0-6.627 5.373-12 12-12h200c6.627 0 12 5.373 12 12zm0-96v24c0 6.627-5.373 12-12 12H204c-6.627 0-12-5.373-12-12v-24c0-6.627 5.373-12 12-12h200c6.627 0 12 5.373 12 12zm-252 12c0 19.882-16.118 36-36 36s-36-16.118-36-36 16.118-36 36-36 36 16.118 36 36zm0 96c0 19.882-16.118 36-36 36s-36-16.118-36-36 16.118-36 36-36 36 16.118 36 36zm0 96c0 19.882-16.118 36-36 36s-36-16.118-36-36 16.118-36 36-36 36 16.118 36 36z\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-66bdf40 elementor-widget elementor-widget-heading\" data-id=\"66bdf40\" 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<p class=\"elementor-heading-title elementor-size-default\">Return instruction at product level<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-5b9510f0 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"5b9510f0\" data-element_type=\"section\" id=\"produktion\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-403e75aa animated-slow elementor-invisible\" data-id=\"403e75aa\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-50129388 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"50129388\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-592c67ce\" data-id=\"592c67ce\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-935b58c elementor-widget elementor-widget-heading\" data-id=\"935b58c\" 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<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3f53e0f5 elementor-widget elementor-widget-text-editor\" data-id=\"3f53e0f5\" 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>With the WEMALO production module, you can control production according to demand and gain insight into the production process to ensure the quality of the products.<\/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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-6691342c\" data-id=\"6691342c\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-73166691 elementor-widget elementor-widget-image\" data-id=\"73166691\" 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=\"788\" height=\"526\" src=\"https:\/\/wemalo.com\/wp-content\/uploads\/production-wemalo.webp\" class=\"attachment-large size-large wp-image-15112\" alt=\"\" srcset=\"https:\/\/wemalo.com\/wp-content\/uploads\/production-wemalo.webp 788w, https:\/\/wemalo.com\/wp-content\/uploads\/production-wemalo-300x200.webp 300w, https:\/\/wemalo.com\/wp-content\/uploads\/production-wemalo-150x100.webp 150w, https:\/\/wemalo.com\/wp-content\/uploads\/production-wemalo-768x513.webp 768w\" sizes=\"auto, (max-width: 788px) 100vw, 788px\" \/>\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\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-3b611bcb elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"3b611bcb\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-28fc311b\" data-id=\"28fc311b\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-30ad6bcb elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"30ad6bcb\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M9 17H4.5C4.05533 17 3.69433 16.8507 3.417 16.552C3.139 16.2533 3 15.9027 3 15.5V4.5C3 4.08333 3.15967 3.72933 3.479 3.438C3.79833 3.146 4.13867 3 4.5 3H8.062C8.20133 2.55533 8.43767 2.19433 8.771 1.917C9.10433 1.639 9.514 1.5 10 1.5C10.5 1.5 10.9133 1.639 11.24 1.917C11.566 2.19433 11.7987 2.55533 11.938 3H15.5C15.9447 3 16.3057 3.146 16.583 3.438C16.861 3.72933 17 4.08333 17 4.5V8H15.5V4.5H14V7H6V4.5H4.5V15.5H9V17ZM12.833 16L9.312 12.458L10.375 11.396L12.833 13.875L17.438 9.271L18.5 10.333L12.833 16ZM10 4.5C10.208 4.5 10.385 4.427 10.531 4.281C10.677 4.135 10.75 3.958 10.75 3.75C10.75 3.542 10.677 3.365 10.531 3.219C10.385 3.073 10.208 3 10 3C9.792 3 9.615 3.073 9.469 3.219C9.323 3.365 9.25 3.542 9.25 3.75C9.25 3.958 9.323 4.135 9.469 4.281C9.615 4.427 9.792 4.5 10 4.5Z\" fill=\"#222222\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-6ec01c3f elementor-widget elementor-widget-heading\" data-id=\"6ec01c3f\" 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<p class=\"elementor-heading-title elementor-size-default\">Mark products as relevant for production<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-63db420d\" data-id=\"63db420d\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-7beb20e7 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"7beb20e7\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M3.33317 17.5C2.87484 17.5 2.48262 17.3369 2.1565 17.0108C1.82984 16.6842 1.6665 16.2917 1.6665 15.8333V4.16667C1.6665 3.70833 1.82984 3.31583 2.1565 2.98917C2.48262 2.66306 2.87484 2.5 3.33317 2.5H16.6665C17.1248 2.5 17.5173 2.66306 17.844 2.98917C18.1701 3.31583 18.3332 3.70833 18.3332 4.16667V15.8333C18.3332 16.2917 18.1701 16.6842 17.844 17.0108C17.5173 17.3369 17.1248 17.5 16.6665 17.5H3.33317ZM3.33317 15.8333H16.6665V4.16667H3.33317V15.8333ZM4.1665 14.1667H8.33317V12.5H4.1665V14.1667ZM12.1248 12.5L16.2498 8.375L15.0623 7.1875L12.1248 10.1458L10.9373 8.95833L9.77067 10.1458L12.1248 12.5ZM4.1665 10.8333H8.33317V9.16667H4.1665V10.8333ZM4.1665 7.5H8.33317V5.83333H4.1665V7.5ZM3.33317 15.8333V4.16667V15.8333Z\" fill=\"#222222\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-353e7ec5 elementor-widget elementor-widget-heading\" data-id=\"353e7ec5\" 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<p class=\"elementor-heading-title elementor-size-default\">Create production orders<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-5d9520ab\" data-id=\"5d9520ab\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-207c9877 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"207c9877\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><g clip-path=\"url(#clip0_296_2371)\"><path d=\"M18.5 15.8337V16.667L11.8333 18.7503L6 17.1337V18.3337H1V9.16699H7.64167L12.775 11.0837C13.7083 11.4337 14.3333 12.3337 14.3333 13.3337H16C17.3833 13.3337 18.5 14.4503 18.5 15.8337ZM4.33333 16.667V10.8337H2.66667V16.667H4.33333ZM16.75 15.4753C16.6167 15.2003 16.325 15.0087 16 15.0087H11.5417C11.0917 15.0087 10.65 14.9337 10.225 14.792L8.24167 14.1337L8.76667 12.5503L10.75 13.2087C11.0083 13.292 12.6667 13.3337 12.6667 13.3337C12.6667 13.0253 12.475 12.7503 12.1917 12.642L7.34167 10.8337H6V15.4003L11.8083 17.0087L16.75 15.4753Z\" fill=\"#222222\"><\/path><path d=\"M16.2856 4.42829L12.2856 2.14258\" stroke=\"#222222\" stroke-width=\"1.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M18 7.00035V3.57108C17.9998 3.42074 17.9587 3.27308 17.8807 3.14292C17.8027 3.01275 17.6906 2.90467 17.5556 2.8295L14.4444 1.11486C14.3093 1.03961 14.156 1 14 1C13.844 1 13.6907 1.03961 13.5556 1.11486L10.4444 2.8295C10.3095 2.90467 10.1973 3.01275 10.1193 3.14292C10.0413 3.27308 10.0002 3.42074 10 3.57108V7.00035C10.0002 7.15069 10.0413 7.29835 10.1193 7.42851C10.1973 7.55867 10.3095 7.66676 10.4444 7.74193L13.5556 9.45657C13.6907 9.53181 13.844 9.57143 14 9.57143C14.156 9.57143 14.3093 9.53181 14.4444 9.45657L17.5556 7.74193C17.6906 7.66676 17.8027 7.55867 17.8807 7.42851C17.9587 7.29835 17.9998 7.15069 18 7.00035Z\" stroke=\"#222222\" stroke-width=\"1.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M10.5713 3.28613L14.2856 5.57185L17.9999 3.28613\" stroke=\"#222222\" stroke-width=\"1.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M14 9.57129V5.57129\" stroke=\"#222222\" stroke-width=\"1.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/g><defs><clipPath id=\"clip0_296_2371\"><rect width=\"20\" height=\"20\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-70785f77 elementor-widget elementor-widget-heading\" data-id=\"70785f77\" 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<p class=\"elementor-heading-title elementor-size-default\">Implementation of the production<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-4708711e\" data-id=\"4708711e\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5e8add45 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"5e8add45\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><rect x=\"7\" y=\"5\" width=\"10\" height=\"7\" rx=\"1\" fill=\"#222222\"><\/rect><rect x=\"11\" y=\"6\" width=\"2\" height=\"1\" fill=\"#D9D9D9\"><\/rect><path d=\"M5 3V14H18\" stroke=\"#222222\" stroke-width=\"1.5\" stroke-linejoin=\"round\"><\/path><circle cx=\"14.5\" cy=\"16.5\" r=\"1.5\" fill=\"#222222\"><\/circle><circle cx=\"7.5\" cy=\"16.5\" r=\"1.5\" fill=\"#222222\"><\/circle><line x1=\"5\" y1=\"3.75\" x2=\"1\" y2=\"3.75\" stroke=\"#222222\" stroke-width=\"1.5\"><\/line><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-2382c87c elementor-widget elementor-widget-heading\" data-id=\"2382c87c\" 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<p class=\"elementor-heading-title elementor-size-default\">Picking<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-582b8623 animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default elementor-invisible\" data-id=\"582b8623\" data-element_type=\"section\" id=\"chargen\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-2ade42b animated-slow elementor-invisible\" data-id=\"2ade42b\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-4d988a93 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"4d988a93\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-32fed39\" data-id=\"32fed39\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-6217d6d elementor-widget elementor-widget-heading\" data-id=\"6217d6d\" 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\">Batch and serial number management<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-16cd5fc5 elementor-widget elementor-widget-text-editor\" data-id=\"16cd5fc5\" 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>In WEMALO you can enter batches and serial numbers when you receive items in purchasing or production, so that you get a history and traceability of the products in the warehouse.<\/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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-571727a0\" data-id=\"571727a0\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-670673aa elementor-widget elementor-widget-image\" data-id=\"670673aa\" 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=\"914\" height=\"519\" src=\"https:\/\/wemalo.com\/wp-content\/uploads\/chargen-wemalo-wms.webp\" class=\"attachment-large size-large wp-image-15208\" alt=\"\" srcset=\"https:\/\/wemalo.com\/wp-content\/uploads\/chargen-wemalo-wms.webp 914w, https:\/\/wemalo.com\/wp-content\/uploads\/chargen-wemalo-wms-300x170.webp 300w, https:\/\/wemalo.com\/wp-content\/uploads\/chargen-wemalo-wms-150x85.webp 150w, https:\/\/wemalo.com\/wp-content\/uploads\/chargen-wemalo-wms-768x436.webp 768w\" sizes=\"auto, (max-width: 914px) 100vw, 914px\" \/>\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\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-23a43932 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"23a43932\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-6aa4c260\" data-id=\"6aa4c260\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-106166b elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"106166b\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-far-user\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M313.6 304c-28.7 0-42.5 16-89.6 16-47.1 0-60.8-16-89.6-16C60.2 304 0 364.2 0 438.4V464c0 26.5 21.5 48 48 48h352c26.5 0 48-21.5 48-48v-25.6c0-74.2-60.2-134.4-134.4-134.4zM400 464H48v-25.6c0-47.6 38.8-86.4 86.4-86.4 14.6 0 38.3 16 89.6 16 51.7 0 74.9-16 89.6-16 47.6 0 86.4 38.8 86.4 86.4V464zM224 288c79.5 0 144-64.5 144-144S303.5 0 224 0 80 64.5 80 144s64.5 144 144 144zm0-240c52.9 0 96 43.1 96 96s-43.1 96-96 96-96-43.1-96-96 43.1-96 96-96z\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-589e9104 elementor-widget elementor-widget-heading\" data-id=\"589e9104\" 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<p class=\"elementor-heading-title elementor-size-default\">Batch management at client level<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-555fe77a\" data-id=\"555fe77a\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5306a5db elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"5306a5db\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><g clip-path=\"url(#clip0_176_1660)\"><path fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M0.999993 5.82518L4.54763 3.88278L7.51638 7.08294L5.47137 8.20254L9.70704 9.88534V17.5997L1.94016 13.9996V6.83856L0.999993 5.82518ZM17.4738 7.90278L18.9999 6.17871L15.8449 3.90053L12.9148 7.2109L14.2606 8.18258L10.3044 9.88534V17.5997L17.4738 13.9996V7.90278Z\" fill=\"#ED8516\"><\/path><path d=\"M12.6947 6.00002H10.9023V2H9.7074V6.00002H7.91504L10.3048 8.00002L12.6947 6.00002Z\" fill=\"#ED8516\"><\/path><\/g><defs><clipPath id=\"clip0_176_1660\"><rect width=\"20\" height=\"20\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-467d9929 elementor-widget elementor-widget-heading\" data-id=\"467d9929\" 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<p class=\"elementor-heading-title elementor-size-default\">Batches in Pick&amp;Pack<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-6b5318a9\" data-id=\"6b5318a9\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-1bac39dc elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"1bac39dc\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M4 5.2H5.5V14.8H4V5.2ZM6.25 5.2H7V14.8H6.25V5.2ZM7.75 5.2H10V14.8H7.75V5.2ZM10.75 5.2H11.5V14.8H10.75V5.2ZM13 5.2H14.5V14.8H13V5.2ZM15.25 5.2H16V14.8H15.25V5.2ZM2.5 3.6V6.8H1V3.6C1 3.17565 1.15804 2.76869 1.43934 2.46863C1.72064 2.16857 2.10218 2 2.5 2H5.5V3.6H2.5ZM17.5 2C17.8978 2 18.2794 2.16857 18.5607 2.46863C18.842 2.76869 19 3.17565 19 3.6V6.8H17.5V3.6H14.5V2H17.5ZM2.5 13.2V16.4H5.5V18H2.5C2.10218 18 1.72064 17.8314 1.43934 17.5314C1.15804 17.2313 1 16.8243 1 16.4V13.2H2.5ZM17.5 16.4V13.2H19V16.4C19 16.8243 18.842 17.2313 18.5607 17.5314C18.2794 17.8314 17.8978 18 17.5 18H14.5V16.4H17.5Z\" fill=\"#ED8516\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-435ea84a elementor-widget elementor-widget-heading\" data-id=\"435ea84a\" 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<p class=\"elementor-heading-title elementor-size-default\">Serial Number Management &amp; History <\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-18a17825\" data-id=\"18a17825\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-1a2d1b70 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"1a2d1b70\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><g clip-path=\"url(#clip0_190_905)\"><path d=\"M18.125 3.75C18.2908 3.75 18.4497 3.81585 18.5669 3.93306C18.6842 4.05027 18.75 4.20924 18.75 4.375V15.625C18.75 15.7908 18.6842 15.9497 18.5669 16.0669C18.4497 16.1842 18.2908 16.25 18.125 16.25H1.875C1.70924 16.25 1.55027 16.1842 1.43306 16.0669C1.31585 15.9497 1.25 15.7908 1.25 15.625V4.375C1.25 4.20924 1.31585 4.05027 1.43306 3.93306C1.55027 3.81585 1.70924 3.75 1.875 3.75H18.125ZM1.875 2.5C1.37772 2.5 0.900805 2.69754 0.549175 3.04917C0.197544 3.40081 0 3.87772 0 4.375L0 15.625C0 16.1223 0.197544 16.5992 0.549175 16.9508C0.900805 17.3025 1.37772 17.5 1.875 17.5H18.125C18.6223 17.5 19.0992 17.3025 19.4508 16.9508C19.8025 16.5992 20 16.1223 20 15.625V4.375C20 3.87772 19.8025 3.40081 19.4508 3.04917C19.0992 2.69754 18.6223 2.5 18.125 2.5H1.875Z\" fill=\"#ED8516\"><\/path><path d=\"M8.74981 6.87514C8.74981 6.70938 8.81566 6.55041 8.93287 6.4332C9.05008 6.31599 9.20905 6.25014 9.37481 6.25014H15.6248C15.7906 6.25014 15.9495 6.31599 16.0668 6.4332C16.184 6.55041 16.2498 6.70938 16.2498 6.87514C16.2498 7.0409 16.184 7.19987 16.0668 7.31708C15.9495 7.43429 15.7906 7.50014 15.6248 7.50014H9.37481C9.20905 7.50014 9.05008 7.43429 8.93287 7.31708C8.81566 7.19987 8.74981 7.0409 8.74981 6.87514ZM6.87981 5.80764C6.93802 5.8657 6.9842 5.93467 7.0157 6.0106C7.04721 6.08653 7.06343 6.16793 7.06343 6.25014C7.06343 6.33235 7.04721 6.41375 7.0157 6.48968C6.9842 6.56561 6.93802 6.63458 6.87981 6.69264L5.00481 8.56764C4.94676 8.62584 4.87779 8.67202 4.80186 8.70353C4.72592 8.73504 4.64452 8.75126 4.56231 8.75126C4.4801 8.75126 4.3987 8.73504 4.32277 8.70353C4.24684 8.67202 4.17787 8.62584 4.11981 8.56764L3.49481 7.94264C3.4367 7.88453 3.39061 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fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-64171544 elementor-widget elementor-widget-heading\" data-id=\"64171544\" 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<p class=\"elementor-heading-title elementor-size-default\">Stock overview Charge+ \/ BBD<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-735d65d6 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"735d65d6\" data-element_type=\"section\" id=\"daten\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-1f1889cd animated-slow elementor-invisible\" data-id=\"1f1889cd\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-52e4b4d5 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"52e4b4d5\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-5b9a1359\" data-id=\"5b9a1359\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-60bf542 elementor-widget elementor-widget-heading\" data-id=\"60bf542\" 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\">Data connection<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-62755e96 elementor-widget elementor-widget-text-editor\" data-id=\"62755e96\" 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>WEMALO partners with leading retail technology solutions to help your business grow smarter, faster and stronger than ever before.<\/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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-462f891c\" data-id=\"462f891c\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-f6bdb21 elementor-widget elementor-widget-image\" data-id=\"f6bdb21\" 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=\"1024\" height=\"408\" src=\"https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-daten-wms-1024x408.webp\" class=\"attachment-large size-large wp-image-15207\" alt=\"\" srcset=\"https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-daten-wms-1024x408.webp 1024w, https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-daten-wms-300x120.webp 300w, https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-daten-wms-150x60.webp 150w, https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-daten-wms-768x306.webp 768w, https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-daten-wms-1536x612.webp 1536w, https:\/\/wemalo.com\/wp-content\/uploads\/wemalo-daten-wms.webp 1600w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/>\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\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-1763701 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"1763701\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-5342d5a9\" data-id=\"5342d5a9\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-7a38b150 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"7a38b150\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\"><g clip-path=\"url(#clip0_308_2410)\"><path d=\"M2.22702 4.85742C1.93376 4.85755 1.64341 4.91557 1.37262 5.02816C1.10184 5.14075 0.855942 5.30569 0.649041 5.51352C0.44214 5.72135 0.278304 5.96798 0.166929 6.23927C0.055555 6.51056 -0.00116647 6.80116 1.81803e-05 7.09442V14.5514C-0.000113246 14.8452 0.0576588 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f6rjsbJRnT3pmT9CFt0u3hStAQFrHuPfMPZy68LzqwuqKYJKoATwW5ZZCoFeD3T7\/XO3zv9rHqz1\/NzOHtYmoTYpUEqiVtm0L0YXQKDi7C14rUgdzF\/NJgI3Dhx4\/\/LY3\/tx13\/XOn+MFt54ilOIUXoYSq9PWVbw31xttuDy9ZDJXTDtvbfFAGlsWpt2Q09wwxK0pyOsVnD23cuKuT33bE3d\/4fawNkJrk2pSIx49ao8m07x5i1a8W7TVPvK5ETzPH0\/v+ExxJd+\/uOBY04bE3MXwdgaIqAcTqlBYXRYTNCZcxX2m4r7lNOauO3xtHvTuyV+XGaFb3F2NY9692mxoV+P77+jqjz\/V45Ua6oIQCAQPmIBpTeETCp8wLSY+jU1Gejlc9GOvfvVjxFBPVd0IBAOpkblekQXiMnsMw7ue2CpKe1NGhg206RtrxPqeB1+ko\/WFNV9lsVwEglwYTUHKLYuUq8Fun3+u5vlf7ePVnr8FI2AU3hjpRldGSahUEVd6KH2a+PQNq1iVKZMSKYcxTQ4uPH74v3jfz8fvedfP8qKXnUSWSHX0QCQSKEJsVmiBRi2oaOa+gFAQKNCcIJLJPF0caKO4qvaC08xl3R0G0wRVbQ7WPD\/VmE+gHhd85KPftP7Rj713fObxQnvidRLFe9Iv9zGdOgkVB1FqlJpEzRSnQqnQJn84zx9P+3ilXLH9YzI7jySJKiSpQsKknRswWSiW5cRk4v2jRyukqCl7Xntry2w9nfmbX9WD3j2pO37dDA69SsfM1o5+Nb\/\/bjfpqRx32IF6ykj7DZiAi6HUCDUuRq2oEXy478AFlpZPMRimmqLJUvd202rnQSJ70DN7hNZAb1t7BUyh9ZMDoxTsxJnn+XhcKEKVEo4TmRnnzlXuK8+F8e9KuFrnf7WPzwU6kR4HktrsvjDbhC58zNRVS1le3k8lwqMbZ33jwMKpm9\/+pl944Xe\/458tfeOrH6PsgRbgEa8VXPFWrd1pVmrdxnQTpJLVGzKZZ4S23NmWSWjOi14G0KjNarOuQI1gCR5\/4vi5j97558YPPPgymWxg4rgJ6hH1KEIBTTE1l9ly0anbSJutJdjy\/PF0\/v4rNdKv1P7pLobjYpga3kTjSjNOK+LidYwp9fpTNFiTtzSrxTHPdiffZVXcmbvtOzyWyVxzOMzi1gFqSCtHrrvA8tIGZbn1iZd\/m2ykZ\/YIsylz1uYDNHG+40k4+dijx8bjcRxK4VWqRHEPIUhKCd+pWGEmswtwlJpmsT2JzbzRqyEaFK1HfZUpU\/AhiNZISKEeHjx69uDbX\/8rN3zwfT\/Di2\/7ivbaecUdd0dVQUDbAMedJpLcaTKZZwhv5qtEU8UndoKMrYEuBknxiiQw9b6XztmNMP30F15z952feE86cVLFISJS0fZN8za8UloDLnfZa5HtUbzisx+6NSXEDScU0Yt+L7VlZ112bg2d3UB3vJwHfacc9NzIMtcuTT562w9UkqitY9P9x46eYXFpHZkLOen2vy7dI7JxntkDtD2izdBr75EAjpmxvrbv9ImTRyylWJYlNRUGoqp404lyP8nsSgyoValbV7YalGY06grujrsFl3LQl7GYPb5xIYUj151\/+Xe949ee9\/73\/jSvfdn9BEjTKdV4jKdEjBERmXnPvxp5QZbJXDmBZiZLNBoSc65R6QLEKhJSKngS7n\/0+H2\/\/bF3rj5y4gjJfKHoeRT1ovWfezIStW+ZHdk06J6J6M\/Mc5rWXhav3VIsC+sPBzWqBsglDPSLPOh6iQfnRa\/mvel5MZW5pvB2yFRvA9fnSIqNxKrl44cfYdDbADVrhD4aBepL74JBXjtl9gA7NfJGHMUgmXDm\/E1rZ84cVDyEEKTpP635kqeTzC7GBaYBkihlUgY1bba5UWMkMfoxOiBrmFWH9p859NZv\/q0b3\/\/ef8zrXnOvlwGKAlUlFAUSI7TGeUppxyoH8yGZmUzmGcK6vtukZ3mk6WiCkxI1lQh4KQobk+H0M198w+O\/\/+l3LkzNloq+lxpEqiQRoZCAmrt+lTVgNtKvLeaF46DzPgg17qFXWn84rInBEFx3bhzbF0Qed7hz9nlf5XYmcy3iJgqIJVGqYa\/u3XT8jxj0LwBunjxKFHefF6GeN8q7za1sfWSucdrgPdiyldtoWhmYCY8\/8dLqwvpyXxs3o+FoCO4poc3yJy9UMruXNkejMIgojnnCSIokUSaTka2C2ZHrzj\/vrXf8xove950\/zTe\/5h6GgbPTCStBkThXy7wNcw8hXNLNAtlIz2SeEebyR7opLLWXNtRdGs9NRYkg5sIX7n3+I3d++oPpy08cXVa1Eheb1CQ3IipBBXHzSJwPWc5cY3SC1bA1F76NwRUazX+SG9orkiwMaqLOom\/NQS9uHVvaTFeOb7tB0V23HR7LZK4JujSjrnFrF1TiOK5Sq9bsW7zATcfuYWEwBsETIvGyb5kH5MzeQ7ZdNaCmN3r40efXGxu9qFBNJxgQikg1nqCEPLFkdi3iQpkUcQiYAySQJLiDuyBTzAbHj5479LY7fuu273n3P+JNt9\/tiz2mFAzLIcmM2PaC1IpVhXix\/NtFsY+ZTObK2O5OMQjtzleiCfSKwR11iWZeCsqjTy48+Lt3vfmhOz\/9ln1JiFWtqg7uCOKlBMEMwyiIki5Ta+iZUCHPPLfYKWe8EnfKmBj06iYH3RsFeIfL5KJf9H6XK7PWvSg3qcw1RWekzw2WAogJ1Cpu+xYf5fDKE5SFIYi2fnMR+Woh7pnMNY3QRQHO3UErEJdcSD7cOHX6EJOpqjl1XTfVQoOKYWj2A2Z2MQoUDmV7y2gE40xUkqqPgtZ2ZOXC4Te85tdv++7v+Hu88fa7WVrgPDAxUKTRPVEBFUIIhLBpnNd1vePnZkGgTOaZwWFLZ4ptfxaaUPcLPibh9GsTLkwiXzn5wic\/8dn3nf7Kn5b7y76r1wQXCpSeRMoQ3XFP1KhoXgte42xXTxfHpa3w1GgMSqPYHzRRxJogsx2br0FmxLV7f59XJTFrPrcoKIrCx5OxhBDEcam8oozlUxIyyWSeqxSxwKi99trLWAguTOvKRYJtVHU68IKbHmLfwhqqME3SK3pNR4x5eZTJ4M54PAaB1DgRJUAT3n5+dfjg576wslyUmiZTRJwylqxtrFNQXCaAN5N57hOAPu4F+BRkQ8BcXCS4h5g2BuH0De9666\/d+H3f8fd5w2s\/x9KAKjkL9BiqIgYhXLoXxHjpUK1MJnNlODD1RNpyByITw929xsVCZEoFlTmnVg8+8Yu\/\/t2P\/t5d33jDYMU3RheIBMQaXSLcZFpPEYSCUiqv8xS3x1CfXaRpThUe1ZcOrhhKQtWndeVmWzObLoFcqswa7XWLMRI0uMjMxyjujnlTkTPkfdzMrsWpLAGIIpgZIkKMBUmjpADDI9c\/wNJwA8UR6Xwel\/OgZzJ7BhERkQAC5k6zh5yEZIELq4u+vrEik4liNWhwRMTbElKKwg5CWJnMbkGJTKjFi0gsC1ldv5BW0zQdOHrLmee\/\/lW\/evP3v+cf8Yrb7uXAIomI1AJV4zSvDSifZl5UliLNZK4YFyEBs30ya9Z5hUCiCZfsIzCqI79z1ytOfPQPP3hoZCW24Y5LF4R8uViw+TTKjhzefm1gc5EXOHibGkHn+EYxFSt6hVFEUERULxXafhHzBvp249wBL8vSVZtU9q5krbU5FrI1wDGT2XXU1oQRBglYXYNCEXvULiaF1iu33vQoK0sTVEGxmSyWyiVVHjKZPYMrTcm0ZkEDDpaclODU6X31hdVlH41F3V3UBVUEQZKSAwAzuxivcCoqSQjiTjWtbUSow+EbTh1715t\/9fj3vfsf8rpX3M9CQaIAhOihmUAUuiCs9uYWLppVcl\/JZJ5xhMA2ARUBcXWIkgATSRZ59Mkb7\/vQf37\/2c9+8fjx2LPzvq5EaeLgubge9jyXM85zktfuxaW5dL9nmykxiys36Qx0vFgY1PTLhOASnp6BvpMHvW5zorwNgRdBEBHEJecQZnY1TY5IQlEvVGWUpqiJqwSp69pCb3lj5Xk3nmahrFG8lWyc9RPPTvRMBhHBQFBpnIGigovwxMkD9er6cpxWBNxFBGumD5oorM53mK2PzK6i1g39AAAgAElEQVRh1lhNkUlwPChe1WnDve7feuOpW9\/+pn9\/9Pve9Y+5\/RUP0ItMExhGGcrGVdcWXNbwDLT8LEuayTxtZL7zdBFgCrhRSqsv8cTZgX3s0286fc+fvLfPxAZeMg4wFWstMu1msTyh7UG2VaER8ZmslSPiNe7lcDCiV0wRUFVhvsrsZcbvS3nQu9sWQkjuLsmShLbmgDRmOiEEPCUymd1LM56GEPGUPLm6uUldJVvYt+\/swtFD5yiDdSG8XR3aZrcqr44ymbYclKMqAt5a32H9sRPHfDTtB8MLVFUVc0OsSZGyJrjwKp99JvO0kCT4dKisVtMUgtbLN9904qZ3vuUXj7732\/8Jr33pIyz0gECRtIk2tDY\/isYWmA++6jxw2eWRyTx7zPqbeROa3FhEzaKwdpia+9333fDpX\/mtvzR+4sn919Gv19IFDSE4dQX0pI2A8Tkv+iUXhbl\/X1uYsCUScO56W9XDfeqp7i0Oz1IWk1nL8Ll\/L41cSsUd2kI5bT1O60Tkuh0nQVDNzS2zu1HRNu1oZm1Lqj05Mj105PBp2b9vFfWEpVl7t3YoztukmUxDo0ji0GSBKLVx4rFHb6Oa9sXcowoi3uiXzF7lecGS2U1s9XmIMZmM0qqNU7j5+idue89b\/u+j7\/\/Of8jrXvmILw45597knYt24VpAExVrEWq1y4bGZjKZry9NR\/bZPwQgGngN4yk8dmb\/qU9+7j0Pf+pztxeT2steKSPGUqrQ63amBaypusilLplrnx0Svh0Vkpn3h4MnKIp1zNy7Z+1sQMwX6PDL5aAbYEVReGpy0LUzzptFlmUV98yuR1Wp0rSLCnHVwg0shjg+dsPxh1gcnvMQTBwITUyiJ4OoOJ7955k9j4i4g7T6KIYlYTwqTz72+M0+rctgiIRmMZNwAoKKIh7I8VeZXcJFAYnB8EUNdvAlz\/\/K0Xe+6V8c\/K5v\/Ve88tZTHoUpBQNRrGoFqBqRBsRBCphQ02rEEbhYzndLbNZOy6wcvJXJXBGNJeSN19NcCOp1EwJGqGt0NO1VH\/vMKx\/8\/U\/8UFwdxbIo01STRvoS3OmZMGkM8CY2\/hL9cSdBuK2O1Mw1xmzjRoKKiVe9weAJymJjlqHezAk7pUPM3970oM\/qOze32idqrWVhxMItiCfBHcXMcAx7jijw2tM8Ppc+fyY08Cwexbds7D\/rx3me7vlfCQptFYJZgKGrKibq9aCXhoev+yyD\/hlEzENsOpSDpqaXpLk0kkxmD9LMGSKCOSVQehImVWAyPnj+zNmDY7wYqUut0fFImZSeBUqUgkgAgjeX+T4tvsOl7acuNrtcyfj1THG1P\/9K2a3n39UdT7I5j8klLtvZFG0Wksjsfbr3ah4xBJs5wQykVpgE8Y0ofq4X1G5+3sO3vfsd\/\/D6P\/\/+n+UbXnrKYykXaKJEAhA6t4q2d+hmO54w2XJ+TymaJBvnmcwWOmXrNHf9oge3XdQETHDBXUxqaoSEjifK6sbhhz70n3\/kibs+84L9iCu1XkgTKfYvM61ratIspNm7wOJLnducIOT86TwT7Nbx+0rZEv59FewfAPXNX7JR6zfaO0xcLYg6KlPp9VYp4xREAm1kRdjRw7fNg66NtEEITVPzBKIKFUbRT2EwrE+NJ3pg0Jc0mSApUXnNUrnA2nSDkqtbq9NoQ0z8qR\/hynNCrvTzoWkoSisK\/mwe289\/uud\/pccr\/fuvFAFCSizRZ5pqnCAbdUVaXLCThZ1Z\/IaXfpHl\/RtORDQ2X1gNqqEJU0TFwMOmMEgWCMnsJTw5oiqNmM502nTOJD76zB\/dOLHpwbPVht6wOJQiGfX62AeoLGuf6M4qa17SF22D45uFlW\/p34LNxip3awwoMVL7hAIQ1107\/l\/tEP\/dfP4uMA3NMaZmk0d92wqHzXDAeZo2JUgsWKvHGDVRAiEEJNWUwEIsCS5s1GMckVD0\/XyayDpu5b59Mjp26Avf9JP\/3U\/1X\/3S\/5ebjq0SROrafTH2BNQnownDQe+iGUFRekCPAWHuG7zk6n4n9\/pXfVEmswdoV13d\/GGbd6G0IlvzA0D3YMfERfri56oxjSB2JX034eyZPv\/hP33jY7\/6G3\/ulrHpNJpVjowL5fR46texIANghLl8jZHEMyN97ul7ff65Uq6m\/QPNnAPNugSxbgNAtCvGXFNTMN53\/PAa\/aKicifUPo0lFUh\/Wxg7W1voZh10aaI9fLYhIAIqUw1FbUG8btQNJaRWgpSr\/+POT7pd43+qxysxp56Jzw87dNZn6zjP0z3\/Kz1eyd\/\/TBAREoY7SAhg6hORFA4sn2Rl+QlEahBpPSI+F9cuqelcs85ENs4zewgHam26cilAXQMiJItxWr8grY+XF4cLVGfXvZ6arIQBvYRPbEMqIku6j4lN2JxRNtleekqx1kO68\/7\/bh3\/r+aIsdvPH5rz8PbYncv8+rtbm3fHrk3NvCF1TV8LPBZoVJLXmAspJcbV1EescqR\/TM6O1zlfjSwcPhjW61FYePHN97z5r\/zYT\/C6V\/1+On5kHEIQd0fFCK1frd8rLj6h9ma8klksG+WZzBY6T2hnvszwne5kc7VWip89s8rg0BKr6Tz7gzrrG5EHHz52zy\/\/+o\/sm1TDIWZuSBVUQNyJTfkscJg+5XWfbx+gnibXwvj9THA17R\/p9Kik\/TUExNWtnQPc3TWWI+\/FdVQSrR5JAiraKgFb2dI64twPtPWnEkmITEJZjESaMrbzOefieZ7I7HpcQAwTM\/FQRqeqpcanK4eve5AD+8+1zr1NZnU5zPViz3k20jN7hgRM2+sORG3yy0kpjk6fW17\/yhPx+Fh0cSqygLCYjCmJdSpPINWgJ77uhPa9krS707SVEto5pjk206o6BNtUSxV\/JrfrMrsJ8cZz7rKZIjG\/aDXaqIxt7ap7bXBHmdK3kmSRSZWoqQEniXrt7ovs48nxWQ9hgaoo\/WQ99pe9860fe+kH3\/83eOltd3Po+nFXijalJPPCuWaWhXQzma8nc0ZI5xXtvOey0\/M2w2sa1XYDjU0k5HLoo6tnYHWy9MRv\/M777\/+jz3\/LTRrT1BATJBg+qJBg3YaydRvL2RTao2xutnTlOYC59pAQK\/u9taIsNwiaEPGuCLpw0WbBvB0B8x505o0LQVABkVFZlhdE1c3M3V1EFHdwdyS3y8zupdnhQjAcd0RVpVbShMTzjh9\/hKWlUdOFdHtgFM1tY65YTjbOM3uORNPwayCUsblS17YxGp8YrW+cS+t+3b7Q7y0nNDGWRE0Zhqz1xE9VG7KkSmlbjXOXzfed7XrPepYS3MB19tzM3iVau8vqW73jncfcdC4MVDYjNdSbEKgFAhEY1xXGxAFCWXpRBKicCvXYX6ofWD8dpgtLvP4H3\/fLx77\/PX+T247fx9KCE5GUEmbmRVHMWmld188ZjZ5M5lql63CdcR7mbl9koLd3pCbqxru7lvcvsGYbDFVg4iV33fOKT\/3ah35sSYoFF6dqB5ZoSOGgbiS0GUvy\/JNpmXNaO41fAXOX\/nBwvhgONwiR1uHXOfe2c5Gd0Vb9k+7BxlshOCJG0EnZ662qKp6SmHteEGWuFTrnXLOV6u7m7pVbmmpRH7rhhscZDDbaXahuHphtYLX2xDMUrJTJ7D6EJge8Cy9MqsRozrCc7r\/x+Kde\/JpX37Nx5903TKdWViQEp6CAXkQKI5l5Ukht0ojNGemtmhbeesid1uuJoO3yS3CSZyN9r9LprjHnOZ+FtMvcpo9c3Ea65w+IhCZzyZ2IaRAJhVWObUglG5Zs3acSnn\/r2p9573f826M\/\/P6\/y43XP+Y+cukVmDuWrM1fnTs3VWK8uvo8mcy1zHxqubLNKJ8Pa58LS+7y1K2xetylpoeyqIWwvl5wenTsd\/6Pf\/3j9vCpo8toclKotInQiQY9b4z7kSBJkcKyjb63adYnXah7iwBuopaUaX9x4QzD\/vpmfp7K9hS+uddtYYsH3QWfbSuBozouy\/I0QVOqTYM7ooIhkkusZXY5rQfdERSnxhCpVYR+YdffcuNZymLa+Fq6qgZbgkak8fDNulr2oGf2FAr0aZzmCUgIqMIgpv7tr3zwWyb1v\/jkhdENq\/c+8NrV9fPDFcpYaGRtY41RcBkOBoSqnnWp0HlD27xi65JJoClEJe2OWhvw3pjonku17VFk7gJzeajbjHPYVO\/d+gbG1BNCckFkSEGtkbVJHVa95nzU6enSWXnx805924988H8vvus7fpaF3jlK8dTbzxhjINFjFNqSyKSUGlM\/G+eZzNedi\/QSd8o3Z9M4bysdurXruaD4dLrhPVVIOjj\/yx\/6zhOfvOedN1OkMB6LF43IihpEbwymJm3GaAXgt+goZfYuQhfpp56klQ4USb2FxZMM+uttSGDrCDcJottfviW8HToDvfFCbG9mjso0lMUaKp42ZVjyhlHmWkAAr6iJRATB3CUFISwtrupNN5yijIYouGwNZFegVZeeIw\/TmT2FWGNUB4dUQI0yovJBqcLN1xuLf+aTr55s\/IMv\/\/ZH\/sdHPvqZlz959vxgwSoSrv1ksjBxlzSbUJr1lbceTzojS1qvuqK+NYzxYm3uzF5jewjTvHEOTfuESwuLjkgYU0oifXpYnRgxZtIbVnr0QH34xbfe+61\/9Uf\/J177io8SbI3lAUmEC6MNlgfLIriLCO5OXde4+0Xe9Ewm8yzg2y5zyejzInKG4ShCjZPolyKcWgvcc98td\/78L\/34sTr29rmRQJIbYK6u0lZJ9NmGsOT5J9Oh2y0AN6H2ECZx2D9Lr5ig7rO43SZSvXU7bGmxs9fDVg\/6Zk5f8xJHGGkMZ0UkubsnHBeZTXY5Bz2z20kkU4lKo6vgdamJhd4FrluZ0i9pXSPedp+Zgvt8mYaW7EHP7D1qIDkhNrWkpxgVNUulmly\/VBcfePeHbzuysn5B6v\/hkTs\/fcf4zHr\/+rBE3\/A0mUho+8ycAeXuKolW9Esg6aZHXXwzP70hd7vMXJrFnHHeCMG1AnJzz50Lg3cZDplumICCKmtWsUqEIwfj0ite+Jt3\/NRP\/i2O7L+PA0PfEJFRPfWFuMC+wTJiuFlCY0REiO2xI6WUjfVM5utItwbrUl12qqm4abM3Naq1faXgTNIafYrIlAN3\/bP\/67+a3PfwzYemqv2i8IogU0suNLnngmFo9z47R+Vk9gzb06a6FIuZfq2gKUqiLEcUxXTzWVuuzSdiXGSkK2kzQNCB2XySaqcs68XlpY2NydhElRCCp5QcoE51NtAzu5rN\/PPkvV6Ps5Pz3ltamtzyspecIsgqRTBC9Nmaq3tBe3su5ykP1Zm9iQJF4\/IOKAU9oM8a6tOoRr823v76O1\/zP\/6VH7\/5PW\/9j2f3D9ZOWGUVmhqZLrVe6BMITBgDNcs68CEFE9ab\/eI5r\/pMSI4d12KZPUbXBhKNIFwX1t4Z57WP6RNY1h4ljlJToj4MhYsEVq3mvMDZEDg9EDvRU1s7sv\/JV33\/n\/3bd\/zsT3+Qm458iZUFWxX1EZEYBzhIqEBriLrp45g3zoFsnGcyzzbdhDCX+1J5xdSnArAxWWd9dF4iJmpTBu4wrfuP\/J\/\/5jufuPMzf+6WwT4G7n5+elYMJxpS2qYxVQE1SJeTrnnlt7dpS4R0mzWtTSAOkkR9XFfjA9dft0aqavolpBpQehqozecN8h2j0y+VKOWNijvTUBTnNQQXNxFpcq26\/zovYm6jmd1Ks8BzF3cC0dZJdf\/AyiMsL5ynaEPcmdstbbzo25ZieacqswcRGtdFK53YiXYlhJrYeDV7C6lvE+G2G770DT\/+l\/\/aTcdu\/Mof\/Nwv\/aUvPfTw8k3FPqimcTWtyT4GfmThGNP1DXnSThApOT44ypnRKqnLRZdu3WUk15lUSmbvMi8KZ2zmnENjoO+L+6jrEWMbEyko6DOiktU0Yo1EUSybL+yrz06nxcnxBb3x1a968D1\/7cd\/gjff8cuMziUOHmasURLBFfWAEn3mRMtkMleJr9oFBcxrRJWAeKJisdejZACO2\/pYdKDl5OOfvOX+3\/3I3yhPnDkQvfQeCEQqKvqtndPZOgkkSVP7J7QqRpm9i8lcyVc6Q6BNNheCqaj0i5p+ac3dOntGEBG9vAedrg767IFZ4SgVE5U6DAfjUERzqwFxdRVJXZj7juGF27QTM5nnLoJ4IilJLcYyTZ31\/ccP38f+fasE9VaJCjpRufmE2c22n7UZMnsOF7DWSdhONBIbOTcCRiJ6hWKaGA4L5dYbTu\/\/wPf+1JsHS\/d96j\/+xk\/86Wf\/+Pk3Htxn6eyFycQ2wsZ6Ffcz4BCHqaj8\/Oh8o9nueFKTzVBFx9w6vZXMHmVmnDNzZGwpuSZAXU\/aBXYgYUyYMMbdYo\/eQo8zdV2dmUxktFiOXvN93\/M7r\/6x\/\/K\/57ab7oOUuO4oSRUI3kdRVGLCtxTdzKN+JnPVmU0OW+6Eyg0nIJhMp2OG5dBJjp85jy4OStbW9n\/i3\/3KXz75mc+98Li5FdRSNJ5JxBNYms1tDtRt2cZom0Z7riKSUWQ+TU9odAXNY6yKxeGUhUFqLPjGy6BAlC12wyU86I0vcLtHsAnXUq3p99djjO5jxxuN96YoCZesg56ba2aXYDQKP5i7o0UQL8PG\/mNHv8jCcA1VWqHoGV3+67bgxdzmM3sOo0lBhyYUK4A3QjpN5QPFJCGuDH1iG6lnSThycH34F9\/\/8286fvTeO3\/pV\/7O\/R\/9+Dcd2tfvLdQD2dioqNOEIcKAUoZSsObjzQ+UxnEpWLOJvD17PbMn6TxptsMovMEGyyx4QSEVUyYYadiTUSmco64v9DTqkcOPvucvfP8\/v+4D3\/0vWVl4kmik3pARTkEkosSmePLmTBDYKiGfyWSeVRQuXcFDATFEokyZeEH0hbIv1Aa1uUiEscvZf\/9rb330I5\/8gQMTSweLAaEaqQHTVDHoD93GSbrPSHO9\/aI665k9TzcdKGBtRTRXkcHiUs1w6F3p2LYUzfb02B1z0LsQ92aHqH3YaNzviBjDQSUxmOHUZuauYhjWBrvnZprZzaiq1Kluuo0wHe5ffrC47uDDRCoTk\/lO1IVR7mASZFdeZs\/RLFK6quVtr2gLzJYCCXVt\/QwhDGDQFi4PZnzrGz75+pe\/8IP6j37mrz\/6mc9+4OT9j153dGEwvd6Gur52PkzZ4ECxD592n+athjuibmgn\/CXdmWQyF+EDhjIlMcZIRcGkL5zRys9JnVaLYvKi17\/h42\/88z\/wk9zxmk+zWNQsFJyxKaNqzHKxD0Ua47ymGeUVUMe1EaQLWYknk7mqXFSsqj12Nc9BqanoU8BkBB6E2IMvPXDTXT\/3S39j8OjphQOhpBptSJPBGHzCWGIVBMWTg3qz8lPr5j3Pi75My0wyet7YVhc1LaL3FxcSZWGdzjQoVuPtJu+8B307ohf7zmc4qsZgMA0huPvMgz7zomcyuxlrQ04MR1XdzPz6Y8cfYmXlPEAS6eplbn3dxW+Vd6oyew4ByvZyUYhhG2bsqRGPUykhxHYT2JyD+5wXPu\/xO\/7O3\/qbb\/zz3\/vX+7fd+MeP1aNw1mvtL62YMJDHp6fFUG\/e3EQwUcwRc5npdmf2OpfannGQomhyzi8w4TyVPzq5wKPVGssvuXn01h9+3y+88W\/\/rQ\/y4pvvYnmYGPY4b4lKA8NiBUOJyNZ23Sy9MHEsr4Eymece7WosAROmrgTMuvlCwFQZ14fu\/rl\/+6Prn3\/gpcfrIvaSy5gNdfCijDKkJKVErTCJbWi7GAVG0X5Mnn0y27eHdJb9qgZ47Pc0Li5AEanbeuaI4JtpWJdLCfeLROI6H7uDiAr0+3WMcVI1AnEuc36LzfTcTGZXIt5uPYUQrLJpfezGGx5maXEVN3fUt1XomY9Bmc\/yyN0gs\/fo5LNnnkWahdFcj9FWTRugmpqbBOKgcAd8WlGsDKvrf+gDP\/\/9t77wns\/\/u1\/7nx\/+yCfefurMen9fEep+teAm3jktAFwwxK29Qz3ljbE9yyyckDbv3GeL5mYbCHy92hAn4Kr1uKf0Dx3yl7\/iti\/e\/l3f\/vf02771F1heSSwsQoh+Zv0C\/aUVYtu6RmsbyHC4Oeh3mYW63TTPERyZzNXgop7X9tNNvRLBQKIWkBKECGPrnf7Qh9\/2md\/5yAdeVIW4f1rbahpLIT0cZDqdsq+3yNnJqk+DirdByb0EsS23NmlEwDIZgC4D3ecSrcTAeoN+YjioUbGKRKGFILj4LK\/8sh70mYHuNAurbh4S1NHgDItU9YppdPG+KSEICcVbOeu97Emfr4Ut3ebIUzheSzzdv7\/7\/rrv8tk8Ao4ndwxVlaoW7x+5\/jyLw4mpYihFe7rd37mZe66C5D3UTGZ+CnDZvEuAGMESuEFRRlLr2Ug4OhwyPn\/a+8sL8LY7PvfyI4d\/+MixG\/7bz\/3mh3\/ksQcfvW65EO27NF5zEHVkFtrehrx7MxfN+uh8uZP5E5v1VNlqXCXZXOLNj8nbF37zCWLdcX78v5pcwfh3xYvMJNu\/883Bcvt32H1XWx3SNrvPZP7xzQVw8\/4yE3\/b\/AzHsEZSXZo1S7NMUjHAVGTVEsVwsV7rBx+vDE7f9u1v+E8v+IE\/+w946fM\/T1lAb4iJ4CosLq1QYZjV9LRkuDjc\/LK2+Tm63z+TyTxHmBt4mn1jJVCQmFASHUlCbYEv3X\/j3f\/hN\/\/a8PHTh\/ebepXWZUrN9fsPs3b2HGc4z416nJomlSpJK+vVjgEz4\/8aXMc\/HZ7tdfsl0kyvEttXAO5Cs2ZxUapBr2axDx40JrFOJG5u2t2eg75FOC52H5LaP3km+mOAFsa+4Wi6snj+wJdLG6SJu4nUGP2ix6SaEmb7zXsTBcyf3vFaYH5x9pS\/h\/Y9XJr7nsWjm7f7UDZlGEo2RhsUB1Yu9G+55UmWFlIaDDG0scG9zReh2UFtzlndUMmVbjN7FgGCbgpmcbHhIoAEZjtbraNdAuI1kfG+Q1QYSz2DV73g\/KHjx\/\/Xt7zhdZ\/+4i\/+yl\/97K9\/6PZDyEI5SdY3CwtRRYFklU8xlFImnjzokOji5hVNGLwTCe32cWcAWqO460bSTYOw0ZVoZO1m6t++OUbNG5s7LRSuNrMSY09zPLwSOk2OTpUWa35mnbvMuwds7tKsQgylBowkjUGeRGe\/j6PEGPHk+NQQjEikbH\/bigkmE7xwggdCqsEjokrSwEiUdS1srV+OD9\/+yj964\/e\/55+Eb339b3FwcY2+tg2zQNE2CEQJKO3\/m7GCW74nnft35jnJZDJXAcM2e6A3G22VQ924T1yAPiVKAvfIyRML9\/0\/\/\/4v2O996jUvXXUXJsDAFwRZO7+GUrIsB\/38eCw9GZASRAGx5lMms8\/Nxjlc+fxzJUe4+naUCIgYGIibN9v\/KupQuU\/t8Moq+5cnTKOXrk4RHRwP3s05MhfwAVtnG9kS4t5FLIbOmlecYTmVpYWzBcH6qFQimEPd5mBlA2WzkTzV47WA7nD96fz9M8\/bs3iceWFShdGrhysrF8KBlRH9vleEubWltbtbBq4Cislm2m2OdMrsSS4yXjbvvtxLoFF7r1EqEjWFBMyHwwiH44TbX\/4bLynD3be+6mX\/ze\/\/4i+9d\/zEqVs3zpyWGrd9ZamFBUmTsddUDHUoiIC7FxJxTy7QCpnWhLZQu82Z1uJNSVJxJYnO5rDOOJ+nu9kJDs0p+jaPX8XOP79B8HTHwWcDnzva3HGrqbv9OiDGaDQiaiQWgegl0ZuBN5iARFKoqaoJtRshFkKv9IkEO59cz0qy61\/x8rOv\/tY3\/erBb3\/LT3HbjX\/KUh\/6JRui1DhDIpHNNnvRembH70nzmJ\/JXHWM0Bnom9m\/Ari2SzxFPVUj70eF1Qlnfvdjb\/zyR\/7gB\/ur522JnoxB61mkjrrLbLsRQMK2XdiUO\/6MZ2L+udLjVQ\/glk6lyvBmyx9Qj4g5mtLy4loaDCxIULyxKVzM5yLPO3ftvAd99ljcPtPI7EU0n1oU44WlxdOoICgGKiJI64LMZHYprW0tTPFUo5Prjh8\/VR5YOUsMNTS56WyqKDYdqK1dOOdBu9pDRCazKymBfY3P0iMKVkOhcN0SvOm1j\/Re9cKffNOxfb\/zwF2f+vH7PvLxNzzy0CPL41TboVh6vxxqOa2IVmNMrWorizS7ykoSp3bQAOLSFH7zgAKFh03Prm8Ng\/e562nmYW+PcxNeF95Y2N71pIhvGrTz4ed2iWOC1kve3FYUTNvNkkarQICYugWYEXCCG9EEMOqUaKIn3AtX6dfQo8cUZdWxM5Nxmi4vsu8Ft67e8sJbP\/sNb3\/bz8Rves1\/4Mh1iVLADRchAskSop3kUyaT2U0Im+OPA0mbyN\/CN2+7wFCDMEpw9303f+mXP\/xXL\/zx\/dcvSiEbmMyt4brt5j06mmeeFq6dAw9vKqvJbCNapV5cXroQ+r1R9+yv4R3ntx7kIpE4tu4ZO0Eng8WF01NL7oh2Cxp3Z1tx9kxm1yEi1J5sEpiu3HDkJPv2X0DEmqj2HUscbL8vD+qZzNNAHMqpQ2hjthKSqD0UIhTqxOGk9z3f8aGXvPwFf7Ryy00\/cv\/v3fn+s\/fcd\/NjT55fXK5hRUv67m5eacK8CZ8WqVFc1QlRUmOPNUpBrp2+ShuV3+Yv09VX7\/LjNw3JzjB32drJTZrFobGD13UPEbaNfNsjDuY9Hts3OtxlM6ycLuSd5pXtOiOEiFmNpZou36h5dxXVArfSxyQugKzGqJNDS9XKy1\/4py97x1t+4eCb3\/Cvef5NX6Fo4jU8BFIoSJYIWjDUck\/\/dpnMrsZ1Zlo3iU3NvdJu9KkZk2oMGpRHTh96+Fc\/\/KOnP37P7Ycs9hb3De3CudOyoIXLVl9jXs9lngrSVjgDGj96G8hhqFTDxcXz9Mpx49jbVC3wmcT6RRb0Ng\/6HK0WSreb1H6ST2nzVtEAACAASURBVHsLwwvrqZYal+TmrkijQqe5KWd2Lc1Ol3pN8GmvGC8du\/5+FgZncXEliFzcuqVNbBVhlqeYe0Am83RwoIsvDEARvBIYtVOQxJoFC\/CKF5w8cuON\/9uRV3zDbz\/8n37\/Bx\/8g0+\/bfWhR19Qra0XbsmL2sxFNRRBMKjqZGZGCILh0njPtc2P37qt3Bjpm6fjbBrnnQeme6x5fkM0Gq\/81\/cbek4zWwizNXTdLxF5cFFYvQOzAHPH0Vb0jUbMT0DcqL1GSN4PUQoCqU44CST6WVU\/b0K9smgHX\/7CJ254w2t\/68jrXvlPefWL7+bwIegpG5ZwLQkUKEJdTUWpPBb99g\/5un9VmUzm64G3iTKyOXYjNIm4ZvQkwrmNfvWbv\/ee+37tt39wePbcwnXlom9MR9JEXTGvIzTvSc9kvhYcEMdJTdNp8mFFxFXq4eLCaWLYwF2wJIh6l157iUa2ZYNoJw96J47iCErU1FtaGE3FkiNa4yqt6RLIZdYyuxanCXh0KXvJFnuT8tjh+ynL84BFtBMP7tJFuo4z61fClvszmcxTJc6ZuNL5tY2EiqJcYOTLRYB9izV33P7JG295\/t03fvMdb3zo9z72w1\/59B++5Stf+sKBMo0LITCUnmsIYrUJLoQqUaCuTpurqDRb2FukhWaGeaI1zOViY7Ix8tswbN8Ma7+aOejPBbZvUHTGedoWeTDLE9o2Us6nFWxHmhe2uaRB0MjEakZMzDCmRDm9r+eLt9125sXf+KrPPO8Nt\/9bXvOyX+L4oTF9hWCMEJL26bZTFWVYDj0LiGQy1w5dN04CrkZ0QywJYwt86vOv+JNf\/dBfqe9\/+PrjDF2mY1mbrrGwsAgjgzwSZJ4mCuKoN4EbiWbPWs1FnRBtsLR8iqK31iw70py03SW16Dcd5MwZ6MIWq751YeCURTXct7RuKsnRciau5a2vPbfrzO5j1gFqN3RQGvsWT3LkuocZ9kaE0EpJtc+VLeUPNqufN2Tj\/P9n782fJbmuO7\/vOffmUturt79+aCwNAhDATSChoUQx6BlKCnk8HlmybCnCYznG0oxiRgorxmPHhEMK\/xX+xcvMhCNGEseyKIqkJJo7RYqLSJAQQRAksbABNNGN3l4vb62qzHvP8Q83syqr3ntN9EI8dPf9dFRnVVZVZlW9zJv3bN8TidwIhHAFqjK9HGoTipTDBYxS7qJ0BXgwhEly4PjaCKtrnznx0ImnFp946y\/94Iuf+9WdV15+z6XTZ49v7Y6oXQJpaajlCYkyUkAqkXkCRH2I0JIAKpXn+1pRXyOT+mhb1VzXNw9gpFE4qGb822FinAMY15g3HRxA+LMX1kEr0TUjAivBmWI0HBQMpgIKYcUegCGAMs25t7SAzv33b5nHf\/Lv1n\/mPX\/6wE\/\/vT\/HfevnkZjg9LFA4RwSzsAIbf3csEBiE5AJmX9aelAak9wjkduWeuwVkCFgSKpKAiYP4x3jhVePXfnYZ39385vP\/sQyGO3c6vZwDxagjAx0rAceidwAGuLlHlqb3UoEEiZ4wqg917uCdj6AYVQh9irF\/dDDbl8EfeqVjdYowSDJEmfb+UAsO01IVUgVSqSTwo14hEduM8YeUwevlKTie63zWOhtIE0ciMAA+bowlZhqqaPgIRNQlVpVGevxFIhErhcCSq8gInAj072W\/yEA6h1SmxP6OVB6oCwVLQv85COX59564g+f+Jl3furKV7\/8K9\/6wld+9eILr\/yUv7S90DIja0eACqsvHBNEzbihGhDasgsUrLUG8OxH4+qMnjXOLSYGOgEofsw\/0ZudZm\/zWYXdcQtOnfyORpu\/ncKzh2MfDPPwnNpG2qlTUgeje0wYJMx7WYZ0bWH3\/sff8cLye574dO8f\/eIf48H7n4VNARX4ooAxGUAWaZKgcCUSmyIFgfJkkocPgJJonEcity1VsW9l7aiSkg\/ynmrEAUVpR5\/6619+6fNf+c+xc8nOoysjN2IlRc\/mWuzsIOEETdX2o\/kikdsRmuRdKADyVba7ECAMEaZR3m1vI02KILBCtfUAFZpMMqaZiaA3DIyZozOU6jG5+dXlnQLiPBGEQJlNUPgd9NBG+eP57pHIj5OQBEIsFrle2NvB2qPvPYPV+atgwI9KMrlFUokyNKknpA1xpNjOIBK5ARQAp9PpKUan6q5UYaG+8jonICQGWl2zTGKAxx4+v3Df8X\/78z\/7\/k9ffuqZf3Tyy9\/4wPmnv\/eey2fOnxjuFtRLGC0nyInEEFPphxhhoBaW8rSjrhBygIoKiQIGBmyC4SYiU+rk9WeebbV2t6IE1El7zQyEZj\/5LEmgXkKfDCgSEAwYFqEnzMAInIxghZDbFlpEgHNQQAUWHkaHScpXW4RibX6w+PijTz\/6gfd9dvV9P\/UxPPrQU8gz7HFSZf8ZmKQFEoB8OJ5SzvY3rG82aI9EIrcn9YUDABjYKQfQxKADYWxuA3\/34ru\/9qcf++dzG5eWerA6xA55tRBDys5TyuYagcxI5EdDRHDekwGQZx3aHG1RlrYxGBXaXTi22+nP7UJ9EbLRjapAPQTWGHgtZwN8+2Le4wh6bYs0Jh1hzmRZNDEDTW1ROgcvqgIlM5PnG4ncZlTHdwJvibK15XOYa2\/DMDhoLExapdPsmxArzyORW8RYcLGp1lY\/p5N0ac8Mj3EbE7LWIier4BR4uPvK4sr6\/7H4tp\/8yM63v\/sLP\/z6U\/\/FpedfeO\/GyVfWeWuYmmLo+mxNr51TW1OIK6h0hWamhQwJwKQiooV3VPoCIRVeKUM2\/kgOk+tjXUV2txvpMlNGN35YRc03R1eQwiBDUv0LOQwFCh2ioIWsr7K9R6UfYscVAHWETQqnzEM2dMWC7H3rW8d\/8tHvHnvvuz+\/+t4nPopHH\/gm5jIMVSCcoKxU+UPH+1orlxuDdUVVw9cIokdbPRK5nVGoGxVAO0WapBiWm7CcAWcvPfT0B\/\/s98yVK49hOCBFCQUTUZDb1tCJum7TE2dykRsiqLdTI0rHIDbKhiVtdzZhky2QERBrde2ZMsJp\/7F3aA16JYAYejwrgYigSIy3ebaXdFuDcneTHJREBGnVHKVKGYxEbjdIACHD6q0ZzZ+47wLmO0OoJ0raCgeC2VdvXslL8cR7G2d3kcgNUac97\/MfN1KlXW1QTVLJxgY9wAQGgViRJ0CaAgsL57qPPPjBt73z0c+MXn7pH\/zga1\/\/ua2XT\/30lRd\/8PCFC5f6O0WBtghlqpIoyMkAFg7kCQJRgRCDNEPGNk0xLEZj0biDhM+s399q7G6hjpjX1E6WcWo7gCUzDxIFNEjzuWq2wEipA6vl1cu6goRMuoSRsboljjbZcdnvQxb7Gw\/+7M\/83fI7H\/vcyt974i\/xE2\/5PvodIGWMwHBwaCmjNfkQ48lPHdEnnk7Db96fHEeRSOQ2IxgxCqgryQXdEp03KXD2Snfnk1\/+py9+4nP\/eGmnbNtyCFsVKhoFJQI4MEShhrghvRWJXB\/jtuMhokeMhMCkSNh15nqXTJ5uwvC4+pyaWbnKB5XITh2L+1TcGxesSsXdeO7ku3m3s+vOXyWBqoiQHfur47EduS2pCkagtp0P+vevb2GuI+J8aB4o0KoMduooD2dSpcAYE6QikZujlvGeOKABVGq8mIi1TdvuQVaMAPg6pA4FEwi5UaQt4KfediF7\/NEPvf3xRz+JV179qfPfeubnzzz97H9y6bmT77x4\/vyS3R1pDnDfZpBKCG4iq6IQlFoUTrmqihcAnkGeAMcgJYAliMjFUWDCOL29eswKOCg8vJZwUIS2wwYWKZOyZCKw2PXgyyhop5dr++ETJx95308\/ufqud3yp98Tjn8E9az9ArwdYg13nMRyVsFmGHBbGK8IfkAESDUtAOYj\/CWKnmUjkDmR8WiedFnYHm5hv5YQ9NXuf\/dLPPfnBD\/+3y4X2aTRQIZBaCqqgXkCQSlrIxrE7clOoBllbgYOIqDJpIV48JWXe61xAnu9UnWq09gjTJO1sJiQRNtl8bK9hXwf1aiZFK9\/uzPU2BwyCEsQJLKUQdahlfSKR24Qpe7twpe8tLG62V5e3kBhfeNGcDnhlg3FjjkgkcutoRM6b0c76ZKsNP65EGkmDVR4uQQQlgpcSIA+b2LCBxx7axoP3f2HtrY9+ae1nfuad28+dfP\/p7z7302ef\/8ETu2fPPji4fKVtiwLsBDkZyjnzmTJL4UR8ScnkAzApBME\/LkrjqrDoocZEnd1gOiq9KdtqkCJJMzVJTiP1GHmHoTqQgFvIGGkLutwbLDx07\/cefs9Pfnn9vU98jt\/96N\/g3mObSBOUMBjCQQDkSYI+KqG5AtW0p1ZilnEa+6T8wEwlaDSj5vEPF4nctgQPrfEKKOaTHNguCM\/84NGX\/+rzv33128898MhcX7ZBZC2BVeBFYUMGpCYwJCCKMZbIzUBEIGJ4UTgJc5fCleqYXavb2UYrH8JWNvJMPQURHTR\/ODyCXtfVaVN6gaDIs712v3d5wARVgqrCEMOrKGDidS5yuyKq5I7de895mutdBcGTtZOUE90\/AW+siCN7JHKzNFuCNpINg4775EQkNCOzjTxq1MqoGurG2RBAKCBQFc3SFDAWuO8+j\/XjT\/fe\/e6n3\/rahWP3PffiezZOvvDE2W89+b7hubNvv3L63LGNK1smL0c6Tyl3Uqu5z0hLr6QgqyCjoZLMM1QlBPdnZngHecTvWEgxVt8nDQl7jLF2hyqADDl5Jt2Dl6EracBiXMZAlkPzXPK1B3648tBDTz74xDu+Zt71tq\/j0RNPYbE\/QotQwGGoAk8EgoVFAgOQVSg8wnFjNPS3gVSWt9aHRFWEN6k2nzqGZssqIpHI7YQqhAoSSqRULhX44Ub+6h99+NcvfePZ9x\/PWmbnyoZkaUJMtdfOqwchCVKgEEGV03PUXyVyu6KqMIahAmiV7+4FJAxtdXt7yPNinOOnIYmjeisdUl41E0E\/+AVovghJspd32hfADFaGqoINoxBPQHLd3wnxshg5GrRxAwAiY+T4A\/e\/jFZ23gNikjScRY0jVDCdJ6LROI9Ebppa9ER4OqpJqOq6SaqrxawMd9W9vJKLE3gMiwJg0tRmVWiFiWyLvAqYEiWroT921qrq1B\/6y+7ld3\/ixC8+8RP6ykvvOvO9F9\/12nMnH987de7tcv7q6uDqXuJ2CnTJUNViTUnB6qHqwVIZoFXv77ohY+1qqB8D177W3S7XwtnPOdHKnETOiUNVnTZf5AEM4GnXeztMCJhrY\/742u6xE\/c9y\/ce\/+LaL\/z81\/IT93+V7jl2Hq0WIFVRvyZIkxTsPaxJw5YB+GEJ9QqyCZAQvPHwVfs8AAgJh5gUJjSFB2s53OYMJ6rERSK3E+MASglgCEDciFobBeMzX\/nAyU\/+za\/y2cvz\/W5Lz+2d545nZVWoB4VSG0ZCBlYNHBwYBB+nc5EbRsFElaQsiNkoREGGtdPrDZEmZV1n\/jqPsoMj6PWbTTW1cAQQsRrDCpvs2aR1wcCAhWEAFQZGEEpv0de8EZr+cdJavfX1L+8UmrPC61k2OYrf72b\/fk3P50GfZ7YvLzDOaVJSkDOkg1YybB9ffR7GXDLVSeREKGEGOCSMMEBQBlFIrwUAGAlnZZQZikRumGbLsrG9pMDYuBqf19ww1MMJLSCoOhAZ5GkOVC8XVTCxAgwnQtYwYEDigNKVaq1F0rOg9rrDSv49+okT37v3Z9\/7kXtf23gYL556\/Oyzzz984dkfPLF3+sLbXzt1+r52iSRzoNQLrATfnanj9iEdvyn9IqFCfTK0kUr9oacM3RDo5Rl9i\/3MuidqmuPbjY\/Lh219Mq4pTX32sclbi\/zVEXMPuIJIPYFLA1swY5s9pNdBurxwZeGeleeXH3ng6w++\/bHv2rc\/9gweesu3Md8fotdrfKmGfJsXWDEI4YmwZ5MkWscEVAp4Q3AAuPodJ45UavxFppR1IpHIm4Cp1KN6rB+7NWV6sNQwVgJhPCpDBB05Cs1ECN9+5t3f\/\/wXfqc4e\/6RblGg3BZa5nmIH4G8ktayomBiZhgPeMhYA\/hG5583s7xZ7iT75\/b9\/TwAG0wBgFIwl6Ti01S51w4GuoGKD0czA2pUiUGQAy2xKdSG5EBGAQcLC1PNmFwCLcGcESPtzA1X7rn\/4ssjxQJlcBjSlWJXDbIbUXC\/pf5qRqhAu5HlnUAVwYHo9S9r6Ah\/v5v5+9Xfpd7O7IHlFXAQEBuACeK8QgUMggXRkFmvrHavygPHX+JOfxdDT2QLsjZXD8BLyA+hELAjgJGaMLAXEAVXz98xR1Mk8sYxbVBN1gVzjycrmo8br2MAROk+m8s0ksdSY8cGpbGgxCYTe5gZyOYA2wbafoDVE9\/B29\/1nfUPbGXrp8+eKM9dfOy173z\/scHp8++++uIrj2+cOnNcLm\/20qFH7gQWBqIOhkDGhJg\/vKjCE6lWLcG9WgIzczBu1VdTUSGG0dBIXEmhlSorg8JrIYQgPANQqCxTqqM9RARmrn8XpcoepZlBUFVBFAZ8UYFCwWBYa2EtYzTcq+roQumaILyemGGMoaIo4EPqnhKRElsQEYsISAQpSBmMkpl24ZJN8hjmCWShh3K+PVh97OEX+g8\/8OTaY498feEt9z+drq98D0sLA7QzgBIgaWHqajL+6zDAfM0LDSFFAoFpHEVT14H6Dl9zI5FI5AiodSIYgK3FNhVj9U0BUJZD5EkWVEOLUpFncKS0CY85KLLRHvB3z6x\/968++s9PPvONn1tIKe9oolQW1EIKB6V6jmzBwcDyJTwIBiHGcqPz35td3gqOev83S7Pjx+34+xkARbkHYyxAAi4K5NzGRYhPjq+OsLLgHTHI0jj4YJkAuKo4fJ+RPuWmmomgS+1tJgHgALVgQpqWSd7dJE5BZYkUVh0rPERZxtOheiL0hl\/y+AaXtzvN2MdstPj1Lpstgo7q97uVf796glaP9YZ4kujIRCwMCiWt4gxEV+bPuH7nTGpTBzUE4qodEKsjCX17w8bCiaOsTIKy2t9s+nskEnn9HHqxmHqCq8f7jfRrbmM\/TVs+iKCaBB4WQo6sIaU8BzqtEVYXn08Gw+cf+MDP\/hXOX7oXr5x5S3Hy1Pr2S6ffeuWVVx\/ZevXc24eXr9wvW1u9oiioGAzZlSUIHhklyNOEM8OkZQmvPiTBqyejEAruUVE4pEmLnILEB1e3A0BVK9PaWEYVxBaqg9kAM4OI4JwHMO4Nv89ZYa2tDHCAleG9h0LhnIMIkKYpWIMzIKxTOC0hUgAOYpCBjYUxBjAMVcB7DyehZdpleCJKQJ02MDc\/6qwvv7L+0P3fXn7rw8\/l96+f7J6476RZW3oBa8sX0esASUiGr5utMcysgzMM3\/vbzxwIgX\/0+BuN8EjkTQdjpkVzbZpQHdtUWFuZKN4rLBFUYMHIQMh8STj1Wm\/nK0\/++ulv\/t2vlBuXu4nkmoIrP6VDUNhG7eSkSeRzIh5yo\/PPm13eKo56\/zcDH3D\/9vn9Qo8QhddwYWZNwUps1HY6Ip1WYQyLA9N0v4Brtn5pXq3UHvh1aSz4EkgTn8zPDSixUg6H3EYKWK\/OFbOXvngpjBwJBxnKhGCgkyqJF1gikOHgAhMhr0pL6+un0v7cZVhTheXoWrUi2tz2myxLKBKJvH60\/t8wgZThxcMYIjJQGBPq1b14tI+dwj0rp9In3oalrZ1s6dLle3Fu4wQub9238Y2nHys3Nt966cL5E1cvXlocbG4uDfaGPCzKzBQFMgDGeVgIMhAlSDgDqwEwguqOCkYkpJWn1FAopQlxaQTLWlQhClYgBOahKkIKaGYSUgrp5geV\/hRuCENmbNCTQdV3TEkVGBYuRJbYgClFaoEUAIhBROQU8CIoCochBtU4a5EnOfxcG\/kjx69ibfHk8j33PL147\/q35u+953v2vvUXcXz9LJYXPAwBeRqi2IYBAbwqVBVeHbJ0n4aNziwjkcgdCAFIm1YyTW4KC0Bgqvpezkw1IghIROcA4PIODb74jQ989zNf\/q1Lz728vlAw2kTEZQkbNql1EEupEgahkFlZ2zaHFfhEItdD7RJiMJRIuwt9l3Ta0rCIm6FQDSkhB3JwBH3sxabJ01S\/3hrBQn\/IeToabZettknUkqLcb8o0Nx6JvKEcNLNjhAmmQsFswEQkYZqrasgtra+dRr+7CebgXyWQR8jpJAqBr3GfgpkjOx7okchtTPOSaY0SCKV69eLCCEECA4GxBJsw0G0TFlsj3L90Ev6hk9gbYfnvv6ePS1tr6xuXVnDhQmf3wqXVrQsX5rbOXny4vLL54OXTZx7yO8P1Ynu3Pxq6ZM95Mk7I+SEKjMCaw4W0dzLEsERIjBEjYFVAvWiooQxpP0nlhuQqy029Jw1V9wCkqrUUSIiLw8KCVImFIfBQJQRddINw1bdQEJwQCngt4OGgcACJsXAMUDvTpNMb5d3OhfmF\/snlY2svHDt+7yleXz5bvOWei7S+cj5ZP\/YqVpYvIE+r1nc8bn8HY8LMuCrYNxSet\/XfIA6kkcjdR532Q6GixdMk4bc2d0KEXeAASkgVwwGIM8bOSPHsi488+1ef+60L337+Hf0R4XhnHvl2AUGpJoRjgMpnWae5V6lL0fsXuSVQFUMHoCHrjbVklc5Cv0SelVXO23SjALrmFW\/quf0q7g3jvDpJFEqChfk97rS3you+BSQQkYZ\/av+GI5GjoFnRwQBUFARRggLCpKQqEo5bTdNh\/9jaJXQ6g1DvyAjeLa7e3zikDzHO30zpQpFI5DogQJwHG4M6lsIUjElfXXY9gzygRagIVzUewdo0avIM+XJ3E29Z3oS85QU4h86gQGdrO13fuNL3V7fWhhtXVoor2+uDCxsP7m1ceWR4dfP+wdWtY6PNq3PY3OnyxmbSHhZWnIM4z3DCrhQKqeuCLmUI2ZmiFkQZrBowhTwgJQdfdV8NVehS5fboOMcnxN1VAQdSBdjAKMMy2QQjJ1Ay0CQBp5aSdoKkmw\/Qb19xnfxCfmzpVLa6dLJ\/\/\/oLvXvXfthZXTxjF\/pnMT9\/Bb2uS1s9IMuDQU40TlFVKEA01lfn6vem+mNNup9FIpG7lVqRg0N5Tz1\/qwwT8mAt4UBgCArkUGBUCp55fu2VP\/v4b1791nM\/n1\/aMwucY64keHGagpEhwRAlNKS4k1Io4yHdH0WPRG4UJoZRUgLBiZAD6dCLn5+fGyJPS0yM87pWTat1ryeCPj4Pxh6rZgSdURkpKoK57nbS714cgtdEFd4r0XQP9OgLjxwZtfBdXb3UFHHw1XTVEMGJwENgbALbznd7a6ub6LQ9DBFIq9ZJOvZTjZ2tU7Z6VdkUiURua9iahvx6LT7H1bwxeMQVAg9WRZCXrMeEgoErGIFYkDAjtykleabpQqfEvWsXzai42OEUHefNwuZOB1u789jZmcPeYN7t7HTs7qgzfOFknuwOW6O9QT7Y3Zsr9gYr5d7wmNsbLkhRdjcvXuroqLR+WLCWjuGEIMIyKmnkCiRZyqillWqPepgEkAJSlqXCmJKt8caYwqSJz7JskOX5wGT5pf7qsTOctTeyuc5Wa6G\/215ZGNqVpT2sLe5ivrONufYm5jqXMd\/ZRCdzSGwYVBkAWwBt1ArJhSpcJfhhmOsaU1KvykqwDDIKFQewD\/l7hzWDjUQidzqCsWO0sjYUk44eADS4KQ0EBdqgUMxz8ZLd+9Lf\/vJzH\/\/0P5nbGs5lkvjEO7NXbiIDKEdeCV+HBoxTTRxibWLklsHQSlyVghscJUAlq28t9q8gb+1W5eLgoARLvjK1zeFFslP5unafTV1d7gnQEEsghQqh19pK5ruvsEnfoVD13sOM\/eJTG45EjoymcV77mgyIDEiZGE49PKAmsy6d62x3VpYG6HUFzAqmWbO7qtZEo63CZNuRSOT2JUwGx1WKIFWoEhgU\/HUU+iwS2XHQt14KNDj60CZF1YoRogKgANQYwLQzQAQw7LG8sIXl+a2qwBI2XNGRy\/sZZWnaw5FtD4YpRkUXw9EchkUHhWtB0cLeKJHB0LhRYdV5dkVp3HCEohgaJ2Wt7CoS8tZVCbZSoiNjjDeJFZulRZqmZZplozzPB9TKt5G3tny3ddUn2SDJ0hGlqSBJgLwFpCnAhHGLs\/FkoqruFABiAeWxkZ0RIeNJvaci9I\/3RGACmKGsACeo21\/EgTQSuZshHzJrgHHYozbS66WBQQpWco6xcdXo5\/7mF1783F\/\/M7x2\/r6cUu1wQs4PVeHIIocHUKAAYBEM\/BA9B\/bP4yKRmyGE9OrM23C\/NMSthYUz6LXPo7pwVsLUtXO\/qh4\/MI5eP6+oa9Drk2MMh1h6vWswFO10F938tKZWpfCkUGY2UWUhcmQwplutjQs9GoOwGTdkCinsKh6eoJLaglqtK0l\/bgt5pmAmMKuGVum6b+44dkPVHt\/wf2yxFoncvrjqAmZBYKrOZ0XVo1FAlYowUaVFMb68EpQNQj\/e4CFXMNQLRH3wrBNDRMAmgUmqPLVat4WAKldHHKxgLi9J5wYM3mTCaxBiiBDIMlxJPHJIoQS2lAGE0itcSTBSabCzgoShLCBhECtIQsTJALCpwkAAltAR3igsoWAKKvawDXtZoBqmHAmn1Xg6c60XAE5DNL3ZIokAMtVvVZedV++ru5356vXGIBrokcjdCkk1kQphlQQCBsMBKBGGkxJKKVRzBbAzEjz7whNPf\/yTv3v6yW8+cdxk5Ia7sMkcWZ+DILCcYlf2MECBbjZPo3I0VQDMwLitWhx6IrcCD0VSXdbVMnxqSu61XkUrvxwS2qpCdYJ67OuEOstMBL2+qM48HSKPwLAo0G21CcWZUXtt+dx5SMHWpOJFjUnJS7TQI0dH00ivB2LRyfE7wggZMihI99xIS4K25nv6wyvn\/RO\/9HOv0erKBZTeoWUBEDl1YEqIAAhEzSEGqORB6wAAIABJREFUeDTMI5HbH1tVeRlUHulxqJxCCnfdB6h5Va2zzARIa+OUmk82SsWo6i1RF4fX7cMUpCTqkUAgIVpPQlLFkciwsBEA7MlmQF4V72gQfxsX86ivLOBaNu6AZXg9aVUEJNX7FaAEqkmoaZ9ya6JqzRbuT1aP+9Eb1PVDk3fWs95GDIAQOqs1HZxmSvkmjqORyN2KVw9TZeqQE1ibAQTsIRg+OUh1b5sAY3Dy1fu+\/ycf\/s3TX\/3mf7oITnS4JzmnvOeKcQefkYygMGBqYbsyzuvoOWsY46NfMHKLUAEhRY6hH2qedXWnKEGtbKCt7CwW5nZAmGpDXk8xrrVNzEbQ6\/i5YCL+zvUL2IQ3dbIime9eFUOFek0tEoLqQZfXev\/xHIi8IVS1jmO0EagyMJAwBYYA5Bko1Tlut3bzxf5LaOUbao0QESlCX14GhSmvKhE1atBjelQkckexrz5LD3iy+bi+1RfMg1pHzCqzhHW1sMVkWclQTkrFJvKWIb1zfwdWocnrGAxLFrNpbM10fEzfp+Y6CyBVDUqa2jToq++gHNLcm1+PGvpuXCvfzHzvmWyjCZNygun0vmikRyJ3GwqGchCUpJEHnBA0UZswtSgUHbnBNlo2I7x0ZuH8Rz\/1a+e+8eyv9wZlq6MqBKXa+PaTYaoW4xob5sDEOI8p7pFbCKkqFKqhOSpIDQu1s8u22zqH1Oyhqj2vXPMNWfWqCeB+K3m2Bp2n1nqM00AIABKbKHxJmGu77urSjmezV0rRzW2i8Pt6uUXjPPKGMms3h1jRpJWGhYGHr4SMSEsSHbpC0vneTm999UV02htqEyUwKYgMjAIMA5BXKNPszmYmk\/FIj0RuSwiAaQ4ezUg4YZ\/B6WkSMFYEgTNTaaY1mYpbN5b79q\/V\/ifdUsNlnBpedGoY2g0TfnyhV0zGpJnst6Z8rM68jxHKwOGrgDzNOAMIIRmvekMzL68eEz0Az0FMr7F71EoedUCdJ6Kb1WeWfZ85EoncfUhVhGiMRyUhCTjRPGEi+DDo7eyl5ee\/+g+f+dgnfrt84eXVNWNhVVmZ4QjwfHjohLQROdfoCozcWqrMdSKwAARhkqzXuZDMdy\/A0KSpSpg0kKcfeQweFEGfUHvbbXXIM4HgSqDb8t21pR0kZuS9KidMzhXTteuTDU8l\/UUiPw6agSxgkpkqWs0tFWCwlihDxwHL8EZ1xxducXHtTLI8\/wo6nYFyUGZWFXDIQa2qTKk5tz2YeKRHIrcnB0W\/gbFxXoudNQWL6mVNJZk2NQQQJo5uP\/vcrEMgbLSZpdOIsId1VH0eUzkdhSoh9dl8uZnvQdXY1DTW65JxHj9PANcuBjP1\/ae+UL2LuoyouhVVflLzbeH30HEWvIy3fJirIhKJ3H2EsUDgYWxVTuQ9ofRKCsB7A6eML3zlp5\/+6Mf\/hX\/l7CPLlEjulFQcgXlf3lIzQkgKGJmMdc2xtx7DY0A9cjPUfdANiFTVO4NRPtc5n811r4DZQ5nQsCLq7LbxA+Xm9XWfNWHHq8Pepi+hYb2W3lOSZy5fXNhNW\/m26K6IqBF4MPafJLM7iUR+XIwnhNWhPY4yjU8IpaonL4khdYZooF7aKwunMd+7gMSo1gZ5nahSO6fGWx1nzL8ekz0SidwuHGCcH2aYzyZsT4zRyf3Z9VNOgMMMamr8P7uDmdfui\/of8h32vU\/Hj8jUkjVUJxbJ1ERhdnOCw9eH3yU8E77z9BSgNs7DQFr9KhQlmiKRCAAhOK9IkgSwAlcOYIkAIcXeyOOls49+50N\/8S\/PP\/mtn72XLHIWFrcHQ0ZLqdUyGo5DmkTMGQDLtAO1HoKbmUSRyA2iSkzQcDH1IlwydK7TvZj2epvwrmlhT00HDilGp+ZrgXEf9MYeMWPhAySqoeVbt73XmutuG3OVvHNE8SIbeRMiNKlDl6rSwxpWr168IVEyrr++eg793mXQ2MFEY8N+Yo3T9OkSiUTuWHhikDeFyetJ3ERcSEC1mFv1uFZx2S8eyftTunXy1DXHltc77lzrdQc5ExvrlIJ5PmucH7TJ2XX15KGOn+93VvCU42JqKB3fiVPkSORuhACkRCiQwKHu3EhqmQh7JeHc5eXX\/sN\/\/CdnvvLkf9nZ2jNz3XnZLQYGcJqnXSpHe8pqQoOras5XOy9rw7wpCFeP7Z4mBj0kjkCRG6ZxFSM4VVVQkfc6VzHX3QNkOqe8YnJ335F3SAS98dQ4gj7ZipI1BIKglW115+YvcXaB\/N4IyaT6rjmPiUTeMGYnjTM9yzWUdDIE0KEryeWGTSujpfW1bSwu7o01GLQ6A2oP1TgQNBs3i4d5JHJHMDN41Ke+NJ42jSVUKsu96g1OjfzJqS7pjQ0Q9o0hzXrwEJ2X5urxx+JDHtfrwt6uPR7xfkt7KrHfjx9P15HXpWt04Lswni\/YOk3+QG2ORvoeTWcj1C+JsfRI5C6lGhAsCEOAPKCUUNDFOHehu\/vJz\/7Ks5\/43G9lG5vtvjLc7p5ReFhYqFNYGDLVuKMaShpr6nG7OSqN09oJKKsn0oMjmZHI60FVQ4YugwnKgCFtdzsj9LrluK\/o+NVj+7rK8ziwA1rTSFcOF1YeX0BRP6vj0nYiawADRZJcTTqts5Qk5CFg4nq6QtUSwHRN8LWWt4rr3e+bZf83u2xSG6XXsySdnpDebksF4DCp9zR1zdGk3oi8qfUZPFQcpSWQJa3SrqxcwuL8oPKlNp2sk7tx5hiJ3Nk06s1rqiviuIZ62jjHtCWvqMI39cYOZhy9wcQwD\/dlfL+ZSt809ZsG\/f50c4FWSebNZf2cVP\/L+FFzue9nGH\/\/8WOduTW\/kAAQDkpxU79Htf4ak185\/KlIJHIbUM+\/XHV\/apBrqGnqzKrxmytTpKhaNScA2oUDru4YPPnMP3jyTz7yPyZnLt9zDKkkEAxkF628C5PmtOeH4EZ8sTbG69sss+MNK6aLc4+Qo55H34z9oTc5R74Z++NWcTO\/Q7jmCplgSFOZ2NJ3WjvodhyShKoLab1ECsCOc9MP\/DhT6i8WEmrR1Ew8TAYCKBMUEBUUREiYBK1s875Hf+LU01\/8OvWtReFKMjBaCXORErTuSf16lsDNxyMFr39\/b7b93+yypq63ketdVu8\/qs9\/s0thQEjACuTCsFXxqAIwqhASbPoh2u0cw70BL9qODgYiSdIfFCurA6wuChImg3GKJ03crtNxK2ompzbTVKMRH4nc9hwUpW6uB3g6V9s01c6vteV6\/OB9264F1K79zsM\/6\/Rr9rdkO2hZf46DPs9B2z\/0u01J1\/+IqyhNFs1ygWttPhKJvLnxCP3KCUAbgPHAOFd9nF9eorRUmRkEW62GVwCMAQDOGFqWyPb2iGAz\/O333\/XMv\/vQ72bfO\/O2+REoRQEGoaQUO24EALCUwr+OGMq+rhcI6e91V4qjbrt2lPbDrVjeLGPtgNvSfhMQe2XvqUe5XpBtlZUHysV3PlYgMQpjJpZC5UvqVE4pJQQBhQN+EjQChraSixl7AwCAIKh7oxIReSgcDNksHXA72ygtqSuFMqJaPIvqH\/p6lzfjRj\/Ik3O77f9ml03BoNc3RTv4oD6qz38zSyGBY8DKJA3VKcPTpDZUWFFICQarUagByn534UqytHwZWe4ry7s2vJsnx76faOpRnFlGIncch57WzSdmW5L9SGbSxRuYm5xiTG\/z9Rvph32e17mjGyYOm5HIncG+LBhFI+pTLU0CrjJ7gi9TG8ENhRomAbTDBuCc8NSzJ1790Cd+e+s7z\/9id6+gDAKqioSE6s1PCmP0R0zg\/QHrZkp4j4w3g\/1ws8tbxe1qv4k4GGjoGIDE01x3V7qtHSTGY9IwVT0qW61q6yImZM4luPY10WLSd3Uaqi\/iFNKhCYQ8d+1+bxfWSDnypm0sea9vgkM9EplAk2uAGpCWZYmWybQQLwXIr62uXpg7tnoRtK8L0qGbrJbxWI9EIpFIJHJXwwiBQUIoLQQwSY2paoM8BYdgBoTZUzAXyNlgtDCAxBXAiCxe21h77aOf+rVvf+YLv5FcvmrbZGQPygSZ2PvCWsl+RF9f5MghZQAqnlgYqev257dbc3NDmISq\/IyxzaCEccvU1ws3N0CYiQlMNhR21Mq9WVjYMp18r1QBGbu\/JC4SeYNo1JoDOPggNMaoelViRqFeSmA0v776EhaXztcXC0yfMgdtRg9ZH4lEIpFIJHJXYRAigCkwScytrHa1QEGNCLYAcFqlv5M6EHkoWZQwogbnN+Z2P\/apX3jh01\/8HXPhcj6fthQJ0cgCQws4AwhBjQJWQE119kjkqCnVwVsuW\/Nzl1q97iYSO1u9NimPrdgvIbcfRqNXWp0mPPtGQxx6Qmepw\/LCTtqfuyxs4FVJY6+1yBHCCIb6VHYV1elXDIYJKovMWkBYWrnrra+cRCu\/CO9wYPbIfq7T7xWJRCKRSCRyZ0IIKui2metuAW+AAYASDWE4D0CJUHWuLUOir1rvgKs72eATn3vfN\/+fP\/837rlXjq+JQS6eFEKFEYyswHHYjNFgnNd2SpyURY4IBaDMVgGDAZx6Y1yr3z9Hvd5FGBYE64L2meZ0YHHcgYdysxiNUCW2U\/1MrYMTFBUUbBWLCxdbS4s\/pCxDEXTbo\/ESOUImOpBNS1vDMUusAMNAiHkEUbs0d5bXV08iSXY1HOSv59iNEfRIJBKJRCIRYBIVaaS3O5oY5uEpDYmKtT1BIALIQrWtwhiULfztk+\/47l9+6l\/vfP+FdywptKsi6gawTFASrQMuGGcIN3N9o+kRORKCgUFEAsBBRTM7zBf7p9HvXgqWR4VOi3JPbQDNV+2HZ0Pus20KPBQWFgRWEANz3SvZ0sLzmmfqvJ\/daTTWI28opBNR9QNz00XIgEhV4cCarS2\/hrWl82AC2TQ2NY9EIpFIJBK5XuroOYd681rEvU5\/Zw0WuRrUBesEV2o2HAFXB4QvfeOB7\/3JR3\/v4lNP\/\/wiDNoMCEacgmBU1Apgfd0IGqoxUBJ5c6AAoKoKMlLCKHVau63lxdPoda6AEPqOzxomh1vH14igNzCoFLAJADNUqbbig9h1O93WudYZpNYVohTt8chRQTrpZSkNTVFShgKqxBBRIrCKki8tFbTYPYeFzgaMEfC+JhvxYI5EIpFIJBK5Fk3jg4NxXtecpwCy6kYACoAKACBRlA68XSS4PDh+9mOf\/acnP\/H5\/85tnJe5lMs92aYRRmjlmfrRiDIHSqRKowdIQDTVTz0SORoIYBIBwIbUGk\/t7GzS755Bpz0EsXjvp86RieJV3YtAmgbHNSLoNN7j5A1VrjtR1XNOWVE4YKFfnHj8HefPXNoYpnmL9PXV8EYiPxYIE6G4A7I5YMHIbUbDsqA9FXTvXd\/EffdsIQ0NDlRVVBUaBOPisRyJRCKRSCTyoyABSOAQDHQgBMqtB6gEuAyzsiEcttyWAl6hDJw6N7\/3R3\/+Xz\/7wY\/83j27HutJB4PhnhWbQE2qg+GQchi0PdAugcSHYIxQSKOvU+jjhC1ylJTwZNMMO65w3dWVi4v33nMR6hQMMjadMtAPCqj\/KHjfg\/EWeNyDapxNnxiglZbc715tz8+P1MQM4cjRUkfRZw98odphxSAhEDHSTnfAS\/0L6OS7sEyNgo7DlNsPey4SiUQikUjk7oQmy9pgroWmJyuY9rY3YSDo2QxwBWPj8tzob772n3353\/3Rvzm2I90Fpz71wp6ERlYwsiCpZmcpoBmARENmpJDCcdh8iNbH6VnkyKAEBs6rOLalmetucK9zBdZIEFsgRfg3Rhr3aGZNg\/E7pqyTZn5vnUZStS4MOzGWkKWaLy9emj+2dglsINMq7vFsibxhNJ1HQtOHei0swoCqiIqSdpYWRvn66gDdlsJaeD3w5KBDlpFIJBKJRCIRYEq0ijFufz4RkFNBr9NB4kaalUNg6DujL37l73\/lD\/\/jH9BrZ+\/pw6EFYdYwZysNo2SGEIPBsNWt6iMV5nWkUBIoHWLeRCI\/PpqxQLVIMHKexBp0lxc37WJ\/C6nBVGMpnX5j7cia2eaB8L4U9SoOr5jpYagIGu8Wnhd6G\/NrK2eGrpzdSTRmIm8oU96hfUcfaegjqORVpL3Q38nXFrfQThwMkRLpzHtqvbkm0ekUiUQikUgkUlOLqVdzqCnjvJZbHw0A5ylTZly4nOOr33zXUx\/689+\/+O1nHnukt6RJna5bb3IScNEQJZ94AJr5uhItjcjRMGlLrgRmq6WUoCwp5lZXLmO+vwc25OvXNqyHicX++t1KLOOS9cZW9t+tTzoCkaLbvTS\/uvrCsChVwdGAiRwhAoIcZkWTCcO6F0jRWehvtlYWryJhByKtLidNDnIyxUtBJBKJRCKRSIUiBEU8Qt15gsaMKgEhEYVlYPOqYtfnOHXpHV\/53\/7Pf3X6r7\/6vod6c9jZ3pABBAMAUIYVRuYYiWdAmRwYIxCN0OjkpoCRsHfdp\/EbibyxqCo5qKbtTjm3vDhEt+0cFB4Kken0duD6a9Dtga\/X6faGFLZKICjUE7qtrcXVtbNgmo2\/xyh65A2l2V9QG\/FvoWowB8GBwGDXX158tb2ycBoW4rGvNIMOuA\/ECHokEolEIpHIFCXCHMw2FXsYVECQGCFKmGCzBN87eeL0f\/h\/f+fUp770yyteaHGpi0vYJlAPWsXG06qoXEK7c3UE8qgildXGWYJw9f5syUjkDWXcZo1ArjXXHaSLi7vIMu\/ABLAG4WlSaLAnqpLb6yJ0JvwRRgiPt2rCmdJtD\/qrK+eTLC0xLJLGS+NpE3nDYRw6YKtAwCC1aV4uLC6\/iIXFU56N+gPSpnB4BD0a6ZFIJBKJRCKYDuJN9UMHdBhE3LXDkuH8hRMvffBDv\/nMBz\/6G\/d7Spc59ztXLpq80+MtD7AQ2iWQSR1wYYwIKEyY15EKUg9YJSRQiAIOUs35olB15Eio7QKxlLhur7+NXncbiREJ0tRQVTrIMLke3QTGWLO9uqcMKI8rPwSAGjTOAwPknRILSxd8p3M1dEIXBYSUAF\/d9HV4uW42Q6V5atbbup4lzWQKXO8SiJ68mhv5\/W\/F0oPhwWAN9Rq1viergkOqCZXMKNrZZSz1T2KudxWwMODZBPfaOJ9Vb4\/GeSQSiUQikTsLbdxmHuq4dFAOezkYDFPPxOsyWDiy8OigTHD67LHv\/8mf\/zcv\/sVn\/sXqbpk\/kPSRi9JQHLalgGNoVU8+tkMo7I8ACfbHj3mOfTPz\/5vhZu2XW8lRzd9vZnmEFQ5TpwElVnSudQ7d\/DWAvAmihkpEY2EGQtV+ELK\/sPYasFYRQ1IohMcGutVQUwKEvoNOFRCv8InC9jyOHdvgEydeK0DIAHVaYCgjaErwVjESVx3IBGqcYfVdgoBvwaHOqFpt3cCy+ZnkBpd3O\/WJcjN\/hxtdKhgFWzi2MAokEBAcQAWsFmB1tIsBBq1E9u7pb5T3LL+GdruEEsgpjASVRCICEdXGeVO9PRrnkUgkEolE7iwUM2HwYBJ7CMpqKZDKUA+35vMKIHGAcSCUwO5wCCWBgdfW1mWDK1tLL\/37P\/6vLn3k0\/+qf\/ps\/16Qp3KITQx4y1oUWYbUM1pOQVAqoRhB4aAgCKwoMi9IvIKqT1CiFq9mkN589PxG5\/0zP9sNc7Pz4JvlKOfvN7s8otyJceBOSdXD60ax6efeeuKHeOi+MygVKRKkCjJEtVUOKJBCYFVgtBZh53F5x2GwNLusNUvaZRJeFwClEQVXXQ45Beb6F3ll8WVXiXRZGHAVNSfDIGMQcvCn+XF4PfgGl01qY\/t6l3c7zRPljV4CgGeqaju4cvgE2UOjofEaIdFdFq8LvbNmZf4swnFJDALc1Fc5LIIeiUQikUgkcucxM9OZVpquw2xSBdUmEBCsZQdFCmr3cnLFEHCOaeDmdz\/88X\/8yl989l\/rcy8ttFEIoyQPgeUOWq2OaqmwAthqV1UGLnkKH8ooYDQs6+dnM3Nvxkg7KBP2epa3yga4mfnvrchCPqr5+62Y\/x8BhEkQj8mQmla2hX77FeTZJRhLpJV6u47j3QAJoAKIVhpvPOmSdg2YAZpNUGl+BIVWZo+GQHh9m+9dWr1n\/aSDQsFkbQpDFnACC0ZqLEgnmQD7DiTlmdM9Erl+DuohwONkKQYnGQovmFtcutRfO3YJCMIOICi8AhPDPPY\/j0QikUgkcnfAGEuva2MVg0EI6euESWYtaehLnoS5OyEFRhZwDBBEExBhY7tdfupLv\/C1\/\/tPf3\/7uy\/fZwsnGfVoAMubcIBh9CRBulvC+jjPitxWjFPblSBijbbn56905xdOI0+HMCYE+RQkckCmxXV6deogOTBrkIwN9OaraeJy6bb3Fu9ZP6fGFqWCQARLDDgPFoVlU1WQNDZ5tHUDkTuacau18RGmBBVDOoAv51eXL2Fleat6ihA8oM2jcZ8L6cf6cSORSCQSiUSOgkbArU7bbq4e18oqGqHA8LhOMy4JRBY0GO4AzhFGPh9+7ivv\/9L\/9cE\/GDz9g4ePaSLzJlfbTmlkSbdR6LAskAw9ckyi55HIbcL4rBGARup9e37+XHdp\/jUkmQCEqt\/Z4e++DixN0nonEfQKwWRfCqgnwIoHjCG0M9dbXdqwvc6OGxaL7FWZDJF6oFSwrWPvgWasXHTiSBA98pSFyG1KcPiEKo5GC4PgRVKGEmOoAp8m5dza8jb6vSFCuXkQd6CpsyWqt0cikUgkErnjCeWrMtO6JghEU\/2C5nJyP8yNCDrCiFIY9KwxuHKV8dRz73nuzz7xv+5+47uPP4DMp35IJQZmuDuEN4xQkAuknihFGyP415XqG4m8yVAl0oGIzC\/0LyTzC+eRmPrMUChCO8D6xZg2MJqR8WvB3Ay6XyO5d3LaCoEUaCWutbJwsbOyvFEYghNPhhgMBcQHy7tBMzuecWtrOCJ3L7VzJ1xsKtEFDUnunkFDgiT97mB+\/dg28rQElJg5HHl2alOzl6FonEcikUgkErkjqTWmmunthxrn028jglAORYYRUJQJnnvpp576t3\/4B2e+8LX3H6fU52WpKYhLFOrgNEsS6tgWLMyhG45Ebhc8QUeGXb60cBWL89uwRqqCcVWFEs8En2\/A3mU6KLX9gA3VoXU1pDAgtFIxC\/PnusdWT3lrMYLAkkECg1pn0YCgFES7UKm2jz+wBtmJSORWULf3w9hZxfDE8Nb69sri1c7qymVYW4lw0sQPPCEejJFIJBKJRO4KpgXhZozzaoU2StDHJa4EQEUTdYSrmwbffOadpz74kd9\/7dN\/8w97Vzdlji0NsGPEWlikaFGGHAYtZcpgUEIxQHnLWpZFIm8AU2eGEshnqcuWFnewMD+AtVQpo+v0m6RuGDhlZYST6dqeqhBpr82VZph73A6tPh+DWrYwEQwBCQO91sV0cf7lMrEoARiTwICUKvF4rsxxxaR0vRGHj1H0yE1T6xooNY90FoBVQeoyg2Shfxb93inw2D8M72XWGaWIkfNIJBKJRCJ3PDI1JzfA1OxHKbRYLgGq2pupH8+aBHAe2B0xXj7zjh988M\/+l6\/98Z\/+0vxugftbC+JHAzZIMZRCBUSsIBmOUPpBKJq1Bg5x\/h+5LQkNDIhV8nTEc91tdDtFpadIWhvLh6FTTeKueQYwdPwCPSh6rpXlP17NBBVHWgwJ965fXXzw\/lPbUMnzOewM98AIKo8MCn0USUIUHdNGOhCM9EjkRmEAhkOdhhDgSENhVPXPgbCr4vr3rJ\/GW+47AzcCDKuoEBnMGueRSCQSiUQidwX7BOGA8WwodFCb3IY6omGxA\/hCIZ5QlITvnHzwh\/\/7H\/7PL37ss7+yXhLNs9GdwVU7UgdYQyUrYAzqmX+KDAJC4R3AJhrokTc1ogJmhjEGRCFATkTKzAprxPZ7u0tvObGDfk\/ATKCGm6vp7KofVicczaw+jB+pz1Z718aRdCIIk0rCQJrsJUvz53m+t1sQoLBqwEQgeBUoETxPDPFJcL7eWr02ErkxWAGojrMxgrAhE0AkbIBWtpcszp9Gp30VNtSe1yJxBxAPxkgkEolEInc09Sx8UnaKsblQz6UcgBEKLTGinIx20iTE0bc3CWfOPnj23\/\/H\/2njs1\/7NXt+w+beCxsiwAAM+IlJAh8i8XDAlChc7OoUeTNDCEa5SAgy17aDqmoJ8abf2zX93jay1IE5dI7apz99MBx05K6JxXSbtXFtbp2WLjpdqE4gwLAqAKTGdY8fey1bWbowvLzX65FRVibFCE4EYIKQjt9fG\/v1CRrPzcjNQlXF+UTopDLCYaDEwt3Old49K6+ikw+RWAKYGEaFSetju0E8JCORSCQSidwVjOvOD5j9lDKijBNYeGC0RyBDKD30ByfXX\/rwJ\/+HSx\/\/wm+k5y+25mGR5akpReDEIxFAnUeCJKTKM1QqIStWIPFVcAUxzT3y5oWImsY5mLk22NV5LltLi1vpytIVJFbApB7V+WQQvFEG4\/rzqTKSoPJei7sfandMinIbKe7NV1sQjIYN12kwBAIbAyQGWF8+0zq28vIQVX16hUChJkTPZyPoE4n52GAtcuMQQps1oPL4TpV1MISJbK+9MXds7TQS62FIoQIAFDxjR\/KxI5FIJBKJRI6Q2fk373uUMSOFIIWodU6xOyCcOrP28qe+8C+f+tOP\/vety7tz8zC+n7XAzBiUBUr1YOZgOyAEUTyDHAOuyqhlAMkb9C0jkRuFmREahktTo0oBiGe49uLieSwunIdhEQVcbU8ToM6P7eHwpn2F6T+ylXOzHdtBAo5jEa5qD+PWbgKELupLCxfb66svFaxwzPCg6rQUkGF4QlWDLlOJ7ZHIrYAAkHhI4\/A3IFWQCMi1+v2N3urKeRgISOFFRBHMdGWNIfNIJBKJRCJ3FZMWa1Wi+ySSTVTdMhDc7lYwzIUJZy4snvnjD\/32cx\/+\/\/5Z\/8ruEpUFSgjGrFR6AAAgAElEQVSXzmE4HMI5BwuLzGRIKAUHC6IKkwd7hDUoBdVi0pHIm5lK04qoSlwXEQKgNkl2u8sLp9DvvQZmLauQuCDoIIZ0+APU4mqzXP9\/9t40yJIru+\/7nXMz8y21dG29d2OfhatEkZIoaUTJClm0LNuSLdkmaVK0JUoUKVu7HbYUjnA4\/NURUoQdIYdCIUrkiBxyCJLD4cyQnMHsmoUczoIZLAM00A2ggd6X6q7lZeY9xx8y871X1QWgu6qBQgP3F\/36Vr16mXnzvbz57rnnnP+5pTz6LUw86K1DsdvdxFqfSu7tCrCPDyQwP39j4diRl7zfq6IiNdEFBRUijovdUmNR2t9SaEtib9i4BMHWQiHtbV+lOrBy8CoHl64gbmibb4FhbuPSgYlEIpFIJBLvJJw25XSHVL+AEdy8X\/QBFc5dWlz7yMf\/xlMf\/fjftm89e2x508xwbmJSWyQz6BPouyLu1F4Tm3JUBIfMoIjNz91BUpm1xL3AuMy4uxhGCIFi0F+dX1l+jtmZy81ylroCdd0aJaGrYuaTa1227fZ1POjZ67547D33se3jgAuOO8zNbC4cOXKhNzO7Ietrec2G9BBchTrW2+Qhp0qtJddl4i7QXLQOiLtMrU2hOFouHlq5xNLCKo44wYM2WSBmhoa0fptIJBKJROKdR2cgT7nyZPwEuK1tiubBOXdu8dQHHv0fnvn13\/7b+ZlXTt5XCbG8LvXcAmulM2MZc2R4rBAXrDZKDGnmW2TWGOYydbyKlH+eeOvTGeciIjFGN8xDCLE\/HFxeWFl+gZnhZjOSMhy8rg0yvZ1w8de1gqd34dufaHs3ebg3D\/Mm91cRhv2YLy+c10H\/AkEbr3m7XmCxIjg06wpNznyJUAGKkcX9NdSnz7Xrx73UdgEU3U32Tttpdnv8\/UWxVs4wePMF4DgRQ0RiVNbylcUrzM+Oute3q0ziMW4RYEgkEolEIpG4Z9gm7rY1Ufa1ZnwNASV0M2HpCiyZQ+3ECvUIZ15auPrRT\/7ksx997GdufuPpB4c3Sj+Q9b1PJrUbo1gTqwqrI92MVETItZgcZ0rHSttXTRvn9+b8c3\/Zq\/1yt96\/3dofe233igLItAXVhHt0D5BxjG4QyHBvJOLcq0y9GvYus7hwjkHPafTXXAGrq86Z3QpWN7HxOhlnt214ZOMNdtpGptvJXttCCoIi5G75iSOvHHr4wZduvnTxkRxjgw3P8gHFCOlVoAaRjA2ESDMwczdyh87\/uV+MlervxbY9B5fmuTttO2SXx99vmi8hRRBmVNmMI9dezuao9spvxOUT33G1f9+RC\/R7FXlfqjJ6XmQA3s97TbkQCa9zlEQikUgkEom3ENuNc4HYakY3zgcbtzttKihhBOMNCohiKBUilRBLZzSav\/hLv\/rff+sXP\/R35l65+sAxnREbbfplGUko+oTNmmXvkwke3SSgTdi81cDWEN3pXnTzyO2\/30vzz7cCe7Ef7gbdQstu7I+9tt3576X3St1mb2eIB3IyGsefUbtRqVFb9MJFJEYfkPsG7herzbj4wPFL+XsfvFRVI\/LhbFMSLTrzs71Gct0dQclbzatJX\/W2DXR93RfKDo+pcmzkKmHxwPn+wtzzljVeckBirKTLOwmdB11g1ArHKd4EBLwF0Hu0naZbjbyT1mWScrDX4+8fARFBzNHoGJGoZkpeF\/MzV7PFAy+ThxqCiwSxds2sYVvJgkQikUgkEol7gW1Geoe15vDYOHdrH7TPM4lrV5pyTYBibqM1uHlT2BgtXfu59\/\/kS5\/6\/M\/oC+cfmVndIB9VJphEN0ZVRRGVXpNXLtDks3dllJWt88tp7\/5Of78355\/7z369f9MLLruxP\/ba3o30CHFDtyhYKdr+D9pUISOKAAEha5a18JlBLQcOrDE\/d9P6PUA90Iy3zp9dW+z2KaHd650Y57B1geuOzotp\/\/rSytWlI4dePt\/L3FQEC9S1uUgra9dt4rrlzUgk9oqo4h7Hv7u7RHGyfm80s7Tw8uKhg2cRcdwUaeRJzG0S1tXuhmSqJxKJRCKRuFfopjGy9anOxAA6gefJXyeC6lQjyIdIHeDG2nXmc5VAJpy7uMCnvvAT3\/jlj\/7M5jNnHsnWN8WygtIcLDDIcjzaOz7MPHGv04wSF20D1Kcx2lrM3v4mNS6OejE7jHMrizeYndnIskwBd99SuNlbtffx9rvv3Z3TLIS5gosxN3Nz6fixs2FmZrUMYEE9molIGJ90GseJNwp3JyAEVSLulSM2yMve4sJzHDr8Iiixrk1VARy7RU8xXZ6JRCKRSCTuDWRby8T2HuvrjF3W077qCZ5HRcGJnlv0ICKsV3P2iS\/+14\/9v\/\/2Z\/T0hXfP3ayYDZkDUnoUC0KhWetNTCTebjhdfIBI4zEXEQyXGqhVYzYzUx5YObhBv1+H0KTJujutjdFuui03fBfsdnyND2h1LQixOHr49ODQ4rk6E7wZzITxy3Y+zA6F2xOJO6J268K5RCUDV6lxi4Peld7y4nMszF9DmtqF7dgRn6yK7fAVl0gkEolEIvHWpiljbO1c2saib+KtR9B3Nszb2Y\/kffG1zVWX0ZrM9gvh0urMtV949L\/60r\/95Z+unjj98NKNShZqZWiKRie6YRHqOvrIyzf5bBOJNxbfEu4OQXTqb0KJWSVah7mZaweOHLpEltfujpm5u7e1z5uXhxBeJQHl9tmLBx0Ejy4gCseOnJ4\/fvTpUZFRBZygjvnY8unEBBpBsmSaJ3bFjhd7jYE5KiIueK0C8zOXZo4dfoG8cFybaA7aC94VxIRGxSGFtycSiUQikbhn2eoxn2pv1ZBqnhXDGPlMPzS5ri9fnL\/6Kx\/+b77y\/kf\/4fVvPP29R6SnYXPTlEoLRwaSMSCnFzJQkSrN4hNvQ7YbA0EEEXEHr4GqyMgW5i\/nR4+cRqZiVBoP4HiEqeqevOewtxx0API8d2INh1fOzp84dqrqBUa16FCCmDUF1V6NZBUl7pAtF7vRrA15dNwiuLiLWCxCDCvzV3v3HX0FEQcRaVazxB0PqgLudYySZaHbb7ocE4lEIpFI3ENYE2y+k79uSlRrou7ePWter61KyHPhhQuL5z\/w4R954tGP\/l1\/7uy7l2sNWV1ZxARqBmTkrXJPZU7MhaA9zJJoW+Jephk3JqCtOnwY\/8WacuIWQRVDqCVg\/WKULS+8wLFDL3Si6a0x7kzlnouIT4W577Z3e0Sa5QUW5tfzQ4unyyK7UYoLIh7bGtXORHFPPdUvTOyaW64cCdrV\/PTo0c0Mz3NjYe4Gh5evNa9SV23XomySG+JjvdFknCcSiUQikbhXsIlT3Lc9aP4QpameVDJWWG+n3+bESC\/L4YWzixsffexHz\/z2p\/9+fOrMe+evj3RQ1R5jqYpKRIgY0SIVI0a+SYyRLMvuipJ2IrFfTBvAJt3wmaqNbm29NBAkc89zt36vZn72RZYWXiHI2KCAJg89xkiMka2acbtjtx50GGexgG2sifaLevnh+84Ojxw8X964ORcdmaW4ZSNhYqBvEZdMJF6fW74OvI1Sz8hQFa7HkZTaq\/LDy1c4snKNLBNQRHEHV518n2VZ\/qafQCKRSCQSicRdYaJptUVZx6Upe9y5ISIjyd3JJHPMhbU1ZX1t8fwHPvQTX3n\/h\/7H7IVL9x+tFaVyM5dhNmAjVrgUlKZe4aL06AG1NVGLydmWuPfRZqHJm2HUedAFp6pHHJiZ09HautcgpRbURX5h8YH7nubA3E0a43ys1i4i5PktdsW+qLg3p+QgRQ9yRQ4unu4dWj41EsFNfLpf40U9bw6astATd4PazKEJ21JXEdTDoFfqyvxN5mciUyIP20PAmgWidB0mEolEIpG4x9g+9Z\/ynhtQ45RUGDU9An0RJ1awdhPWN49c+P\/+3U+d+\/h\/+Id69uKDc6NaetEtAxUq6rrEBaLCRoZsBiilMfiDQ+YpvD1xrzN1BUtjC1gbmaJATkZdVUQMF5ValXxh\/nJ\/Zek0ee5tIYPXiyPZdZxJxu6teweIDmHYh7oSjh46t3z\/8TOXvvSV2oTgiAvaxLm\/2g4SiV3iApEaBRdczM1NqIvZ2Rszxw5fYWGubEsJ2NS11i4uJcM8kUgkEonE24SpujQOlNUmg7wnGRFGG44EoY45zz1\/9MXf\/tTfeurnH\/3p\/rmrS\/31kfWKQl1RL4WCXDIUM\/FKkc2smW\/lEXo1zFjjaayYeOgTiXuZLsR9Ci+yXMpyhON4plZi1XB56eL8iWPnCQqit6PUvicP+m6tewEwwxGcILA0f2X5\/pMvab+\/abhnjV2uBpgoJtYesDOOkpGU2Bu1GSEEHHdrCpxbf372xszRwxfoZxER74ZHI93Q6C6m9IpEIpFIJBL3JrqtUKxO\/dw0vSxIjpG5eVbXsDESXjx38tRv\/s7PPvYv\/83P6pkLK3NrJQtZLsGRUV15BHJycsnayMTWGSJQN96QcVX1lIKeuHdpxovJ2DaYovWie+MEDORoyL2EarA4v9o7evQ6mXprzG5Tfrgtbsv82LMHXRh7Mj0b9jeWjx17erh44KKfW30gaOZmPs753d5zk+YNSCT2guaZE0sFRDSLw4UDF2aOHXqRjCY+y7eotO90KSYSiUQikUjcMzSTcG0jbbf+QQUZiFLeXPWACqYFp87cd+b9v\/LT3\/zI7\/704vnVmYVa4pAgpYts1hXmLjlKBtQeUYRgjedcFEIrfGWk0jeJtxdjMfPpcNtoBIRccyyoWKDqLxy4wtLiKopOl1l7I9jTIpgDrkgEKnEhE\/pHDz1z5PiJZ6MjikxnACfFx8Rdx3BXVTHMBSHPc5tdOPDi\/KHlU3WXSSK3iCE05RD2p8uJRCKRSCQSu8YZK7PvVOccwRAz7\/UGgGY8e\/rhl37xV\/\/+7\/\/ioz9rTz07+1AYeoFJRVSroyhCLjlBMyJCiTWl2bwJax9WTRu8EZ+rSDGwibcB3pnBCtjYgycYkcobAWr16B57M7PrC4cO3Wj0rdro8YaxUNzd7NpePOjQFFlzA3ENzfkdWjl77P6TZ1b5QsR1x+ABBapkrCfuAuYmIoLgkhHo9\/tX5hcXvs3K0uUKl0zaYXTrd8kbMqASiUQikUgk3kiMSf63AKHx\/snUC5xRJcCQJ55895d+\/gN\/\/\/SHPv7jBy5eD\/cxiNmN67JJppvqBBN6ZKgGXKASw1sFqcybnHOlE56DSpufs1QHPfE2RnCykFPXNbVqfWBx6crKkaMv0euNao9kY833NyYyd69pJA6IRTwjA8lgcfFafvTI6Y2sWB+piiCeA0JEfLLg4LR56XBLRvqb1d4t3gr978pd3EkrbS72fvV\/7+ffpH+oGxGnDur1TP96OHDgDDMzFQSZzscKk6UxQD0k4zyRSCQSicQ+sb2E+a0xs9Y+sbVtJu9NNngEahBXGtUnq5xqJNTe4w8e\/56v\/\/wH\/9nTj37sJ\/MXL4SHZ5bscH9eIyPNewWm4oYRPWKxZlSPqGJN1Il7TWlE4UL7c2zV3V32fx64l\/nzXqN67+X581vh\/evYrf2yp2MCoM21ba09JEYUo56qhq6SAdHq6O5Ls1fCkcVnUbyOcXpXO70Tsq29Y\/bkQW9X7Rw3yUzAc2FxudT3vOeV8OCD164\/98rccowURCqvMWkGuKNEUaIKOd68Ma0QxZvZwt5X\/4w3v9\/T\/YdJ6Tq707bdfr\/6fzfOv68iePQSq6\/FG9XgyCOXF77z3WeRzJTQyLs3\/nNpLz1culqHmlQQEolEIpFIvOk4Ww2eCY2gMt7qULm3SXmTVlwpEKLDqHXkKTV9KqfcFG6ODvD5r\/7hZ37hV\/7J2d\/+zF968GbpS2HWuL4hlzAiM1gVyQkSWhPCHTIJjTfeJvnmIyZWRldmLbQzp\/2eB+6l3fPn1+5jv8\/jXn3\/OiN7N\/bL3aEp85SZgRp1cGoMj4Y6uCtVXTJLnysmG6vLwxeyP\/qdZ7BN+v0h3BqJO\/2u7Nm22LMQo4CImxMFyJVeH19eej4cPHi2zHIcbaP7DaEeLzW4SHtzag7ffdhvZns3Vs869qv\/nZomu2in2Y\/+341W3TzWpQcKqcgkzg9v9FYWzyNijbL7lEScs73AWjLOE4lEIpFIvOlIa+h2c7K47TGZo+7sx7QSCYIUgBC9T3TqKnDx8gG+9o33Pflv3\/9\/nf\/8l\/\/S3M3rLOMMoiuY1hLEJHNxGRvaTB2v81BKa4hFgbp9uNzqwdzveeBu27vFfp\/Hvfr+3S37ZXfIeH9NZIjjYkRtHi4gEkRQAoFiODPKj6y8wIH+BTIVXts43+n3O0andr4rDHcRaSNtmv4srhx66eDx4y\/HINRA5FZBLnHGMvaJxG5RgpRVJCsGeJaXgwMLVzh8ZJXYDA6HTiTOJ9skEolEIpFI7BNGo7RWgcTJZLwGarSbO7dhfwrWPpo4dkyh7jWh5pkj\/es3Yd0Cq3Gx\/uxXf+iz\/\/xf\/e+Pf+aLf+ra+Ute6CBmxZARzjoV5gZ+t83UROLeZYeQeQkhYDgVTm9u5tLR48e+zWBmk9Akbnev4y4Y4zuxZw+6uwsqbRfbYOvFhbNH7z95xvq9qhSlBgFtE2QmhnkyzhN7RVW9onbL1GOmo+Hi\/A1WlkaN43zbpZ2+jhKJRCKRSLwV8KnHtqdoo08nngbGYtOmSMTEBXeLzqh0kX7O2cuL\/Nrv\/rmv\/vyv\/Z\/PfeILf2xmveJAb+CDuVmNucoNSirc2\/pKaQaeSDCuiH7L8wHxGlgjepibvXbw2PEzBDVEcLPdjp\/b3m5POeht\/oxrp5StbWb9zMz6ygMnnwwLsxc2r187nlW4C9KF8hitPZ9uD4nd4wBKICJsYs7MYGNuZeUqc3ObuKsgNn5lY5zLtu274PdEIpFIJBKJNw+ZtJ0xHqbazHRLeh5NmLlUGIahRPLRhlDlGZdvHOY3H\/uzn\/3X\/+5\/vf7Us9\/1hxYO2sbqVQMLIy25WVVU1DKnAy\/ygnIU0xQ8kZiidTG7TNkKNR5HeNWfH1xZPHzwPKJORAi32A7bXYC+rZ1+3W0NvexOXrwTKtqEy9AKb8Uo9ArngRNfmz1++PkbZ88e75l4cBWZCnTvhM0k2UeJvSFK4KZXdb60fPPAsUNXyLQG9S6UfTzaBMcRmRjr6eJLJBKJRCLx5iJMXGTtZCWf+tMWBbmtnnMMPOD0qUAk56Wz9194\/6\/\/Z09+8CP\/wE+9dN99Xvjg2gbBJdvAqOvaa9xVctE8E3enYkTuvbuej51I3Gts85035oLjZo0kXZkVcbh8YK04fHgVADcXKZp0k1tCdbfsZ7uNcUc2x55z0B0jNmWuGj242kADHD\/23IH7T5xeK9Q3MpWmXMMk+1e3FGxMJHZHjBHNCtbc6pnDK5f6J46dIVCjIjZ9bXdGueNTlf7SJZhIJBKJROJNJQqM1BgFazSWATGQmiY3vYamzplsMc4dQzH61MrV1YKnnn3wpQ988Mc+\/fP\/\/p9e+fYT991XzPiRYhjX7JwMPXgPPA8q\/aJHFgIxRuqqasNdE4nENOITu8HMMQ0SFwZVdnhxlcMrNxAVzIWtNdB3Yqfn78jm2LMHHaD22kMI4mDmJkFzYXlxtXdk5dm1XNeGtc4ManXFZHpBsFOITCR2g7i6UaNZbhtSjg4uz59jZeE5RECCu5mgTRpG2HKVGzR67ne1YEMikUgkEonE6+E05cugDWnvPOZtNbVOXtrVqaWpPxMwz7uSa6PY49TZ7\/jWz73\/J7\/6G7\/zUweulcP7Biu+vnHFI3V2XI9x2Vbd3AgxoETquiIiKAMGDIgpiDDxDmVihzdW6bRN2uqjiWFI1q+r+eFIluevszBfIyq4Tw+cN8yDvqcc9K4H0CTTN7nloe1WXa088uCzsyeOXhidfvGhWFZYbMrCC0pJSRGG1Fbv5fCJtzlbx8GtKEFqxLMDczdsbvgcJ4+dxWugINOCCOirDBQHkRTmnkgkEolE4k3EgA026VNMPalbjPNS4YaNpC8ZOY6vrwG5sDbK+dq3vvdT\/\/e\/+DvVs2d+dO7yjd6gxIzoBSGAcMPWXQnSI3isDK+RWS0a7SeP+3LOicRbEaWpmDDG1dVVItErzHxheH3+kftfIWjJqBT6M1tezc5G+p5ti7viQZ9WYxeRJiZ\/2PfBsUNP9o6snLlx9uxDNY3xHjEUR1HMUohNYk8IYJVj9aC3li8vPs\/scJU8aysKNHQFRaT9pdnS2uveSF70RCKRSCQSbxaKMUsf2jmxlzVSCWQBJLBJTUkmqEpNtH4sCa6wVg547Is\/8KV\/94v\/SL95+i8Prlyhv+lxkBeSiYYqVlTUnhGQJkFWMm88EhM8eSYS73gaoUUAbyqLNfoOnbXtOZmbBqsPzFwvjiydIeCIbk+SfcPiwPfkQW91K8Adwwgooq2\/shdEHjz+0sKDJ09ffvxbVWmeZUWPUbmO46IEzGPjw0wk7hwBPKBeRXeG\/evzJ4+8wEyvJm+kFWTsJG\/k3EO33WR4JRKJRCKRSLypZHRzEodRREShn0OAkSAlGSNqMWrvUxOiKq9c7vOxz\/65r3\/gQ\/\/o0ue+\/KcPATmVCzmZBC3FGEl03GWYB9faCD7JlvXWAGmi6TWlmCbe8byKi84FNKfAMq2ylQMvLzx48hlUIWTNdq3cGm+gntUePejWxO2bN0ruoqBtin1Q5\/DBKysPP\/D0s4Pieu22BGiFERCCZmApzCaxaxzElUCNeZgbri2cOPYKQUFUGqmHxm2+beEY1JzGaPew874TiUQikUgk3jCkdqhr0Kz1nCO14HXjYCBQ2hIioVR45szC9Q899sN\/8PO\/8k82nnz2jzzI0IdQOxJKJFRVTSWRyo0sy5E8E6\/L5jjbjhsFXAzxFD2YeKczpSU9UaUa28WmOhocWX5eTx45g9cQcsHajd7gBa4956DjEESJ0po6SqNAmYkw6NXL9x\/\/g\/7S4kt2+tJibRYND6oCKkkhLrEXBHBBHM3q3oH56\/NHD14h0ORcuKDN5eU0426CpxJriUQikUgk9gkHkMYjp0HQRrh90ytxjwwcn9uogBD41rNHnvmFX\/4vT33k4\/9YTr98\/2HEZnEvJNfSEaMmmoNArpkECcTohHEAb5PbF4FaoA6N3zDY9slRIvGOp7MPJBLRIr82d+LoUyzOb8TapR1Tb0ok7t5z0D2ShcAkar8tZWW1EJS5E8e\/tXT8yCl\/6sXvLVc3iChZUKIZqikPPbFrXGkKkBRFYcXy4kY4dGgdVXEEkR184916kI9DUjzVWkskEolEIrEvaFOxadNqTDMvJEiBOKUHNkLgs1965OkPfuivn3rsU39Dz188eDTvMavuG\/XNUPqAGqfxuAd6WYYJeB2xqiRrfXCdQHwUiNqVdTNEaPLaE4l3MG0xw+ZnnyxaCe4zc7OrK\/cff54Mjy6i4CJbsrNvx4TYlY29dw+6ORp0LFGP4yhi2gQac+TQxaMn73vu+uyTG3H15kwgIEEpq4p+XtxSIT6RuBMi0fNeEWeWV9Y5uFwiLi7iTc0\/oBFFdbt1EKV140QikUgkEm8+nTpOQDZxNtS8AMnBGaGcvjDk9574vqd+7pf+5kuf\/vx\/eyjG3oz0I9VIN0IdRtRAjZAhBFQUjUJwMJdWF6qhM85rNWqFupWKytL8O5HocPVWPhoF1AMhzi8uXDt04tgrACHLMWvLNm\/bltc21HflCNfX2elt78aAqisnJ6CijiIsHaj7Rw+e8vnZy5sonoVWzX1r\/vl4xeJNbPca2jO97rhf\/e\/KZrKLdpr96P90ezu0q1zePsSAETF6P9\/IFmZXGQwqgkrztaRI3fzUjYwI7RXfhKh0Jf8SiUQikUgkdoOPH9aGk299+NRrxu5sV8pgMmqe8F6MzHjlsjEKPPXcPJ\/50p\/5g\/\/nX\/1vFz7\/5f\/uUPTe0dBDfEOMSkJeUIFrVhCKHM0y3CO1VUQvUSAnG\/ctos3xm7lPI\/DskwpM+z3\/S+3u2rvFvWh\/3Q2aMSnUGFEaTbXQjouIsJnnNUsL17ODKxdKhCDqIfq4\/tMUr2dH7+ps9+ZBd23ELUSpaTQuqHAMaX5xod+zg9\/\/fc+++JHPX9h4\/tx9eYyUm5vMFbNslhvk7RqfAuZvbns32I9+j9vuY5DmuTttO2S\/+j\/Vvhoydd1PfWYuQER8hEZbmFldeuSBl8i1vL5Z0evPeOYg0uRYoTACIkZPW0VTyxoFhOnYlkQikUgkEonbwQFp5hbNfKxxCoQt02qhxHGEHCU4UEL0Sq73SwrJfZaaUNVw\/XrG8+fuv\/EbH\/tPvvLob\/2EvHT+j8\/XRo7beixFKVTA4yYylHlxc7B6rLmjNBVsmn9C7BJlW69gMBCZeM7VmlnVfs\/\/Uru7dq8yXp2RfK\/aX3vFRXCBqu1YHzyICpqzBl4vzW\/qfUcu8cD9N4xCWDNHQmNEZLflFW\/vELvzoN+FOug6WRCEzqJqA90VMtfi0NJzvaNHX7k5POW+tikZEdx9ctvo9vTmtneLt0L\/u4F6p22Y+uT36zyUW1ajbqF7bdd9Ba0Fj70s+kzv6tzBg8+haq4qkVYHAaC5GUhTXsSoURrPOW9gcYREIpFIJBLvBKZUmNoZccPa+hrD4QwZEA2qspRQFJBBIGdGcGONUAGjGPjKN\/\/I0+\/\/4I++9Nkv\/7WZGxsnemXlvWimoNaa4NYWOBYfu2iYTOE7g3znKb341pzz6bnkfs7\/Uru7+b\/s0Ujfz89\/vzGANhXEAFUHE9G2KlmdZXF92F89eOLYy4SsMoITgNJAAuaGit6uCbErGzvbzUZbaCpZkdO+8cLkbtXo3LkePXzh6CMPPH\/tC1\/ZYG1zmEluVlcyrqOeSLw+Tns\/AjDwKIjmheWzc+d7x48\/A0IeCgTcShPNtHst3bW2ZTAl4zyRSCQSicQuaCu5IrFzdigEa5TSgTCcJQKZq4Q6Ql6AQJkB1D70GpsSn9wAACAASURBVEYCZy8Wo698\/c889Vsf\/5nnP\/fF\/5iz52cLch8SXKamLhEYC6+n+UsisSc6P15wEBUMvHITwSziJsPeteOPPPwErjGAENTxUiC4u28N8d2ZsSI8u\/Sg78F7vnVHQLd8KGir517XMDO7dvCh+77x7QNzl6tzV\/tBhNpMclIV6sSuEAd3gTrXjYXlhec4cuglcMna4LK6jhSZdl9i42t8i5GePOiJRCKRSCR2iwOmW2YZMuX6GtlIpKoJWeZQS11uelUoMyLC5RvCyxfnrnz2P\/ynX\/q1j\/z01W8++b7DpmHxwLLZtVVRmhh0ayvOGIgLjWmAIkllOZHYFUqrS+VOMFAJuEQiRsDxkFW6MHcuf+j+JxrF6cwRMJpYFjfvRvwbZkXsLcS929Ihk3YnAelCLgSoo0mm6vl9R\/6gOLL0UvXMmWNWgSOeaybR6rtxHol7lFf7etkeWTGlwj4eDLXiVZ6tzh8\/+m16vU0MCE31A912RXdh9MmDnkgkEolEYq80BrJO5hKtFR1qCAGub25QDApiTxwixE3wkplSIUrG154+efl3P\/NXfu\/jn\/yp68+dfu\/c+og8YuLCnGZCjIB5RMUawxynUZrePsdJJBJ3hrTZsOqOuIhJIw6nqFBko\/7hpec5svIiVUQyEzS45W3VsqB3Ul5t1yHud2eYt+ITpTQlrRTImxuJIOocPfzs0kP3PX\/pK09\/fz26mYNIUCWmBcDE7TEWW\/A2daJSNZ\/p3zz44P0vIDpOt3DwEKYLITRKqo22u96tKz6RSCQSicQ7GTEIyrgw0ZQoU18KEYLX1KyXN1kocicG5crqgC9+9ftP\/erv\/tgrX\/7af37z1PPHDoaclXwYvVxXpZRM+h6xLpvcvZn7NEsCfjvKPYlE4rUQcaRd9lIXSnFqhEKD67B\/c\/HBk89yYLgGSNYZGEVGBHSyRHY75dX2SSRuuoZVYJx7U9CUdsjz3KmicnR57dB7HvzW9aWFH47X15fFFIvTO0i8U3HZqib5Kkj7Wm8NdGolcmB2PXv4oXO4OaHnoC6A5OrjumxMZBRvEYdLXvREIpFIJBJ3wLQ4skjjMSfSyKdbI5Pc6wVKYOSbaCxhrQxcuHpk9NFP\/\/BTH\/7kXz\/\/xa\/\/0f7aaHjE1IYOQ4+aZwXUAfMmutRaj3kXmao+VaIqzV8SiV2TiVJ5k43dWKLaLIrlOQwHNxcfeeBZhj1DM1dRSnc0U484gU4e4jV5C3jQuzuVQFSowRtvJZKpCnEkDAqbO3nsm7Iwd64qsuVss6J2T1nA72DucP3XXRAXxNrvxFoxnx2ucvTQJSw6ouK4B2QS0z6VC6YAbt1PY4GXRCKRSCQSidulqQrTTEYUUIGxqLMgKLjjVJss5jnoQHni6YdfePTDP3bqI4\/9aPnMi+9e8gwpqxhwBk7ARmwwQnB69MXbgkjeGQIurQ5zW9TtLpTaSiTeqYh0fj+kUX3DXYPHLLOqX6wOjx1+gUwdycEhuuEEDCPcXi2oPXnQbxG2vlO8DR+e3os1opbi4KNR5fQLw0rPv\/e93zrw4PGXrovVUQIVVbq1JHZkujz5Jpv0+31CCGzYCBekFvdY5NXyIw9cZ2lxnZmhOhAQRqNW1yBsWTuaDKcW426sTiUSiUQikXgn4cAGVRc8ijSFx3HFyxxGAV8f3aQQgUvrym997vuf+ec\/9788\/4GP\/ayeevndh8nIR5X3RbVPUCU6QEHugYIKI6JEnRjhQqM4HdpjJhKJ3SNARSVKwFzEDLSXMyqyKj+4dLP\/vd952cvROH4lD4GITUo1v779\/BbwoN\/aRe\/+y4u8yZ7p94W54QsL77r\/Gy+tzP9gfeHG3KBSMduUVGrtncvrrf4GUcSF6IbhLqgQ1AW3MOjdzJcXL9LPRqhS060uT3barjOjePN8l9CVUtETiUQikUjsAkEZkANOrEcimiO5eo1LTfQeSC\/L4bmXstWPfup9L3\/i8\/\/Tza8\/+Rdmzl+aycrSAg46mf42JWSNOC6p1hrnQCMKpzTx811tp2ZeE3fqXCKReF3MGmM7gptApoGyNqwIo\/njh1cZFNdjL5dMZWzTNsXZJpG4r8Oec9D3hEz\/IDut7GnjT1eEXlYd\/J53fZbDi3\/55vlrc0PBNC0EJrbR1Sw3mhAUdcXMqM0QDaDiOHUY9NYOnDh6hkFvk6BuLp4JkmmAtsShtyb6ltJqXZviNxKJRCKRSNwhwSHUBqpCllNSe01TyGiIwUYJX\/3W7Mu\/8\/m\/ePpDn\/h71VPP\/cD8xqg3xKPjUlOLk3vdhMJLsMbo74iiY+PcUdpCT3RJ7olEYm\/UXhHIPAYRM6OQghuxsmpQlAff9eAFhr0NyXPHJk5n3EVwXG7L3t6zB\/3uMGWgT+9URKA2JyjkGfodj\/x+\/+ShF688fuqRzWg6mFSjS7xDGYdv7VAaDdpSCO6ICFnIMHevLFah17+y8sB9p+gXhohEd8mAsM3w9i6Dq61RAs2XXlOVLZFIJBKJROIOcODGhjAzA2IuVtPPQN2EVy716288ffJL\/+YDP1J+69RP2KmzDy9smsxJFtVrAdGcAWuYuzRBptbUO5quXtz6yKcOOfbDeYoATCT2iOOo5oyCee0uPcdrq6MNi5sH3\/3wt+kVtU+VUQwGIK4qBFxuw8e3vx70cRfabPZuh20WsAjSWuku9HPh\/iMXF9770BPXPvf4D8aL12d8V91OvF14vRB3MxsHdAFIUI9VJbVHz2cGl\/onjj9NHqhRkGb9WXTsOMemV5p964XW5acnIz2RSCQSicRt0MxaHRjMQVU7VpFnwKhWTr94+OJHPvnnn\/\/4Z36sfvyZH8wury5kozKGLJe1WKkxkhlyhr0hN6p12aKRM30QbwJPY+u58DZDz30isJv86InE7hEEVKiVZpzVUYRAtrxwLdx\/9PdRxVBiqzutDiqBLq7lNthPD\/rUbaJNpQntWsGW3jQJNM3PgyIefO9DT11cWbxaX7w2074iBRy\/g3ktI9laQQZAmhx0pLIoIQvrB1aWnuPg0ss0lQPEJykiTZmTqatbupyRna7PRCKRSCQSiddmMk9VhIzG5+0ZrJfC1594z\/O\/9qG\/+fzvfPqv+gsvn1wygm1sWI1jKoooVmWUKNTVFh+c+HT1V0XbuFpxaR0Zjd8hdnVs2k4kEondIQi1RWImWBQ8mvR7\/c3s6MHnOXLoKVpTwhEJjmcTf7g3w\/V1c9HfAh50pkpWRQgKtTQRy240heBLa84juB9610O\/d+7IkQs3njl73KzsStAlErcgCCJCxKljLcHUDffBYLB2+MiRZ5mdXa9ArFsB6taMvN18enA4W5aCkpGeSCQSiUTiNujmqQ4QpVFrL+qS8OLFjC9\/4wdf+fDH\/\/H5xz7z5\/uXzs3Oi3jlpZm4okIM7lnIJct7jCpjrY5kqqg1obPKdFklJdJ50Y0orZ+rPXhklzP+RCIxRlFGVoppD88UKrP52blqeOL4MywfuAaI42KIqzAVsnLbsSv76UHvpLy6Go2Th3ThOAoUWXN3QcFq4cQD3+6fOP7U9YVnvqO+dqVXWNRpYTAHonTF6ZpdB98qHtaFJ+\/Uk9tt7xZ3ety71cLea2B27+F+vH9dXXIBvI3AMJfWmz65nkUcrSNCdI9mplpX8\/3r+ZGDZyjyuvGyt19Y3r4lTVy8KyqGOW0IfPfCLqQsrT8nEolEInFvMz0D3mn6\/Orf9Yb41BwWxhOEqX22vm4bPxXcZLA+yjl7bvbSRz\/zFx9\/\/6\/9w\/Irj3\/vcQ\/5Qpi19XhNiqzQmCkVzkZZSelOyHpoyFCXdv6zdUa11dPQHtzbqYtPDPUtnfPJfPl22+mj3Ivz57fL8feTvXz+d8N+2Wfcxai9lOA9hMxrYizm51b7B5e\/TZFHRMja0SLe2LMCmIF5TRaK1zvG\/nrQva0HJ9MWc1un0YF1IoGAaGTguVMr1Pnqiff9qc898cWv\/keLa9cO9WqPc6EXYixRcip1rtgqg2IOj9aoZcams11ZiRprLbHOsGtuPHfSTrbePcadH\/dutnul28d+vH+CUbgRgUqg1kCwJgzd22WYSEXPlB4wm836pXpTmB\/4pQPDUe+7330eDZ6TteHvggYEH3dMAkroBkeboN71OyPlVSQSiUQicS\/TTT+9VZ3Z7raSdp46EZ7ttjEUI6tqsLbguAtkArmICV6ZSa5NpWSvSiQoIML11Xk+9tnvevkjn\/ixb33mC3\/ZLl07vlTk1KMyXo0x9BjidYQazwgyI8FxFa8Mp5pMvsWhdSNsX1hoIlOnRG4BXMcGtkzNw1o3xO23U8e4F+fPb4fj7zd7mf\/vtYX9ff9MTErfZH4wZP3GJkaQDRn4NRi950\/8iW\/TSE57jjSiagFZa4LCGaiSUdzOGeyfB727KXYre9NdCOB1U2ANB0JnDkVgccWHDz7wGTl28MLmy2cOVtShjkpNSYGQSY6QE72pwya2RYeuWcHY5mHvLrQ7bfcSIzR9M93t8ffa3i324\/2DxkgPwEgUk2aZWhy66oQGqCpiJVKXCFCJWL0wdzM\/dvACqiKuBMZL3F3ChIz\/mx5EMmmSOFwikUgkEm9fOuN88vukXV1bZW5mQFbkzdzU2rlCu0kZIyEEwJxYIlUNdYAXzh4+\/4nP\/JWrv\/Lhnxo98ex364ULvT6BvDdwzYJSg0uAcURgU4jGoBV5ayZOW1TZX2NO92oVnXSHn2+3neZenT\/fy8d\/K7Fv9sv+vn9umJjVDCSjktw3ekUsjhy8zMLCC2hwRAUfp8d6LbcsonXe8R33z\/570JsOh85y9skjCBQEIk1tyMayrgUt4L7jpw8\/cPLJ1ccff5etrQ86Qz4SyaSgh2JWI\/rW+CQTbxyv\/ckakglWOpEaJ5MaiXOLS+scP7FGSsVKJBKJROKdRzv17Rw4NBFzW0J3YWoG7Vu3W5mZxzFqYMNHYDDIC5HobG6OvD8zYL284ZgxlxcQJfCNZx568Zd+4x\/8\/qMf+pHi0sXFXrkphYQ4yHuiqqoxAu6VV5I35rlMH3bac51IJPaPQMAqYxAGmGRYv7d55KEHLrC8fJXG9vQp77AoTdb21NB9rVE8bZu8+R50eO18gtCeTCSKoziCxNrJC1icWzv+nocfX\/v08M\/6jRvDQB+p3J0oHo2AEKOhEsYC8N2xujWALhfn9urFJ+4lumuqLZPmRhNl4iFzUy0PHFy+xtLizS7XfL\/6mUgkEolEYp\/owr2nngrb\/nbLz93v2oRorscRFoQ8K6QEgor38x5WbjBHALTPueu9q49+7I98\/YO\/9c82v\/7sD81fv573e5n1Z+ct06DUUbyKYI4g3dxlfFhjElKdSCT2nyzLvK4rURWvsFgOstWDD9\/3dWb6623WbDN8tRGFzNvtAnQD27fUgb6V\/fOgbxFrm\/ag07StJpdYrPGQYQQ0UxGrYJD7yT\/8PZ85s7jw49W5S4drV8kppGKT2AqH5aJTkhzb0WSWvS3Yuryjt36mXlskIxMHN6X2XjZaPHb0CiGUrcLKa\/FaISiJRCKRSCTuRaZLjjlsmRfuZJBPzwQUao9slCPRLHghBSVQUXukZp5APwBXR4t87ZmHrzz60b\/2tV\/7yI+W586dWCqGkvd6VfQyC4Z6rKlGJWqNUnue5Vit41D27d3pjPTkXEok9o9Mc6mpITojcWx+ZmPukfu\/QKBRhGhz5mMT2i4KHmjN9uZ+8nq2xf560Kci2pHprhogEATPNUgnry3DHmyUTkD4jke+eeDk8ScvPXvmgdW1zf68ZIJrK9whiGhTgc637tZJq5BvF3a6apu1nsbuVpSqrjyjEEMoEc9mZ28cuf\/+UwStEXm1K8G5ddkokUgkEonEvc5O3vFtWkhb6MIvu6g7afIu816Ppuq4iVN5PVpjkAX65Mq5G4eu\/vJv\/pWnf\/E3f2b98We+c36zylYGB7z22i5vXskgl1gLwZrSyBmKOG5uYhgTF9zEe+5TeawqyUhPJPYD9UZqIiCYm9RBR\/nRpdM8fPJxMqUNcaeL3oXGgx4ar\/Trec479jcHHSahO7eIbhm41\/SyzGMX7qOC9NrDLs5ee+D7vudzV772+A9dv3Gu19PgPQ\/aqVa6N6rt45JiU8eDaYGNxL3M+MvKJ+VEGpVRIw85G3GNvvYsImziFAfmbwwffOCrU8Pj1QZA93u6UhKJRCKReNuxLdFyekrMpO0qqVkztWyeMycT2vmp+TzKgWwA1zdzXnjh\/uf\/5fv\/5xc++bkfq559ceZwVkgv03ht4xwBCYvZkBK8NJcgeKahrWZkEjEcbzPiJ0wb54lEYl8RoqFkGOreK+Ls\/cdP8dDxy3glZENaeThiu0EfhAjjlbdXN9FfzRa5I+5KDvr46Dv4KyUamgGorI82fNAbIFlowgQw5r7z3Z8LywtX1l88t1gFDT2jiS7AMItTInE7HzdxbzOJwJh8wQo2Li0iWUYdI1HQEmeDWM3NzrzC4UOnyUI3QG5XqCGRSCQSicS9jlirTtP9PvW3rqy5bE3FbH0A3XTVXSpyAmoVurYB2u9x+eb86NGP\/OHPvf+D\/8fo26f\/RHFzQ+bEDK\/ZrDe0Ry59Vcp6RJYPMMzxpuCw4FJSowiFFtTWTO2355578pwnEvuJg0qMhhCIKm4zxY3iyNLjzA8qoAlk92212x0Ha43z16zovt1zvj8e9Ol6ilu61RKKAtrY\/UFvIFMGvWT9zPmj3\/f08OTRJ6+eefmB0XoMRQU5QknJMJuhtGp8hC5b38cHgmR7vb3Yamkb7hElCEEdxKSXx+HK8kscO3oDkYAGRGS69Ol20gWSSCQSicTbjYkvvPlfJgLCceovJRCtklwzbyJTDaOiJ4KM1hHLYNRb5svfeO+Zf\/3vf+KZxz73V7MbN1eWgpjlVKMgWcWIXBFqoxej9xDZqGq0CVTHY8SBrJ1Wd8Z5IpF4yyEAg96Q86MrDPKhl\/0iPvQDf+hpchhFJ2vjX8TbVJSp7W6D7Ub5\/njQJ+UtpvLQu1yfSbcc2WJSSwSygNALaw\/+se97\/Ntf+MqfXuj3lqrNNSJCjxyPNYhNljwTbysc3TESoitj0ESLmQjirkLUjFjk68vHjz5DCCVBuzyQtFqTSCQSicQ7kdYwj61h3kbmyXpVe55nkgGF5gg1XWFjqTfJRpWghXBx\/XD1\/t\/4ka\/\/wq\/\/vY2nnnvgoBm9kLNmmz4KnrmYRiCTLcZ\/W6XoNfxo7BztmbznicT+Y2YIGVUvr2Vh7vLMfSdOgxH6g8aYaMdpJuOwm8bmGEfuvKoXfTrBZn886J0htWVJYaduMTHknckNlCBKP4+Lf+Z9j9nP\/dKPr18dLRYqUptThIIyls3mYjTicZO3Qj2Fub9dsKkLSKcC0pp1bsdALAS3oHivV518z7ufA6vJ8i0ahfvR90QikUgkEvvHtHE+LmcGZFmgAJoaQuZxY41MgDw0Nc3XYm6f\/vR7nvyVj\/2Ti5\/5gx\/tnb8UlgGQuB43pepJMDWCm2cRyQ0PplIJVN7kX96Jcd5546Z\/TyQS+0OMBvRYz2Q0e\/LwFR6673ps6oiJ42RtjkyhULWO5RCY3GBenbeGBz1M9aQzoGW7SEfbPZFtBr3g9DPlPQ9949h3vecb5z\/95cOzmfZiGSUD8Vddm+zMfUtKcW8bZMtPzcr0+Iry0qKXIcQwGKzm73rkFYhEFEW71K50ESQSiUQi8Y5hkmTZReRZa\/cKeF+EAnMpS4hGRoC6hqtXh5y\/cvSV3\/jdH3z6o5\/6p+e\/8s3vPOoFB3szVo2uU1GHAzPzXC1vjncWDNS1dTKpICCur2mgT9MZ49NGeapGlEi86XQBNlpZtKLf93OU69\/z3nc9Q6+3FsW1KbDWDk5rLPM84CUQMSlef9zufw66MDHQYbJyCVMx+9tKYWiXI9Q9UwiUevm7\/+Qf\/\/iZz\/7e+yjy3OpSNuNGUNHxDczEUN85JDpx7\/JaVVEA3B0VZVSVUoYQhwvzGxw7dhUVr1BydqgekEgkEolE4h3BdkM30JjueayQ9RFUFYQcyhIuXV5Z++Sn\/9Rzn\/4Pf\/vF3\/r8X1iImh3LB5iX1bl4LcvV6JuzsXbV5wlEkFFQaoUoKqZCUSuCjRWRXm9e+mpGvHky0hOJfUAAaiLS77OWjcqT3\/2exwnUWZb5TaL3yCbBvLFxMNftQC5e39x+a3jQx+sM29yYsX0qbFd1p7l5tk+7BFXipq\/8sR94bOnYsb\/rZy\/P1+IBagaaY\/5at75bJOoS9yRbv762ZEm4I1nwsqpVs1AtHTp8lfnZVUKQCH5X6gQmEolEIpG4d5hkgEs3h+ii7xS8cEdG1hjmtQTOX+nzla\/ed\/Zzn\/tbT33x939i9YlTK8c3YSEMWAu1rZYbIQZkbjigvxHZiKvMMkME94ioK5WE1oveGOhGPTbSb5dkjycS+05nQEutlP2Vhcv5e9\/9dcrKZNAjdvXVGg9iE8wdmhD3CMx0e3n1wbzdhN8HFfcdDjdtLnc551vOwSeGu9NKfAUV7j\/x\/Hv\/0Hd\/9eVXPn3C3LOcgPuuFh0S9xBGEyVh0ugKdLSBFhItkvV6WFXVeb83Onzi2CXyfJO82K6RmnIdEolEIpF4Z+LQzDsDbcJodFgbDTn13LErn\/zs+578nU\/8rYuPP\/En89WbrBA8L3peec0AdJAPGFVrXt28LH2GfnT+iKyu3gC0UXQ2IUeJBAylFgiuGJOZSOcN3ym3vJsHd+6I5FpKJPaNdhiqbcbKDz\/4Hec5efQUIgJOIPe6e+WUHlwMUENrr78mbxEP+jama8btsLjQdbLtuDYnOuiB90YHv+tdX3r+tz\/z5\/pmM1noYVa5qYtLEwoUDMJUHk+YFqHzSW3J223fTuzm\/Pfa3qWeN5\/l+NvK2+vHcPCaKIVmBOqY9QY3e4eXn6ZggwwRzKa872+zTzSRSCQSibcw0zO6bU9NRH0npuj2OWFsXxGmN5z26mxNiezmldJVBzJVMQzFPHPI3ZrZc+1CVTuvXF6uvvz7P\/i13\/rYj5\/5wu\/9F9nFK8NDUvhsb869KlUVGY1GuI\/IgRn6ZDpkZKW8vHqePsMtYsiN08mxrkdiWyNEd5iF3E6O+n7Mv6bjT9+J8+d3+vlPs1s7YD8Zl+xu+7OTzelbX3vL3UrJWaur8vADxx9nbnidYS5mMFTBawNRH1vJimcg4\/H82uf\/FvCgbztk1\/Gw7SVTr5Op\/9ttcjZiKYO5Ii788A99fPYXPvxT9aVry6aFVlaKieMimEAQp1c371doQxDEJ18E5nfWvh3obhS7Of+9tneh94AiDoU3sogm1nz5eaPKmudDLzejDyhsvfbR0h\/\/rieYsRKp\/3\/23uxLjuM89Px9EZFZVd0NNFaCxA4QXGVxkShRokTREiVZHtmyfc94ZjxzfGbuPX6cx\/kn5h\/wwzzcc3zO9fjc47F9fW1Z8iZrobiCpLgBJEBiIYmN2BqN7q6qzIj45iEyq6sbDZkASYBNxI9sZC2ZWZlVmRHf\/kkXi4U2vO0zNmRmMplMJvMpRZc9bpTpVEk9junZcSQ8jwvRSvJG0b7ebty+YqDSGlyxREEv0y6JqgycELDaw+MGC+Bj0vpPfDDBO0fvPPxf\/+YPT7124I9njry7c32EaSmJ\/WGoNLiu6xCriBOHUadIlEqhisk\/VsgUyQnfFoJTYnPEgsESEdUPLQstUxZQbrb8dfM\/\/2Zzq5\/\/R9UfbqaSrgJBBB0VcFzaWawdTkKzroIsjdQ1YApdMKba842vvEmXsOAH2utOI\/MBXAEOtIA6bSBTY\/tWWVFHv5oecl36yUf3oMuKD6+23jILRpM31CmjWmNky4bD237jnqdPvPP+HkRLh7ND9RIkjjbWxniafoRIGirH9\/bhl58FzAqPb9TyozIe4mXHnqukCu5BDMMQxUghBaV2JqfOctuGQ3SENOmLSC4Rl8lkMpnMjWUFn9DysG1t2qW2z2Sx+lDq9gOMJAqJyT815kEvXUFFpI5eQghaukKsOGxTP7j2A510JS6ElJPeH3R54619M\/\/y00eP\/uLZ\/33w7snHw+mzrB0uMCVdJopCa8UqFlEZKShJ0TAaZAUxVhgPYm+WYfzIr4nlkvrNll9v9uffbG7l8\/8o+gPcfE96mx57hVN4+XpAbFTHVkmPGIKIn7ht00V3+8ZDlM7H1IQxQhPLXkCfpKAXoGXyIwp2Mcx9WfCQLFuOH9YN9qB\/NBQgxIBNgf+wds1w11cf\/uGRn\/3yP5TnZssyaBQrVtRgNY7C29sCdCuFNGQ+G7QTfQhBpSiQXuknNq47xebNJ1CRNNXLcsNPJpPJZDKZG8EKoe3CuMBsxuS0mJRoIkQDAp2xTj1BzEgiHYW8x0gJlDjUprzvQGQgARM90+pgvoa5OeHIu7fN7H\/p60effvaPT738yncXjr\/fWxehV4XQpSsd4yT6MHLghxhFGPP3ZDKZVYPoyqHtOrYcVwxaz7k020aBAVRbdu+8MLn1jmMK6iioNVAaR2NbVLhycPg1A4YuWy5\/\/Zq4mQp6OzhiRJQQBGeERz7\/fNy26f3q3KXpgmiFlGteBtNYaxRtRvTUJf3DhxhlPn2MGctZZn8XQCNRorHiSzfcdMft77Bu3RyCalQR8+\/GbGTFPZPJZDKZTwBlPNd8cSnLV8Ik5Xz0ePE9MaMQ1CXh31Yivq6kKBxokvpsXWs0Ste65LCZ84a3j2+ef+mlew89v\/8Pjr3w0v80e+ToHWt9YFt3Sst+xUTHGKNIqAKeGsEi4hDR5A3LYkImsyoxjRbeRsKMaxDteLIsFF1F05CjAn0Th\/vu2vMmGzeej4hEiN7XlKaTdiGLBgDz4XSKq62zKj3oYk2BEIVawQTDPTtn1j549wvxyJl77MysizECgaI5Na8QZHEoN3ls\/SwjFqNR0Kprq0137jyOlQBG0MaD3qzHx2SxymQymUwmUYjfawAAIABJREFU8+tJUlhslmapcq5mcaXluerjj9uIdk3CqEojVJPCSqtCqaXGiVKGiLGCCQoLC3Bhfj1Pv\/bA+adf\/J1Xn332B7Pvv393pz9ghzf0qqgT1UCtenG4prJNQDHqpBRxjjrWyQv3SX5JmUzmE2G88lQ79lxR52E8BVuXKNsahVB3y4Ut9+57kU5nWKGqGEKr0cuiXnEN0dqfshz062N0sKOTVgUjytpOtfUrDz5z+qnX\/4Ofudy1arBEtU0JkjYXKDS\/iItkVWyV0\/58hvFcr+Y1MXFoCLF0w959dx8DFFWMsUrqf7r81x+vQZPJZDKZTOYTYMXJ92oxpqMVFh+PckhTcSEVRaxAkKhKxIjD4LVIJZ5gGOH87Nrhi6\/ddf7lN7934l+f\/Z+Hx05+fuHMaaYirCsL7VJgNIpQi0MwKA6jBptapFmjVfBSx4qOFJ\/QN5PJZD5p2lSaJdE3YzEx7XAzppy3Vdglignl5g0XuO\/u5yDG2FQ1s4WDOoI1bbD2MuXcjD7tGox7q86DDkCMoCFircVXfXU9p9u++sWffLDtX47XR05NTwQvBc4ovsnNV1ShbmIaVCSrYp9RFNQYJ0GI1YQbcv++9wi1Ip0mXK5Rzhd7A+QrIZPJZDKZG8AVAurVMjDHkjbHveSj8Hgd+7NgiNhU510dAakHcOZil0Pv3T3z4htPHv3Fi793\/tU3H\/MnPijWqLBFRJ1GbH8B8FJi6FFC8opJFMFaJ0NVhr6mXpZcl8lkVhdtHTIYa1XeGPxajC6p7i7j6dC1gcmdd7zHPfsO4b0IPQVwUkDwUJTjn5PqpMmoxeO1sqo86CMMEMWCNYTCKRhxd+1+T7Zt+lF\/undf98KCseBqjIlELKOKfCl8YXnZ0Mwqoq3aEK\/aukJEjDcm9CfKi+y84\/xoSm9D6PIcm8lkMpnMDWVcQL7qNNxGujdKeWCkh0v7dqu3j3YUowqKw+P8EAbDkndP7D75y+efOPqTZ34w86u3vmVPz0xM9Gs2GBe7qEhQIQYskeQ1j9qnT4HDEzVqAV4ZogypMHSYnOxRLww+ia8mk8ncAJYUh5MxvRBG6SvNGKNNDvnIODh0hOnbN73IVG\/e6wIGR2gag9dELZZ6z5vtY9uKotnzSGu53tz0X8tNV9C9D+oKK5X3al2HmlqclfDQn\/xvf\/e3P3\/uP26Y7Wys\/CWFgkBFSWqsVtULdKcmiT5r6KuZq\/QSRCVd\/LX36ibW1rfdf+cMVmsmJgQEP6jUdbvLN8vqeiaTyWQyNwDRlczqjHLLqxAx1oy85RGoiShGS6AAsaOmRBFiVNDkwRrUlneO7778wq++8ea\/\/eJ3Tr\/6xhPm9MzG7qBmMkLXSsAPxWsUo2AkqioEYhNfacRD8qAjhBTASle6qYVrf5ALDGcyq5jlAn+rpI8qtivUVKwr18qgGtBnSNdNMow+DpwMvvm9b79M8Lj1a1nQGitlUqSNGenerSvQth8pXE9p8lXpQVdrrQAEFTGYZPOwRrh9\/cEND9\/\/6uyZl56cxlhTOmJVEwkUUuCMo65rytwHe5UzXrd19HwUf+asC7XIYMO2208yYQdYUUDdsn6pmUwmk8lkbhDjYenjfYearMMAiDXUBCpfizFGrSmkwKT0NVIoe6xr1brCurLR4L3wxqFN\/VfffOKtn\/zid4fH3v\/u\/LH3bp+6OEcveC2jihAVosGKRBNTPpwCRKK28XWmORrTeO8XW7otlpfVnBiXyaxy2mEojmU8GwXbDExVNcTjsZRURpmP3jO9foYdd7zDZCciggYQZ1RgyTjRaJitL3HMg35NrE4PuhhUBVFVFQwuAMYYtm\/u733ysX967WevfL1TGduzTkzTvc6JoTSWgfeYrKB\/JhizRy2p82pNEYJhuOXevUcobYWzKavEmKXCQSaTyWQymRvHeCG4RklPynmUJpRULULHOTUItikDq0SqakgsndqCpK4v9OHYqY3xxde\/ePyp53\/ng18d\/O2ZQ+\/sK\/oDOtRMUmhXLBDxRKnxIFajRELTDimowWjqoAath99ckRpv9JqLPGUymU8Z4269uOxmFqAQg1FLxZAapTsxxWwYMi9huG7X1rPs3n6O0knUiMGqxSAgOpZpPtLVUz13WUHn+DCK9+rzoI8sHgpOLVbBRBRjlF5Ht331Cz97bfumUzOXLu+2w9pOiEPUU8caI0pHBMkR7p8BFq9do2iQpW9IWfY37dv1CiVxJAsYs7QB69Id5Xk3k8lkMpkbwVgieaDtxhKJRLEIJajVCL5WVMBYCmPA11AN4fgHmxdefOOr7\/\/0+SfOvPDak9XRkw8Wl+fZ6npqUla5lGJEBIJCieCkZEBIri1NoqABgjQVndSMNX9bbPuWhYNM5rNBmzqjsli9XQAbSfokUFBon0ANYrulzl2eo+rYeufn7nuDDdOXsUZVNZZiR97yAMt93qNEnLH2a6JLO7n9OlanBz2QFPSOGPAg6lIekjXKnTsObPjivc+cOPbunt78Qthk1rihBgYM0BCZ6HZRn+OTPos0xhsTQghrN64\/Y7duOeAxGjFSYNobRZdtklusZTKZTCZzoxgLbW+U81HgeIi1FCJqQ4S6maKjpvY90cO7b2+98PobX3vn35779rnn3\/iGOfrBvjVz3m2OShcTxQ8Z4k2FUimgqoZAF0vHOOrY+s4bluTEmyYfNb2WvOo6arm0Uq\/kTCazOmiV80AyyrUe9CZRuikoXuHoYDAokaEGZsMwFJvWD7c9cN9zODPEEI1aOm30TwwioxgckqYBIx\/6WEu3T1zPuKkKels0BG1ONCUtKSgeFbd2or\/nm1\/561PPvPT78fC7HRfRAciQiCFSqOAJrFz\/O7NKGZvu0Rijv2PH9qNMT54fNoUaAoprY+kymUwmk8ncPAQJqcybaPKcY1E6xqiDRfdWHaHycOjI5oVDh7\/5zjNP\/dbFw4e\/cf7g8X32\/CxbQqnrpdSCtJchampCqq5sjZoYUVU8ERNUHAbRVtU2zccs85rTVHTWxVdbAT7coK8nk8l8\/CiL3vNxFo1wgZhGDwGYqwYMCExvXj\/PPXv3o16HWtJp2nVL2ladc0s\/ZLzLRFPu4hrteqszxL0GXNsuLUByjlo8inOYzV\/74vPT+3a80zt85jeEwIAaI05LVdFhhYzlF2U+EzShIEZRE6211e69ew7RKYYVKbTN6lWV83wpZDKZTCZzI5DUGVhTjaXW6TKahwuAEMEHOHdRePfUbZffOvL1wy\/+6vtnX371G\/a1t\/ZODyrZYwo65aRKVPrDvlxO+WvS6XSQiBYiYoyBaAgVUqEogQJwappUeEOqAW+asNfG8bVEMV9U33N2ZCazumlbpsFS4b9pgKYFDoiSUl2UKoYo3VLXb91yhB3bjmOteISONm7iCNamQPcY41hiTPOvMVeUtf6QrL4QdyEN4KZtVhcW+8sFVDwOt3PrhWLX1n\/13YkHFgbz1AS6ZRejnrlqjh6To1Tka11+VMbDpNpkhBu5XO0YaLPMqSVN71bBRsQbqK1QdYrI1q1vYosIVi0gURURyep45lZm\/PKX5S80L151nXETsIyNjG230GUm4iU9FsYwXLMlOZPJfBL8uvlQlq7S3vGygpp65W7M+C5W2q8AalNkowqKpQlhH4ZUlf3YyTsvPv38b77z9AuPf\/Dm21\/tnz5\/V3H2Anf7QnvBaxVqCbWXIZEhQY0rpNfraV0FQgioKlaMiAihUbJjc2zjcphplHODLBas4d+X925F+etm81Hl50xmpEM0A9pi\/SolglhKPD7p1lgsVrqTa9VtueN5NqzvU7hkx2uKXWqMiE2jRQgBY8eKkK9QhO4aWH0edKukgRygNFCg1G2kf4c+kTUd4z\/\/g9\/+8f4f7v+PM+8trO3gjKmCzHdqQrekqlNBgNjcuNeyhI+uqBvSvm7GcrWTDDQRxLHQE4iBclADqoNo5HKheqnrFvjSw8fiMKibcBQ4rYdDXLczHnKSydxyRGDB13RcQamkCKQ6pgpJhRAFqUUVkSSMB3CRpfeMHSUacaX6nRjP9VLM+HxIAbmPRiZzs2kEzCXPYem9LuP3cVLOC\/xISR95oZdsuKiBGxBUVFVHClJqDhxVYkDqCutcyi\/3AebmC94+dteFF1767jv\/9sx3L7zx9gNy9sLt0wu13R4NE6YTaj+QBYzRNl8cq10pIKJhviKVeXOLjY00NflpQ9bbcxkfuVp310oy0vi6SWi\/deWvTwP5+89cLynWOo1kqlAFgy8iQRRCSrMZdoSLwxk6sgbjSkyfqL3u3O7f\/PbLTEwExGin3Zlpik83Y01RFFc4KmDptXcN6sd1e9Cva8OPh5gGc1G8gIjBjrlkIkYroq69e9+r6x64e\/\/CmfPfKqphnCo68v7gnJ2YWov6tG6bg3Cty4\/jzJdnPN2o5WrHACUFFcqQqCJepgCLwVpLLItotmy6xPSaWVNOYLEYwIlhVEkxK+iZWxQD9FyRnnhSKKk1bXyXqNDUOFZVDIUlja2NlB76feyaHjR9hJcL87Ao0C6X97PnPJP5FHBFiMyyx2NRNJGINj7mOFbfPO1nUTAdDwGv6iHWFjjjJIIigkhyZBqU4IfaCskGA\/0As5eFX7324LlX3\/ztY\/tf+mb\/+ImHF46f3FTMzjHl0YkQtSASEVGsCTI6khRP9yFN72lku\/Y88uUi360qf31ayN9\/5npJerUSGoVAxuSYSGQQK4wtqaJHoqVTrq3L3tqZqX13vol1HhlzMKw04qzw2nXKPdftQb95wSJtaDtjrvxG8mtkSbUQuf228w9+9xt\/94+\/fO4763yvCnVdWgxOs+9mtSMYVD3qU4h7sqSLGmNErBnctnPbOdasWaDTSx1QNWLLAkBjCBiXr4HMrYkoOAW8Jo+VFVJHosgQpWruJyF50Gsivg44FWzhsFO9RgNvMrYAxFyhlLdYxhTzlTx0mUzmxqGksmyQEi5JNX1aL\/m4V9mSohXbZStvqdqmEZoBjePKjxjAFT0Fw8Kgr2oNRVGINkWSgu8z6Uwaf6oIJ8+WHHj7wQ\/2v\/bbJ\/a\/8r3ZQ8fuXXj\/5Ho77FMQ6EmhrlPSL4LMhgq8lwljsfFq5sFMJpP59USSfyJKxEaDEEf+hRAC3bIr\/cEQrxFfmuH6XVsPsffO97mxSbKr0YPesHgEogYN7eQAiEbBEu23vvpv\/k\/XnfDVxS2zC5dkU28jg6pObqLMqiQpAZJs6SEmr7lNXfZ8DN7HYnDb7l2nmej0UaLFaAwR25iVVHMiUuYWp+1T6UwaME2k0ppaPWKEWHvEGLG2xGGQjiXGqD56rBhEzJj3zIzCYJfnqrbO91EobRsqn13pmczNQdr0lDZgXVFk1Id83Ia2+LgRXjXVmxDsmPRnR62KWjd2PazodDpMdDsAxKpWjR7b6QAOZvtw6szkwuuHv330hZe\/dXr\/648uHH737uLs7PqJgWeruGiZEBEVLFILVIJ648RYq1ov8YfmkSSTyXxoWnHECwSTMvbMKAXCQGzbKgq1GJ3RSr70pYd+Qa9cAKPIFePPJ6VUrEIPOiwOyUkS1Ip0QB1QSYKgol7Yvvn9nd\/40nNn\/uxvf38DlrVukmH\/vFpxeVBfxfgm8M6qYMWoN1FCUKoQgif2N+\/d+TalHaJJSRiiI6uSpCqtN9\/AlMncLHwNRZHC1E0kELASZUqMQRHEpvqkl2YVZ2FyQtUg3hgdUtOlg23unnFbZ\/uwaJ+3M+HyXNdMJnPzkPGKELFJAlsq2AmLtjTT3tlCMsw1TcuxiDeol+SNaqfV2kR8tcCkWFCD8QbqEk6cNZw9v35h\/4u\/efr1g7\/35ouvfO3C8fe29vqhswEXp4ylVxovw8pYVKIGah\/wPqo1hp41as14i7RMJpO5ViIBQ93YGQuFEkiB7xFnjFTDIU5K+kbiXKGzmx778lPUdcAUy3f2SUo2q9ODnmy\/i1p6W9pjcd4xQlFEwmD+od\/7rb\/8m7\/5x9\/dPNcxg4WBGFTaqo6Z1YeSwlLQFJlrEYKgfVRFRE1ZDtbeuetFCqnxXqUoIPkN1ApthcWsLmRuXayAiaiJVLGmEMQQhYW65PzMZmxXETlPt+hTFFBXRLzGokvEUbNY+XTcGW6X31XLpf1MJnPzGbsvbVPAcalAt6TI21gUjBk3tgmgutjLHFAtiPSKAhsU+rUwqJRLfcPbx\/acffbF75381StPzh08\/MX63NmtXJpzm1SZKjqxQzQmBq19tEolBU6l+YwSkCjYiARCKmiZyWQy10GrQ3hjMZocCq1xMpAMkh5Pz\/a0sobO9i0nuf+ut\/FDQabaXdyoQ71mbroHfTQ8N7PHSP5rJw8xihNwRB6+\/xe7vv7ll+Z+tv8rDILv4BykthuZ1UkbJGFTxRgdRpUaNb1Ot+6uW3eaXTveorCeWgVFrE0labz3OGcgNem7Ui7JZD7jqEBdKAgEIgFPRwwMQhFfeG3H4X97+nfmj526Y\/eunW9tePQLP+ULnzvO2sIXHaUfL+NNT1sfuV32lz6AKxVzWRo+Owp9z2QyN5ZIsq6pSYqupKrqVsarmxvaChPSbpPqTqT5MmW4aOvksIBDsXhcUJi9bKgRzl3q8upbd575xfO\/995Lrz\/ZP\/XBvRPzg03luVN2A0JhJ1S6lst+aC4PZ6kBawo6pcU4S6EOV3nKoJRNobohNbVafB5AMpnMNdL6cKMsOhlSZfc2CigNeQ4HYnVIDFsfvP9l1k1cYrLHTcpBvyY95aZ70NvQLG1yH9vicJAexBjxGii7HejVZ\/d9++t\/8cOfPvPlu6SMHXVxiM9FHVcz1iC+MeBHlaCRaKyabjeWa9e8x6YN57DG4NMlYVJHBXwMOEZdEMeXmcwtQQSpU6iR1kQpjEJQw6X57smn9j\/41P\/z53+ww\/S2fBCeqqf++aff\/9z3vvHP67\/\/5E+4b+fRtV03iCh+VEhuWTr5WBXo8YrubfGpcQU9k8ncBNr8yXEFN6Y6EnalSBdFGqFU2ptdJeUSpgyZqEWMEBS8hzrA4ZM7Fl5+5YlDP3v68bOvH3zYnL20rzvwa918X0K9oDvt2ujDvOmHGcK8o7RO17gu3iBSFDocDgkhQFAkeLHNSJMKV2bNPJPJXD\/Jg77Y0WHMjwAYJCqCxRt03iD33Hvnfmyo6XVvtL5wXXrKTfegtzaFunlatq9BqkwqRgUHBCisX\/v4oz+duu\/O0\/rayTsGc5ck9cCLqTdmEy6lqsSYSqYYyfr7p5UIVH5IpygxMciCr+hM9OhXQy4OB\/0de3cfZnpNH2uUXtEakhSgU3ak6WafPeiZWxW1WAJKxNPBCv0FwRbrz7164JGtFfesmZkpCpFyoX909\/NnP\/hi8eJLv7P7G4\/8697v\/ObfmDv3HivtIGDL1J5NADHU0YO1qAiB2Ejz4+VCUvBYgaDor73rJIewZjLXza8rhKoCvkih6lYbpbytG+cV6hrKcrH9Aqg3ydsUQD2eLkpJTNsMA9RROH2hx0uv\/sbMK6\/\/4LWf\/OJJvTizz1+4OFUMht0uQiGiUaqoBLkQ5kwSIp0AKsFTps7lSqV0EPBBkk3AEoF5QuregiXmKTuTyXwMjCkIqk3yjMczMTnN+\/OzIdy2bmbXow+\/yro1PvT7YtdO3sg2zavUg94cclsUeCx5IE1AGlAChRjodgxb1p\/Y+8SjPz703J\/\/p7tkUoNebhKolmaii0hW1z59LG+ngsGMDCoG0ToEUWvj0EnctHf3YawEjCgRRcZ7YEbam5CbfQ1nMjeBUacLFMXiiKBY5uZDdfbCvon5YXdd1MIRkFlvhsPB5kuD\/uNvX5h5aPDmsd+d2rPnz3f+0f\/6Q9ZOnaTjUqXGwlI4NBC4VC9QFFMMGRCCp2McE9KlxNJWf8g3XSZzcwgIQ5KcZKXRw71SIinzq1MKlVdwECNBPbUBU5QK0AXKakGICoMoHD62ae65V771\/nO\/+sHFN976QnXig21rqjDFQp9QLURDDCJi1CGqHo+XfmExilpFRMFGI5aI09TuiCYvvhXrQhOOqpA8\/bF16mcymcy10XadsKoYlXackTbKz+Cog6cqCz+xdcsHbN1yFitqe53xQedG6A+r1IO+3ILRFvU0TTilgKgQg2KMUdatWfjcbz35Dy\/96V\/9QU1nXZydj44gsqzaiIggIrkV16eLK+xV1hpCCKgGBNHoVU3pYlW6wYbP338cS9CmXTqMur+MUiJyl6fMrYoouGhxqpTOCb6fklAvzGw6f+b0\/RO+7liQDoYJ1A6HtQ5P9svBucu9Dw6euO3M9Mv3XXzp0Pfu+9Y3\/qb8+mP\/zB3rz1IQmLTY0jBRdKgIFFhK6xBqYtWnVAtSjnJec5HOTObGE4EBSpWapUkXtNsRPOAiaB1QrTFuscJ7TxStFgCsVJXj3ZMd3jy8\/ej+V7737suv\/c7FN4\/cF05f2Dg9CMW0uGjVa0GMjShso4PaKh6RaK0ObGrX5mL6zFQErun4yKLkG5pjVgxBwJvmfV2hIGUmk8l8SIxCEdKyGWda+58IwkKMDEpb7fj83a+xfetFVKF0tJUruTE68Gr0oJvG1rF4IO2RtLmOBTZ5iDS0qtmQ++5+buejD79w8aWD3+1ZogvYVhEfD6nMCvqnjis86CJC1NSb1VqLBC8RQpzsDLj7zhnESMCMlHHX\/JxRQEevZjK3KEEhRMQJ+AAYx8mT98xduHjblKhrwtHV2YI1phAbrVAJE8MBOhvWHT72j98\/\/drBr+34+S9f3\/2lB\/7rxFce+lfu33ecCee7paHuz+F6PUrTxeLS5wQDIaa\/rs0WskzmJmCBSYTJNAkqNNHtwNB4xNQ6scaBr4jnL2BcIZQ9lTpYPXBw96nXDzx5\/un9T5w\/cOiB00eO7rIDP7mx6Jgp16Us6ljUQSwiDmvEWhDRSoLEGLUQQcRR66LApRgJSSrG6FJptJXnRseexbJMJvORSCOK0UjHG1Q09UOH1LY51TfTKMhcid398ANP42wfK3oTHHyrz4PeVuEzmKR4tSO6WbS4uqaBCM6ARlWtkW7nzBd+8L2\/\/tFrB75zh7MiIRWKW0lJz3yquOKHiTESiThrwQhFMEIgTN22eZZN62YQI2CkBnUkKz0wukZykarMLY3K2J9VNLoLR49\/PgyrbmlEIFITGSpaqYpR0VJFp1Gjvnb3T6zlvXeObn7z2NHfPP7iCw\/f8cz9r+340oM\/2vjIQ3\/FXbuPrtm4IVAZCEPFB7AFlF1SXlIF9G72N5DJ3Coscaa4oLg+4ESxqJrIxWqOygQmOj3KAi7PnzNrOpPGTHYLTpxfw1P\/8tDhp577gzOvv\/W4npvZM\/\/e+6ULtdsqBWumprQQq4NhX+q6FjVWDIYaFYOoxoD6iJAqsRfGUMp4BE0ylnsDXs3YK+moheQxL0NzIllMy2QyHwHTjCuOVHZjoYno64SUcgOR4Exgbefcugfv24\/EgHOEkKL\/biDX5Qi\/6TnorSJum7r4uMUcJQEIqiipTpwYxJagVVzz+Fd+3tu99Y1w+dL9pjaqqqKq2WO+2ohN7UVrJKiKw4YYo996157zdDtDMCFCbK+TDoCmSPdk4ImNpSyTuQURUGsQEcE5GAw6xw4e2juhttvVNgIpSo0XjyBicFjpNFWU64XLbBaJ661lcOb89LEf\/uRrb\/3smS\/ueuTB\/+Werz769+sfe\/TH7N5+kE2bLuKKCAq+Audgsnuzzz6TuRUYD4+EVl5TkoQ6HCp4pFeyIRVPheBh0DfdSjYs\/PynD7z2Dz\/51pn9rz5m3j93X3d2fn1vri5drNnpJsF1gqqKn+vLglbiidqVLr3ehPb7fUFFk2yVCr05RCwOo0Id68VKyjSpZzK21MUTsLrYj92SSrwGsqKeyWSuH0tTXJzUxKI2iItpvIlo9EbYuGfXu+zafoK6UpiQCJikWd4orksxvake9DYcy8Kipl7AkMUCSMlr41SbYVyMBbGRbVvOPPTk4z8+fPCte0XEadLMVVGj2vQTUc3e9E85TaV9Nc7KYKHPlHQD6gd33nvfYZwM2xvIL26QNhqVh8hkbk1UwJdQqxBDxZRYYb6\/5r233t66VixFPaRECURURH1hxJoC9YXGoRFDEE9f0Uo6g8KsKSbYbHo6e7Hqzf\/L\/gd++YtX9urm\/+8P7n7isRfv+e3v\/hUP3fMUWzfP0CsIVtRDtORw1UzmY2apIr6Ijr+mNsJEaiPEMBpiMPRDh1Pnerx+cG\/\/8JHffua\/\/e239fzM3cxcWrvZh3IiqDF1rSI+Yi2V1gQxVjTJqhNuEmet+KrWhflZetJTUZB0SM0\/gmAR9U1ddkW1ab+obW9iWRLd1nrPsyk9k8l8nLQedAWCoN4grdHP4GLQ6Pc9+LlfsWbyMt0SjVGthRDA3jgv+ur0oC8fsNsDaS2tOAcgVe1xhcNGhdIpzs7sePLxv97\/n\/\/sj9ZUfmtZeTUhNmnsikcRoziVkQAZMUTThNU3v2Db5iOVUcnLG7lMP3TqDyNKjER1YtSL8b29239F1wyx6QeyzV8ruliMRiIGkxX1zC1JW6lURfCxVsQUzA+m5987tWlbtAKBgKEGTBCxXlEbGYShzOCxeCxWpt0UFsHXldb0ZZqStVLGvred\/oWFfW\/9\/T\/v2\/\/TX3x\/6r7dr9\/\/3Sf+\/q5vP\/Evdte2I1biJToTqR+z0Aza6XZUMY1J1S6532UllWP5HXzVO3p8BGm3NyslznDliHNlhRZpt7\/KZy8\/1MiV5CKVN4BrlU6W+5t\/3X51pV+Vpsf4shonK+1PSXV0muuwTdtr31q+qVn2fNl6SwoJSXOHC2hznDpySadjNwz7IFbpV2t46517T\/\/8uSfe\/sUz35w58M7n7flLt202zslCX6wfUoAKQQO1AkZsR4MK1hUqolT1UNRHlVhiFDGjXuWxOaikmCtKRY1Sp4rxy85jscMpAAAgAElEQVTTNMc37hmXkQwWmzvSjIUB3NrcbDnsI8lvN\/H88+ev\/uiTsYzV6\/geDNFEJJpRPSqrQQypTI6PgqiNC9iw8Z67X2KirLAFIaSmkCHe0DD31edBN0CBSRdbkV4TmjDm5jHGgCql66QfwVogQlVH7t174N4ffO9H7\/7Nj\/5k3QcLfiNlIaKEQjlZnWdNOYkMI46k3Hmgj8EbQdRgmhwFQYnNhJKXN3IZqRjixBCGQbo4qaMyKIuL3LfrTda66FFVgnRTayfFkPLZgqEUkUYxyLN85pbDkARfJVIUJQyH8Mv9d2ytzYZweQ7BMQdASQ+hrGEYlSgQREld1A3eq\/gULysGpwEI6q14bztS64Y6xt7C3PTCuQ++8trzv\/r6qT\/7y5MPPPKFn6z70kN\/y3e+\/hzreudwzoMqnTJSlogYhiFibAfFEDVF45bapi6RZh7LonIPYypKxMcwioASBTGK6BIn4lWIo6WOPV+u3ifl2ly5uzFFq31rZAwZe25hNLdkPmY+zIj+69ZZ4Tdd\/rIQk5R2lXUxcfH5MkF4pP\/H5kppJOYI1I2DIKLYRrARFtuRm6b5QZOqpW0smDZquAhqQA0xJVJqTGtpUHxtCWoQCoZxgude28YLr37n4NPPPnn0wMHP1zNzm3pBy7VRxFV1tFh1URHKKEQrOCwpDD5Gk9rX1il8sWMKRCFoaI7XUWm97MsZfy74JXfY2PezzBI3rkhEbbfQJa\/fikQ+DXLY9S3hoyuqH+X8b\/XP\/yzcO+05XM\/5ewOhKIgh0vURwdMNIEaIrmBgLaYuYm\/rtg+mv\/Gbb1QqVWk70TVzfmkZG8g\/cVrJ5pq4qR70dtIClkg5dtlK2nyNBgsGjQihRIqOm9\/+lS\/81eGf\/fKP6ot1d74e6Ho3IeerM6yfWk+MHoNv5lczKkwyurDHzrp9LS9v3FIFxKAxBkw00WBFKGT9HbddZOP0mTkiDowFdaqIJk1chCYlQhSXHViZWxMh9RGxMSISlejL6uSpPd2FatJpRIyjFlVRpBMNjkiIgrcBbyMawcTkJwNapbQRrRUD6od96Ymxk4WLMQr9hctxePH17W+8\/vYfxx\/++Pfrv9j12p1PfPUnu5785tPcuectKn8KmR8yNaHdbod+NY83DmNKrDQV3yNXKj0xEoIHY7CFI2AQ0whCEptSoek4RUxSWljJe37ld9Rim9nYLp+Vr7KP5co8y54bPrqAlrlG2p+unbuXSy9yleVKCOkH1KtcD+PLsbfTfWJICjQsj+IwJDUYYKFawDlHx5RiQS2gEQ2VlxAU2ymIQGj2KqIYUTVoMiDEICwsGBYG6caIuoYjR\/e89fOnvvbuL5\/\/Fi8demDi4tzGwUJ\/ooeywZSURaHWxxCDUjQhIib9P6rQExshVa78lgTaefrfFwvDv7vGlXzYfX\/WGTdqfBrksetZfpSf8eM4\/1v+8z8jXO\/5BxUQaVKlI1bBBlJ8oFjUWF2\/Z88xJidPx4mpmMpd3pBTWs51ferN74P+4RkdpzEmFYMrXFjzhYffuuOeu\/afPXzmibV0qH1EUS2Nk0FdjTYMLPZVB7BxRcN45gZjjJFQewVMRMRbGW7bt+dtNqy\/HBvxvFk1\/f6tQLZcMMtkbkFa\/5UlQsS+d\/TYvVU9MCXSeJ8Xb5JI44keu6vGw+VWCPYVMwpFxRRFUTrn6NQ1MUbVi\/2p8uWjXzv47MGHXv3Tv\/iTrQ\/d\/+Y933n8v0999ZGfc+eO40xPzfcK43E2KF4jStSUIGZEwIAfVLiiAGewrsSTfHRVDFR+SLecGDv+NBlbGiV9jPFnSf43i++0ru82FHlcubdxZf2u2X5kLF7JcS\/kSeRGs0xpXqnI2PjTpVdJXPJeAIJdDI9cug\/TbL\/89USSKZIRKT3XUbpDkRRfQaHrJtKNNfTEGBExSOnAObUOMBFrYuNnb+M2IgyGhvmFkihd5voTvPP+zou\/fPbbb\/zLU996\/7WD99m54fpp5zoueqLiJzvdIIpYRaMP1gS17bGOncHVAvozmUxm1WGijsyOESGIElDER4IJOiiovvDwAz+n07vYscXiVCEQQ8DcwCT06+Gm56BfBwKotVYobGTzulMPPPG1\/\/K3\/\/TU47YzJbMzF9joNjI7OwcSETVNsBmEVLsPQZuKonm6utlIE8Mq1lCFoJ7A7j07j2CLuvl9rviRVBpBKd1tq+nazWQ+VqJGjEjSouf6\/tR7794VfXAs6t4jf9VyPVJlUSVo14HFsDtRmOh2qbzH+8DQe0REjYgYa8WKYeHyxbiBoowLfuOl51954kf7X3qcLRvO7P3KI0\/vffSRf1v\/1Ud+xbqpo7Ju3Tk70Q2IpnwiY8AUUArBjXJUJDb+TGcsFG2VeDNydgpNVPxKWvXoxBqlXNrw9Tb+eExpbz4tEEdewPF8citx6ZeyZP\/jn+1WWCHzsTJulB0j2UziFavCyrneS3635hIcYvDN9TW+nW2etR87rqaPG7Taa0cQfFRMVLGRdBUrYE1S1Qs3tg9Fg0frAcYJqE+ecsRQ147Zyx3OXVzL+Uu\/sf8f\/ukrZ944+Njplw983py7tHFHZ7p4qLeGbm+Sfn+equM0CIYQJQSv3nvjEHWmoHSF+Kpa6eyzSSmTyaxqDGCCkiLVU8ZQMCoRBVWCisTpyTj5+XufoiwGokaDj1iXjPNBI+YG91q7VlaTB32cNME4C6WtOo898rON9975wtnD7z86hfG9oucu+hkmtEOawg1BUs5CK3gaTZNwbvNxc9EAzpVItHFAFYcm1pM77ngXQ21GCaqL1+iNSxnJZD7dKODVS8dIxKtw9sK6ubMXdkxENSKIjxFpskLGB3mjiyGuUWhqcazoQWduMIdgscYiIsQYRTWiqAxRurdtlItzMyYMLsXJ0JM91kn1ztmtM4f+7g+f\/S8\/\/h\/W7tx6ecsD97545+OP\/oV85aGXuXPbWdZ157FSY0LwphsjkUBgWNdKiJRlSceUFCkcTYyiRpu+pq3Duz2hca26VeQMV6ojVwTx0hTQi4z70FslatT+s1nXSFxh3PkkSgbdYoyHqo+zLKRcZCVBJUWOXPG7LFPE05+54j1RQ8cuTakbGWia5RIL19LtxQqqQmvKwTbFg5PJuSnqFgOoTzJGYcE0kXwOKTsOFhYKLs9PcunyBCdPT18++M697+x\/+cnDz778pXOHj969pZyYXmccD0hB0VsftT+Mc8NTDDEYCjO3MBQwYrEUYnHicAgaI3U11PHq6+OnmGWeTCazmhEFhyDoKD3PN7FMTg0Yobf7jgPcuf0wNoXKqQ9QmDQGG\/nU6xOrxoPe9jcXGQVopqTknlN2b33\/we988\/\/9ycH\/\/KWpTi9c6i\/YNUyIE0vQmkBMBQWaOTop57GR4\/S68qgyHw8xRrrdrvgBUiMxrp0U9u58DzGh6ZaQhJ6V4hg\/9VdtJvPJElVBRfA4jp\/cVl9e2CCaOlSmkc1KUsgXc6ZVx6rAAkG4al5WIFBicW1akbE453DOUTvl9OxFPJ6utVKEWsoq6CQat1BiTKc7c+xU99SJ099\/6xe\/\/K1q89oTk3fv+OXORx965t7Hv3yAz33uWNfPnmHNdEXZq9dIIThJTlGNQh0Va7QJU0+9M+Hq+cXjqS9jSrnKylECaRcpl3icdsKHSGiU8LBkq4QBLPZTPcGvZpbr2SsZkNo5fPE3kLG5YcxwIrBSxX+rVy3yt3gl6Wi59B0ao5GJCKIYQYyku00lHXFUUINoBF8LPlo3WCj08twUs7PrLzzz3Na5I8cePfr6m4+eOvT2vfXZme2TXiZvd11z7\/TtDC7MUMS+WtACgxURYyaIEvGIbiqmUx5mTJ+lqk3hBiUSxS6eXb5MM5nMZwqji3pcTWyiAm2SesqCrQ\/e9xyb1lzGGSGCJI9FKjVrP\/2G9VXhQRdJPc3H+5qrqgga6RaGOgw3ffNrT2\/8p58dmTv03j6lZrObIPiBAhIa5bw90XZSFq6vyEnm40OjYE2h\/TiUYFyY2Lb5LPt2nSaGaEb1\/NuVGRMz2go3We7I3Lqk8TAqVZDzh49+jsFwUoJX1eQ8M7pErRg9UBrv+b+z\/3WdaUSEuq7phz6BQBEKzNAQCUwQ6XQnKLuFxNrjNdg6qixQE71HChdLC2v7lRm8+8Euf+KDXe89e\/APL\/zZD2fC+ulXH\/qD3\/\/Hye3bXzY7dr7HbRtnWLtmgV5RY6QChcIpVlJlN2NVjZEgMsqlLVvFqU130UXvYFt5fbly3j42QGeFb0CJzbam6fFhRvsZ34dtQqM\/3UFyq5Px7\/mKCuFjj1NN8fE2HmZsWkgK+dWucQuIp51Xrgykl+a\/xeeLV1vzkTYM0\/6NIRAZokQ8aEDqmk4dnRnqBPPDCc7NTnH89JbZ19984OhrB5+4fOTY5y4dPrRlIvhNFpFdKpjoMN5H\/GUGXNKedBTUKCoRwViLV2XoB9qnZsJPNeaJ2Fy14HCUphDnHINquOK5twa57EnPZDKrkdaDrkRCk8gcVcAKhiLEspzf8cgDzzFZzmMdKGpMmg38aNT8dM\/fq8aD3qKjOqRoQBABY1H27T6697Ev\/vX+Nw7\/X1NFDx+RQFjSHkcFTEx56cvzyjI3nvQ7CMY4AgtoORHclo1n2XZbf7GRBTS\/1Og6bUMeV89Vm8l8EkTUKISo9H2nf\/LMF+yg6hofxKCIWECFpvtBWzzd6GKxzJZWUF\/uSV8YLuDEYcUwIT2sTR70VmGfpMR5Q6hqqjjE4KRX9giqDOshsa7FeUtpTJxUEY1RdX7O2vP9DXXn4pM\/evH\/\/tbk9m3nt+3ZdeSOPbtfv+3OXS\/I3XvfZuf202yc\/oDpNRcpJVCgYBEx6sTim\/PxWJXktlyiOK3E8jhfC02Ok1lUzQRETMpBl7YYWFJ\/2h7Qi973rN3cLNLwv1jCLS6bzccvgsDKU0UESjMWMLEYd9FGa2jzuPGhj0wFurjnkLzjAVwM4rx3DAYd5odrGFTrhu8c3zT7zrv3nHrlwMNnDxy+b3j8zF1yae62ziCUndpzh3rK5uMEVFEsKoZSjYE6BhGstk3JKl+rgjhKpk2XfqwoKaXjegDUvqamph89Ugmu7V+byWQynzFsU0kskJTuKAJi8YWrh91irrdv92FKG1JLGBBnmvlAV8XsvSo86JAqt1\/xmrXUCDHMSfe2dbN7vvn4P7z03\/\/pfxzO9PfWgxAEYwOp769KJEprkYhXVGfN3HCSB0KszF1eUEsZa0t\/0927j6DVAmWPVDLAJtGlEbxl3A+4Gu6wTOYTIoWtG1i4DLjJ028e3l3UXggh1XVI6sVItUgh2YuK+oehwDVqSsr1jd5TeQ9AlzJVTvXpOCboJa9kFegAExSpbZtCCNiAiDcmRTRBNN6zR4tgTp3f1D9zftOrz7zw5WEh\/6m7ZeP5zXftfWd61\/bndz\/25Z9y2\/r32LblLJs3zDLZWaBw3jnxWEM0TisMqWZ98p2mkDdBNeLENXnEcmUqc1z2txg632TmK+IEJ+1eF5U3VdUYI6oRT8QYk45A8qB0LYx04xWkkBS5nZTi8e+1taUYTR5wMWbc2i6AhpgKDjqXrv06QIwKVmgjGxVYMIqF9trRlO6gatFF53KIaPDpCjJN0roC6g39WaGqJpivprk4N827p7f0Dxz+3JlXDz02f\/zE59579eCWCR83lCG66ZjaAEmKbwmSsseNNiYAaa4yaS5GjVFdylZpP3LROwEQYYKuAAS\/2J+8SNasJeRyuJlM5rOEATw1HSm1JlIUXRnGWl3p5IP5hXj\/Y998k93bP6B0OjLcG\/AaxhWJTzWrzoPe0AidJmV79SYguJrd2w7c98RX\/+Gd\/\/aP\/2dHFYdXK1ZUFoshtQXiMp8OtCnJHq0NoXChu33LO0yUQ4yoNo2VDIxJcstYHfdZJvOJkBI9xHLm3Lpwbnab8yodY4jRp0FSjbTVqNuiZh+HabJNBi\/a3uSYMcNnHE0qBpo4JiMQk9qrKe\/dKtrVgKtVg0mPF3ykOnl64\/nZ2Y1n33rryy\/86Md\/0tu6+b3Nd+45sOWu3W9s3Lnj4Jptt7\/L5s1nWb\/motmw7lK3cDXiAqbx\/6fwZkEV3MhULsSYUqPEgjGKCLHyGDFgLdhls3Zb5n5x5Gn3paKCNXZpkbrMx4poU81\/GXY8P9w0zpDQuKEb7d02f3GYnncciJM2UkRDgEGoKEpHukJTMgOKOqG1DoyMNxKTvYaqKpmbn2R2di2XL2+4dOjA9OX3Tuw9ceDwl84dOvY5f+Lsns7l\/qY1fe1M1pG9UXFtG8T0SdpEZJhaTBzaUhVRq4hVVRcFMCKI2sWLSxQ0Noa2xmMkyeC26AnSZcuWrJxnMpnPGsnpoGOGXIMzVgfeS1jTs5O7t71It5jX0sV2Zm\/GRhGiyipw064aD\/oKjMKdi7KnhCBsv\/3C\/d998icH\/vWp\/2NuMDO1ng5BGvGwUcxtbL1IcUxozdxMNIWlqPS68xvu2nWAyaJKDjBp29EuuUYjTXXl1XrlZjIfneYOiIqzliPvbumf\/GBj6YN0bUFdD9TIqH1UMlIq6pqsXFFShvWye+hqxeKWo6RxtBip5KYJ+G2Xi2H0cVmBrmYMNkKkorIVUUSMWGeYNBYbIv3zF+LgnJdNa6eLhZnZu0688fZdx5z8Xm\/NWjZvu+P9rTt3HJzYevuvNjz8+Vft+nWn2HzbB2xYd4GpqcuUboBzHieRwVyqnl0UiknDTApdjxIwhEmnimlVshTCror6IBoik91OsoK0OQJx2ZfQVslPuVdpP4sN6K\/Ma77ya7yVkbHUCl36Rlr4uk6RDyIqIk0cgzSFaZpE89Ys0zieGfu+jW1ea4rNiCiI4IAp50hZ7H5UZA0VCBEGHoa+4NJly9CvZW5+E+dnpuffP7HlxJFjd7939Mgj\/uSZB7vHTm\/ozffX+WFlp0MQhySbUIgao9ehceI1YjWObDtNep0CZuCgMoYyQCdEJBosUS0G1xi8UipHUs4roLKpI43VyIS\/uhB3taJ6S9YZq9mQyWQyq4kIREECUQ3gxEm\/rqNsXz+3+fN3P0O3WBBrRxFyQVIJT4esCs1vtXrQgTTZuDQ\/Sx1rU6zpKr9x94FtD933s4s\/efb768uCUPe1EUjFaMTp4gmPFxDK3CwEjSLBqLrJ3oXO7h1vUpgaMSQfF7BKr89M5pMl4vERY7oce\/9OnZlfW3jFOWFALYXtoqEtCBcbb\/pyGg\/4R7zD2rG0JqUS1SalFWlTtEu0Kc7ZGEhts5VHJBDRoDgVygJ6hWOtWKk0SFjwdspAhVAPA\/Xlc1w6dW775ZcPbq87xXdmi7+cm9yy+fTtO3cd37pn5+Hbdux4q9y59QRbbz\/HhrVn6RazrJ24xJrJPo4aY0BURQTnDIrDY1Sb7HJVsGJwRSGmSLm\/RliMP16s6K0I4kOkrZfRKJFtp5H2axn\/in6d4n4rjXEryRwryiGuKGSkgMMV3z+CjvI2FiMcFmPAVZXgwTeZ6GKSdVcaD3kYQlVZqmGXyvcY1OuYnVvPuQs9Ls5NXzp6fP3M+6f3vX\/o8EOnjxzdvXB+ZqsNun6q7JgNOHoXLtBDMViMKaAQMEJla2pv8MQYiNiY5rIi+QXEkkrYuSgoRtsrTQVCUyMnjIxfEQ94SYp5NIvBHeOFC68oirjsbh+\/x1et0JfJZDK0FnWTcs9REVUM6DB4s2bHbafl7r1v0+kEjPv\/2XuzH0mS9MDv933m7hGRd1ZVZt1Xn3P0HOy5OCSH55JcLUBK1EJPggABetCfowcJelhBgLDCQlpIApe72l1yRS54k0tyhjMccrpneqa7p4\/q7jqyKu8Idzf79GDuceRR3dVZ05mRab9ClGVcHu7mdn32XcPZNjrnydDV+aQraKdZg44AmQcctp2p5ZhxbvbOF3\/1F3739\/\/qO\/9oa3vQKUSDmtfR4jDuZNfDjffEMSEQF8O1iVigmj93\/jVWzt1DMcNUJYORd+jE7TJCkzHhZHewROInxUhuCdnG2+98vlP5IgvWuPCYZVkmlR9tQZpgMhYbpRWc4cN70WEbmW3k6KgxD3hpMmZIfK6N\/7qzqPErGPnCxyjqbqiYtmCEQUVjOi+ZU9vwu+LImCkKpOhQKZS+tiqYZf1SLlres7cePNt\/895z3\/vDv\/yV7xQZbmmuP3vxwoP8wuIPb3zuM68VF859f+7qpR93L55\/j6XFNRZmHzI\/t8Vsp8x73RDTompjIi2GedBgoOzu9NEsE6e5oYK3Zs9QnTgRNJOYUJUJP+l2rBoXkeSQcu\/7HzYtHSTkP05L\/1E47Hgfd4r8KOc4\/LvdBKFRcO87s3E3g6jpNkLAHFYWUXAVFyP6xs0fg1BDVcU3FCEzw4JgHrZ3MtbXOzzaWmCnXuH+oxXu3rv28M6dZx68+\/6L995++zP333pneefew8WwseVmcN05cXLVObqWobUnbO1YTeU7nZ5WFrQKFSH0scYV3BoX9izLxLVaasPaJaEHclM7VyIx\/jDiAS+BgYPdxi0vWqHY0C1PiJaAeQi4wFDDvlcwf5xwvu8GJBKJxDTilMoaK2kf011KUYSlF27\/Bdcu3EOdEZrVjbRjZHTHO3CWPmFMtQYdAykNuoJJTpWb5Qu9zd5Pv\/wnF5+9+e31b\/3915zToIZEDXozwcWv4k\/wjTkbCDFCbW2o1BdvXH2T+d7OACFDTETamP3jXemoi8dE4jQwGr3Kqnj\/jbde6gV1Dhjlt4h5QgOKtZHTaPKhN37gOnawJ+1QvrH7jt+LmnPEcBN+277RngeGUSWaLhxN4T2Kw41G5WGSM\/HGSmeJfl2xW5bWL3ekxkxxdPPcupoLm5uuNbXvECj7EAaDLlu7V6v37l7987\/45i\/Iwlw9c+Hc2tzq+fcWL66+tXRx5Y3lCytvu6W5hzPXL2+w0HvE\/OI687P36XS2KDpbFIUny6pejIIR2nPOXLzi6LMs0fd+ZJgwFL7btKCqExFPPko1HzQrfRJj3mEuzE9inv9hGxIT12D7x\/PoIjB+JiE0OvP2601AOHWIBDoW6EhrJtL4jHvv2O132O332Nqap99fZmu3a+vrs1trD7pr9+7OP7r3YImHG7fe+4vvvJRvDp7pb+9crgf9xcwbWQjMhMCiDywUc2hZYv0BSk2OUODIUakk07uDLTPNQp7n0unm0VYvGOa9eO+RgKgNo9KJl1Fq19xiIlEhZnuD0LwXA9t6bRaUEuImVxhZoagF2uNaK6S35mayf0NNZSSkt2ugZD2YSCSmlWjVpgyqAYo2ygALi0tL1ZWXXvhrFma2holmm81Oo1nztLuaerK16FOtQR9O3IYEwfoY+WwPLq786OWf+9l\/+59ef\/vLYWsTYkigYf7zdkFpokc27UwcCQsWgiGW53m4cfPmG3Tyqo4eq7joHXqQcA5xvZHc5xJnGTNMePjw4rtvvHFjxSxTxBzRQaSu6zZquQAWDklCdtCC\/bBhcbzDmYDXKFKMCw+O\/bbbAcVLoBLFa8BLk4+0EpwKuSqZSTQ+CxbDYxk8GDy0jEy6FDLreqAilfeUVaklWzGJlCidPKPrMoKHfl3RX1ujWgt2TXtSrT\/S+q1HFwb8aPWBy7\/wKM95t1Pguxnd66vb2fmF95dXVu4sXrzw\/bnVlXey1ZU7rK7eZ3HuLjMza8zNPGRhdpded0DmgmaCuiygGuq6MsThnBs3bd8rnO4VfuWQvw+s8gOO92Ha+HEep83+MB3Chx33o7D3tw56Pv76+Dkb0sQu8CZgSgzPH0PDhQDrj4Sdbcf2zgw7u0vs7J5na+tCvb6+yub25fde+9H1av3Rszt31y5s3Xtwfvfhw5nB5mav2t3JXL8urs5fEAaVVIM+ZV1iBDLEO5AczA8eqkPIEenkRdS9+Ird0GfXvJybWZHdAL5fUg62MbzEzaKcHhkGFrXjah4kCEMrkypAFWIAOWuqQAyyEMgCTeZzaIMfyFh1RV\/8AFZM9luZ1KTD4e4rrSY\/kUgkphIVBlTMuQ7NNrqdX7lw99JnP\/U9CtnFTAhRkBilRwVoYo6cXNkcmHYNOsQovSDBaupQQlYIHd3KvvHlP8n\/+E\/f3H7ltWc6NWQhXmyb07ZW8Bp3pcWOfpdaaXHayuPFgCA15gezGdm1i3dwRXBkqDmzIGJOGYWXiiaQOr5SSSSmmnbaOGQMeoyeMsOYsVr8\/fsvrL3\/\/rkLZhqDVDkEJ\/3ak2suAGJIFka\/4gW8KPtjZD+e8fGjfQ4BMcVZwDVGt9r4no9Mb8OkGbzEDdKs18VqT+mN0moyczis9Q6T5c4FrPbUvqL2JfhooNYhkwI1yYw6VPTLPkYwJaOQTGa0YyIOxUEIGhqnZfUCvkb6NeW6hbUP7s9Uud5+4PRZn2ffCJ2sdovzG73zy4\/c4tKdxauX3y3OLd2Zu7Jyb3bl\/FaxtDgo5mZ2ZW5uk17vYbaw8JDCPSTv7tApSjLngVoEBPNRdTm0XRjfIpmowXi1AUwlrjSa56jGEOIqzYpCaFcco6bw2Fv2EcoPH0tt4i8ZHSEcZF8fj2ljb9nE\/xY\/ZCbBoxZiBUSRXBuVsMPI2NzuUtUz7A7m2Okvhp2d5XK3P1\/2B5r1S\/pvvlX4tfXe+oMHKxtrD6\/vrD28vb22dnn3wdoFv7m1MCuu46pa86omrz1zIiwHaaw8HLb2gAxHD4fQwaIFh4MQBBGVwnvz6qnYqcqoqUFRyehIwfrOhig5hRTMSkGGIKFNnR7\/+dgXZG9F+2Zii2ZiNgzc2JoWjH849qrG20vaLL7aBGA8eC5\/nPJhr\/b8bK4\/Iq0O7ZMuxznu+vs4v39UxjeFj+P3j5ujXv9x95\/jPv9oNeSpqchkloAxcM7Pr6z8kKtX76CtyF4D+eTvmUaLqxMuoU+3Br3JQlJX3paLTExnKMtdiovL8Knrr139tW\/8\/laxYmgAACAASURBVLd+8OP\/\/hw5XWo8fevjJRQZNZ6yLOm5TpysPybjPpzthsw0lcfZyeOCxAvdPHxwLtvma59\/H6++Q04IDqfSpKTBnCBYNGEUAVMdTnQnZJ5PJJ6QybDgNjZZDBfo41GghGFjj5NcwPUHuv73\/\/DpTmYzW+U2y26G9fohRT5vA6uonJB5kZka6xDEARVC6eLivtV8j\/\/MQYxPY+PjRzaUMrS5orZfjr4x3IKwGDPEhXFNXz28OJU2ZVtzjQbbg91DzqJ57oMJheSCqY2EwdAIPZ66SeQY8WNXKaCLkuFDNKS2ug5+UDu\/2V+q7zxYroRndtVRZ4JkDtcpwsz8wmBucaE\/uzD\/iLneB3PP3njPz+Rvd2bnHswszK91lhYesTj\/kLm5NbrFOkW+Q6\/YZbZb0+sFiiyQaYhOcJlRi29stqPdsmj0fxdtJL1GUNc2EppKwJtvsk9mUSQcaxlN3TXXKY8dHa2tLVoxcUI0HA+5tmdbgRBiijPXbCvEYbkdjl0jbENVAxqvq3G2xnuoaqHuw+56xs62srPboT+Yo18t0S+XbWtnOewMLqy\/f+98vbVzYefhxoX+o41Lg43tS9vrG\/Ob6xu539xB7m8U3Tp0gELjroWbtSDzhkQf7arN4BKcqUlok\/G1LdRFBf3whEVaGxADCYaLn80ZRaIDb7HGemRxE8LMvNVy0HZbmzFGmy8LTewcYOjENfzOAWlLxvzM45vjC0udmMPHNrAnaBfE4YBOLmd0\/QHtIn90Lp9k2XKU+j9q\/R1l\/fo0OEr7OQ1Me\/85zvM3DWzXfeZn57DtipouD7sd+fIv\/8ofM7t0j6w3bChG3UxMcYMVU9CT34qmXoMejBiQxYOIEDIHTuHyhffOffEz\/2b+5rXfrF\/74HLpqzBDRweUlKGOsWMyd+Qr1wP+npYSjn0nThyOSszrxXOPWJrbRh1imWh04WzPTcaMHodMbaNNJFri8r4h0GYSH7b1gxp5I9y6EKBfzvbfuXODqq9GoPY1BTmlIaZKrdGnV4iRo9tuFETwQnzTnqwv7RtHbPSKNeVhprPj1zZpirtXAvxI45K4kfXT3k+Py\/lNLY9SobWlGqgfvqYWRxoxiVdQh4F5TFohS7jb20W7feeWfa63X8\/Adwqfz3TLzuzMZmd+fiubn3ngZmYehE72cPnKxU3rdbazud7Azc1WxdxMKGZ6ZTEz67OiU8rC+U002ybPdijyLTrFBkW+Q5H3ybUmywwnoGJN9PGg2oi7JhK9l50CRsxCFmCY\/WJ8bh8vR5XcJPiGoZ01WBPSLJgQLE6sNky57RqzwVhToRJntVDVGWXVZVD2GJQLVPUcdeiwO8jwwWxQZYPdvg22d4rdrW12d3YyG+yYbT3I6u2NfHtjc6a\/tb1abe5cGmxuXyzXt5b81u5yx3TOBtWMDuosr00KVDRYmKlqpKxY0I5mH+5M3V6Z7qmHiZY3yVDMHWtXEws6g2aXZOxz7bEm2\/8eIfwjd7bR0fcK7DC+tTfJ47SLe\/vUuHLirK0\/9roGHEd5lPqHo9ffUdavT4ujtJ\/TwLT2n5ZjPH8TMcm0GR\/zHLe6siM3r\/81ojuIEqPFBBSIec+jld+E89kJ1vBNtwYdohQX9\/pHQhwKvV7ovfSZb958+fO\/994Hf\/zf1vfWrMcshXqqusRUEXXJCet4MEBMMNOMMtT1pWtX32VpcRMRw3sTcXtl8YlutE9llEicNtpGbnuet88MYbecu\/OjNy9TeRczIlR06DAIARrh\/Axz2NXvFb72CrLSLhw6eWeoFTUz8RZCCAHva\/DBFgmqW7sSHmx0Be0EspWB6u2QZVIrvFeXhCzDcgdFjhY5nV435L2ZWrtFNXt+ZcvyfDPrFFtFt\/Oo6HTW8pnuQy3yTXK3u7S8XJO7oEVurluErChKirwicyVOa4q8QtRi+jgRVEPzt0dEGeVnb7NhtCYLzfOhLi\/mmAvBqL3ig8OHjCiQZ4RQUNWdUFaduq5zX9eaVV7C2rpmg8qVZVlUg0Gv2ukvloPBUhhUS9R+Zntzq0vtJQyqTrnbd+Vuv+jv7MpgMMhq3zekEh9KsdpnYrhc1GUB8so7qbzivcZFVYz436OwXDMkZGI488GCPflU8DSmjzT9JBKJxDEhhuQIGhSPWa0qF2\/f+geeufkGLgbwGPc7H8UfGz\/IJ3rKT8zUa9BdK5k3KbckCN7qqFNYWbp3+2e\/8h\/u\/v2rv7Vx787CMt6yoFIg1EEJzoaRUBOfGMO2ZoKVBOsL\/sWbt96gN9NHXAghmGYOkT2N84R3pkTiydFostq09XY0GvrZjev8GrEiemgTsKBsbi3cfePtFedNC3VUfsCczuDDDmoaYzY03w97DncGOEyr\/mEMhfSyKhHExDlRVcvEYc6RWWZZbbLkOuY8GizgCVIRqAPUZYXHWM3nzAejHphVux4fKkx2TLJ1pciK97a\/v+KdrIpTcc4hmTPNXG1OS1Tq9e2tmtxZXhQh6xTk3c4g6xQ+y7LSMq3zuYVBUAmKBFTUiXpUcKLeBFHETFAxvEnc\/mzaljdBfahARKT1cghmVnsNtc+897mvqszMslB7V9d1XpdVVpdlVte1alnJcq1a1F7wQb33Su2LEL\/vFKOQrMmeYiimCsyAzsWY\/s5UrDavZmaZqGQKTsQITjQonXwWfIAQtSCKNDH1jYoghpgfbT48rh3IAX8nEolEYgpxAXouJ+xUqHTDhlX2wmdf+GtWltboZngQQ3FjDiWto9i0LISmW4Pe6AZUidaLKjjnzHwNmNB1nq987psLf\/7cHz169Ye\/ubXT5xxYD2Xbm5x19dIxMaz0APTNE\/KivnT71ndRBlGno+zdNmkUWlO9mZRIfBgTqtxWSB+JFNLaIytEh+8PHizu3F07v4BK1znwu6YiYgTwmIuZKoamuGHPbyWAg8cUA1r\/bsx7K32tY+9JAO7WZWM+Fw3opBFFRRRVYafalsZqvomoH0xAxIvIwLiSuZjW24dgtdfQN0zIPZYbMJc5s2BipQ+2vasiYkFiGjeAzYG3IIga3lR0vAyC4kMIgqrRlr75fAiCmgQTEXGiJiIiZhZCEPOBEIL2Ol0REStEKMA0ulsboGKeantHayQoSHRHj1oNh4gDyyUmjhczYoYBEVU1RVRE8N5LiCHV4jX5EP\/GzDCpqmDtc0B0GGYgOrQreduMx+\/Nh93b4T18kkaSSCQSiZOBAIUpGzYg6y6EqpPtLn3u039Lx20y05Oqcb5zrRLEok+S0pjVy8mfAKZeg94uo0IIiDqcOhF1Fnwp2smMm6uvX\/7pL\/72xnd\/8Iu733plIWChwLkdqxgmsE8cCyYifSO4pbmNzs2b36P2FSKoczIW5aghtEa9Yz6vicSUs3f0NWhzo0GMtj7+bgztFqLbVjAXXn9rlc3ducJDJopHpPZ11DZaE+lqdOiRrXMST8Y5tCY6nQ5mJiEEXJPbPABOBBOxqh5IUDHBRfFcRDLVKI4D4g2nas7F982EEGpRUxMxsboyJFgMEBhCEAWLz00CdRmAEEwUjw8WxAK+8Rw3LhdzhkVtfwgWxJBAMDGk2eDZW2qjSVcTpDYMDY2AHsThoruYOTPxDLa3my0Hh2DSlqAEPFmnYyZBJEadF0xFm6j+EKQuS4kh2AQfs95L1Ia7puWLCM4UbWpQUVXEqZmK9Qf9xpxBLABeBZH4UMBXNbrHrfGQe7u3xafWn0gkElOKGjgvOITKOb946\/o9nr\/xI1wocdGXK2+2zIeyXjMLtJ7Ne1PCnjSy4z6BIxNqUMVUqIMnV2dGwDtFnQizVi\/99Bf++PLfvvIHb\/7wx79VbuxYjNteSiYaA6ImPkmGQZq8YHWRh97Kufe4evl9yoHBvKpiVoJkk9p210QxJq5NmwxGicSUc0AoL2kmEWMsCnqM+i5RQCLg8Xdfe\/MzRd\/PaOlRcguIDChxKD7aw6M2ihc\/ERRoerdlPzH6E1HkodWGWxRTJStyC0SNtlkgmOFrG0bnVhwheGmfBzMJeHzjlGV4MQuIOItp1A3UogythlUBJCAikosgzkk0FFdcAMq+amOv1+qWRzpmyJqA6sNBd09pePABaRKQWmME6GJpy9mMNHHaDQlIEEKoMRNqhEE9wDevGz6q9wnNWQRyidHPY0I\/kcZ+QBujQ3GuwCy27Dp4PDUhBHyI55\/nHUHjPpNvQv5E3bqQB+go6HgihMOnhDRVJBKJxPRjgAkq4OnKjHwgQT\/15S++wuq5D5gpwgChpCZvRdw2NKpMrq1a3\/STynSbuAOEEIPYilL7kkwVQaVujOq89KX37PW3Fl689XvV4uyv9jd2Z2cwaswKHH6vjirxk2YY+soroerkYWZ5+Q2Wlzbx1TAurnlDsnhr9ggW091eE4khbdDt8edMiBmj9EoxGmkUt0JU44aQb7x79\/PdyrpZFbN2BbCSWpQc10hpMkqXNTyeNL+TvHweT645wFAjbmaEELOqmxlSIaIyFo15GBMliqgWyFCEABaV046YHg3FBiFE43BrIp1aNOYOVgNY3OF3mDcTEcw8AmLmLWDSkazZaGm964bp2GBMUB61NTUIQsw+Lj0tWpN5MzNRo8kfH5cu\/bpvbZwXQdog98NBPDNBxMUM7yi4UV0B0bJNWj2Aw4JhJhYN1EW8r1AyUEGcIiY4zVAVEREqX0NUzEfBHMNb26D3Td1pLk8kEonTj0C0zSpmZsI6dbn62ef\/mvnuGr0OHiU0tl\/DNZYxtL4dV3ycZKbfxD3Lxv4sxpYjOTXBBkUmPaf10ldf\/rMbX\/\/un927+x9\/XQZb5DJjISTh\/BgxL8pGXeqXvvrlH+DrARfPhaYpmmaTt2ZCsGhINy9xOoga0YNG4dIqMolCoqemwBF2+6jmwoP12Xe\/99q1Re04rKSsSunSo6LC43GaS7Aw1JSPH74V0xIHp3kZblw0mm8bqz1txFMFxAL6oZlAwljla3M0DwEpmhA2ylh+39GGSmstNFmOBTzzhtXSXITIAWWTUmZURps\/i5ZIZu2litD4twM23NSRHD\/ZLsecjDJcCOIes9Jxh+gnhm2vdVcK8cKz5qTaH20N6kcnIYTm1JQJ7XkikUgkTj+tfgEPfr2\/K+c+9\/xDffHZbzHb2apzxaNkFOxbVDWa9CAjpfpJZro16BKaR\/vCKDMvwwh+neiocPvqD27+zMu\/vf53r\/50\/wdvLs7lLlSDgcvkJBs4nGrEwPtOUfYurbxBpyhxCupC9Dlk2DIbdWHj+0n7YnOUT\/q0E4mfEONtemiOpU0ez4CagYQoygcT7t5bcbvlSl6FYSpoD9YE3QIzYgTt0YTWIjZp7n4WOYpsN8rp2mjHx2jrOTBZ51EoDc2GQPTTdsOAmIKOGZ+Pcoa2EQkmy+hG3jxvM6mZftRSaEz0bXjC2pxhU0afcrDoC988F4nPJUQf80MF8PF6OLD+rK1\/298Ox764r+G232d\/\/SYSiUTibBDnD0e\/KGzh9vXvszT3Ot2iDi5r5oc293bzaYFpW\/VMvwZ9TEAbNxhtc94FlM3+NvPn58vi6z\/1B50\/+tM\/vHPnnf88q5Js9wmzTwHuFZPZma35mzfv0y1qRM0EqsooVPa1y+ltpInEwexzmt2z8eRwVFRtALLmC5kQkN033nzBtvvndVBLaHS8XpBg0QtYzSaOHcbKVkBKJu6P57DpvB2cqj2fskZ5HSQK4qF5z9rnzQ0xwBl0q2geLyMT9IlSD3kdFCPEoGqHvP+hpTG2taD7S9tfKtpo+kemgodx2AbIxHck+u3vPQs55Pn4656RL2EikUgkzg5BhFLUBrOFv\/ZTL\/0nVpbvUuQ0DmRRVSHNtrdjFBmuiV\/1Ybk5TwJTkg3uQ9izyoyh9bEMKFBQNXIVbqy+ce7Ln\/kDu3Zua5tau3l3\/5cTnwQG4EV9sbz4kCuX18kzA7MAlL6etCkljJ6c9B6VSHxEWj8oG39h\/AFAoLaSqGk0GAziJ71lH7z+1qfYHvQoawBqjFoxL2IgFizEYCq2\/7ACY37TZ5eDzNsfR+t7zbCU4cNkzDrd9grtY8+bMgC1Qi0x4uxBZcXBj5LRekOO8HDENDSOKHQfViojoXxc5y9j0df3Plzzzb3\/3PA7TT3oaGPDNwun8QCJbR8ZfyTBPJFIJM4ulYNth4Xl+UfnP\/vCt1iaW0dFlKh5jhHeAWKMspiPm\/aVqdClnwoN+vjJDxegIV5cplAUs2JUyPKMv\/rzX\/nD91559S8fvnX3H2FqVg\/zayc+OQxiIODly5fvsTi\/hROro35pr6HvkLD3CO2nEonTRKNWH+YuDwFxkNGqZxH6VffB2+\/etn6Z69BPGmqNyajNT05Ae7WZ7bbkNExSP2mG+eYfw16Nbvuqjr9i0RkBazYUQ9RtI+0GY2Mu3hAEvBjBwUgM\/eilC0YWhoEDn\/j78YxGdmeP07cfhHK0hU4NDGhSCY6N4+P3Yu+x996n5KqRSCQSZ48gsFs4nb9x5cfcvvYmM92qDTLtAmgNZKN5TMbU0a1j1kmfO6bbB53xpcaeWN\/tOmTXIzOOXRGKjoj7wvOvXvvK535n94+\/85Wdt+4uFiKeScVI4pMhGPSvP3Prx2S6iarVRM\/GLAb+m1AsBmxM5zLGPhvhROIU0PqgM4qKLa0fVTBj7eHc2p0PrnXqkAlR0PIao4aLCmJihMfbnZz0yWl6mNyZD8ORKpADNGnEYrC4kcjrBdCAF1BTgoR95WNN1BuzefvYM3gb32DS\/WFvedjh2898lJ8fC6swMWSr2b4DhEP+hgnDBMQgm+rVSyKRSCQ+BuYFsbludfWlF\/6Kc\/N36Dh88HHTORD9z5vJxqO4YXjR6Vn7TLUGvRXc9jk3t1K7B2oxDNkVLwPMluaK6tIXP\/279tKnf+39dx78xlgi9CTq\/eQZt1IMQfC3nnvuFWAd0RAjwyF5JlC11qKTSW7THUqcJqzxIHajF\/aNyLm6KKv7YIgada3cezD36P6Di5eDOYdQg\/lozY6KgMbU262GcShMSdI6Pg1GPui6L8xZGzRuvN4nPxEFeDVQTyOQH1xGDi6tCZBaf8wxUZpAdd72t4aDTP8Peu2jBto7aJtBDAqLkdjb5r7X7SOM\/a4Jwz2nJ3VNSCQSicTpwSt0lhf6tz7\/0l\/SK9ZQCD6QTSx4Gtep5mmbHEoaP\/STPo2cAh\/0NlLfSL9qrT5cgW4MblPgLCM3JIPbz72x+rUv\/2G4fmm9dOrEkNb\/bXjUpla8RD\/B9j1nk76b05zlZXxZ1l7vk5TtY5y9r3sZCgXiosZDhSC1C6GfsVFcv\/wqTncQMVUd3YGRma\/EmALD7LqjJLyJxBQz8gEee9IE2m47p0PJmkzatTWfqfrK\/bXr+YP1ZWfWxPSWmE4txLxZDrGYXXtsCzJxIONj2EFj2jjjWuMoSAa8hGEQOGvM2ccFTWtE9jA24rY\/4WjmlMPKxz2ak2kDzz1pOdwtHZ7\/4x9xw2CyNA34xzxMR5\/ZV0oYNvWY732yTwzfG5tTWpP6p7nJ9PhtkMPL4+ZpzN\/HyXGf\/1F\/\/6jlcZ\/\/cd\/\/4+Zp1F8bI4NjKMeZ1vtvzVzSno8heJGh3BBlhoCzkdWZlzhT1FLgz59\/heeeeZWsKGMg00av104eY3JCQKdObphqDbo0QWwie6LKjhvv1zVzLov2cTsGy1e9+8Wf+z2+\/\/qvlf\/6\/\/v1+Z2+bUpttfcyo45uVkBdsRl2CXmBF8gCuJposggEU4KejEZ+FBT25eH9qGUkpj8Loo1g0EbYlRjoyBkdzagHm7aSLbJer1luXWxh1mxl\/j4v3HozLC94VcUZhFCjLjNywEwEtZyRcSjoZGjqKetwicQQIzqMC9QataFZM261QcWcB7EcnwXRrMtutU5vLrfy71\/56vKD9eXcV9SNbUkuTVAUH6ci4XBNaKuJPMua9HYs2\/vaQYx\/bCSkxxuoY6ZzwHBMMmzf8f0ec\/jRMbUR6ifLA6Orj5c2KbA+Sfm4Kz5oXtv7\/aMGGRSbDPa2z5x9z2+HsUXl3tr4uLQa+mBPXj6N3z8qR5+\/j5fjPv+j\/P5Ry+M+\/8QR72NzjI87fhy1bJFpvf8y2qR1BoZjoEqt8b3CGzN4ZiRnw3apzeGLDiKOGevadl3Jla989VusXrpDbwl2KvJuL86\/GYRgmMgwWrvSKAuHmr6Tz3Rr0I0otpkOr6KtdC+NRKcQMKNWqDKBruBy4ea1V8\/\/9E\/9TrU0e38zlFL62oqiQEyoywEhBHLyobZgfGEwvot\/GviQJeChJTA01Rw\/1njDD2bUFshxonWgQFFR2Q5Vf\/byhR8xk98viywgMaOwGNGcVxCTqEdvIgJLTEU0pkGfhh6WSDyOQBNcDGoC1viZtzvzrSDk0JhWKlfD193B+3e\/2N3pzzgbCuE2\/GwUZB47OrVRs886uufxUTBGGnIxQ\/bFGG8fo3o+6DGy2BoJ43tLHlMGFLH4gCcvn3SZtlcLAx9By\/+YR7v4GE+XNll7k+y9V09DOG8ZN6P\/qOVJ6T9Hmb9PAsd9\/h\/3949aPi2O+\/ennadRfx9n\/DhqaTI5Dk7j\/Q+NJdW43BDnRh1aemGBAsGoMDPKYKwP+r5YWnq4\/Pzz32TlwhqSgTbqU4uTS8hG88heuWRamNbzfiK8WWsFb8MrvnDO3\/ryy\/92+aXn\/3R7rkOJyWzeIUepGFDj0cxReOh4yJv4THXzgKdrZje9TC6VWrNOoZESzPDek5FRUYujEHMaNge7XH\/m1hsURd85F5V9IjY0ZI\/IWNn2tVOyLZJI8NjRV5v\/2iBg3pd0yYTN7fk7b79z1ZdV8dGOlEgkEolEInEyUaKclYWR+1ZNYJcBueQmRAWfmLJBZavP3Hrv5vPPvsnMzCDKd1EOsRA9zqVZEh0o5B62C3zCmG4N+ocwDDajEpMIC41HZjCcCjevvPP8L\/\/sH+XPXFsbIGq1kZkzQfAIZkbulU4dG44zqCQ+IAnne9mrUWi04QA4dVR4M9SXELZ87a\/evv0OnV7fuaGjgohM2CWM\/50EkMSp5sAGPt4D6toyxHiwdv3ee++vxq\/Y3k9OydSTSCQSiUTirNNaM2XWCOiNZWCJsUuNcw5FKSwzp1koNfNXPv\/id7m08na0229ssARCGAVpHV9TDZ8fJmGcQE69Bj0AqBC8j1eaO4a21HOd0PuFr\/6\/859\/8W9Cr8fmYGABo6CDoJgP5AY5SkHjvyFKLdHrUE531T01MlEsiHmwGpHdECx0OzJ79cp9OnmlOjSSNxERG+UN2lvBqcITpw\/Zv9nXPjeD0Lyfm0Ad6L9z5\/M7jx6dc6qtuXE0Wpk4YuoriUQikUgkTiYadBhdqnEdpxjToPtMGWAm4sgQsirgvVc9v+jOvfDMt1ief3+oeM1cVFkcYIY7XF9NmRrjVGrQ9+VnVWUYWzdTcApOoJMLz159ffVrX\/ztuds37m9RS42FLl2iR7SiTEaVbfW7Jqew4o5A6zPb+maO3jCcc9TUgEqF6Q5BZlfOb3Fx9S5Z1uahbzEAM2NPPxu+l0icGgTa6eMgCTs0T+LeooM6dO\/98McvMqi6OrmRNT7lTMn0k0gkEolE4izTLlYyYiDurInaXueKiZPK11KQU1FTBqN34\/KbeuvKPzA3s4syFM4RaBV+tY\/OyK1wLuM\/NiWrozOgQTdUFHNK3QRgQhEcQiawMBMufv1L\/+baV1\/+M5tdpIp32wQs36PXalPfDIPbyMEpD84We5V1YfgQAlhtucuoqCSTQmqEMnN+6cbVNc4v76DOzGxca8743wf8WCJxemi6TxyWDnCaURAHVdkHnLBd9e798I1Lzvvce3\/Akfb9nUgkEolEInGicUQBPSpCA5UY3gllqCmiHbNRFKx+5sXvcvvqm+RtGPjGzNAMNIZtDSFMCud7xYopENJPpQZ9fJlrMRkOKkodAgaGYD74gMPIM+EzL9w5\/1Of+YP60vkP+nnH1Q4xPFkTVc7DMFR\/RvSRCDKZN\/2sMlHXwijy4uhV1BE8AXJnpWgoczfoXrzwLvOzmzixhnHB\/KA2eeraaSIxYo9wHlu7mMZ+Vdc1hADb\/fnd9+6uZiFkPpSjT45\/K5FIJBKJRGIqGFkRyliSUW8Br1DjyVwOOGR+dnPp+Vvf5Pqld7E6Bv62AGaUdTU8YmuBOyGcT9kK6VRr0Me1UgbkWT40w1bn8KjsBjPy3BZ+5sv\/avWrX\/irR11l01c2wyyemjoG96duRP0cwwHBhErsxKRaOW7210NALVCQIcHo0bPdsrRa1VuvW527ceMNFubXsTCM5deiqnKAeXuq6cSp5ZBIo+ZD7By93gzsDBz3NxbX37yzmNdBc1V0ckssac4TiUQikUhMDQdbIgfMPEVRYMCmH\/CQvs1cvXj\/0k+99Aq94hHdbvyoc6BCURRIE809z\/LHL4amYKU03Rr0vRW8Jx\/3+EcOMsI2FDQXXKbcvv7OrV\/82r+ce\/HWOzvdTCoRCwQ8Ma3aKH2YRAFdwKQNDX+WadOsSawTmg0QRtKCNZa4ARHvHFXudmevXHyFbr6NqLFfsDhMgz69bTWR2MtYq58IZDI+XSkSAMwbIsadu1fzrf45qStydbBfg576SCKRSCQSiZOLtbLDSIkagNZxT8AkmCmCB3YBevN+5sbl73Dh3A\/oZJOCBh9h8XOQQHiCOdUa9JHoOPp77CECpt6BV2NhxpZ+7iv\/7txPfeaP1ue69UMbiCcjCGYSG824x6emZfCQQLthMaFJjxnuEHxVY5ihzkLmsF63f\/7ZW6\/SyUt0Isf5OHtfS9rBxOljuIu1p3HbqKjxgvegmeO1Nz6n69vnZFDjDo8tl0gkEolEInFiERsF3g5ARaDG8BJQQ\/LaJDehRtikhovn9MJLL\/w1V1Z\/TKagI63E3pzMhy6E5MM+cHKYbg36IeyNlqTs2zgxAXMgiaMRgQAAIABJREFUualhajinXLv08OrPvPyvsueu\/mhNvdDpAASxmD3do5RNKaZkfiru8U+Qw65+lIcwE8W8F0ADaCXm88WF17l+9Q6ONoL7R6nGpB1MnDo+rEEHoLYqftRbZ+31t5\/Jdvo9V9fo2OQ2drjURxKJRCKRSEwJMbBbBZREAU0I1jWlMKEisEHAXbnwxvlPP\/ddzi9soyPt+xF+9kQz\/Rp02fMY205pgwMcVhKa26siJhqY6bDw81\/53cs\/88U\/7C\/Plv3cBTEhQwWiqXsfGNBEGzTFpeXwBGEUKE4gEFM1e4GYO74U4fyVi2+xuLCNijXRIA4TLKY0tEMi8TEY05qPt3iRmDuE\/m628e57l4pBKCQY1qQRGWNK9oUTiUQikUgkIgEoFSoHXkENmTGHqwIBs7LjyG+svirPXHudPMNb63a8\/7GPgz40BSulU6lBH7JXvDtI3CuBAGUAMhGuXti68XMv\/x\/zL9740aMwUAdaECuqVuhnMHDgUAqm4h5\/MpjuaUhRix73TAxBLAg+COHa7Wdex+k2zrFPB5hInBFan6u9Avk4niCCM8QC73+wunlv7UoRQp5hhBDab+59POaIiUQikUgkEieBxgddooxVupghSww6KFJVoC70Vpa3lp67+TdcufA2Av7wdMwHcthC6SQz9Rr0j1zRBy1b4+pYCEiuiEeho7r4hU\/\/+Wd\/8ev\/moXeQwfWAQQ1r7CTtwJ6TLl2RAOLU8Nh0ewbIQJifwvicr3x\/PMfYFRkmXyEKPjT0I8SiaNzQEsXJGaiMJPNH799q7+xvuK8kY\/2Vg\/bF57qcT2RSCQSicRpRof\/G1FArxV8tHi3HCNQkhfdsHz10sPV52\/9iJXlDcyQGCQ3cpD0bZNvtwTGA4WfbE63Bn2cg5atgpEBJRZjDahtDvpw\/Up95Ze+8X\/mN6\/97ZYW1DjLkFDUQhZinr5AiVEDNoy5\/EmXT4ujnEdJNGnPAuRecM2bHo25483jCGYYwQllR9e4svo+WIWk7Y3E2WUiPoZA7A8ZQjYxTmV4GJRu+733Xgyb2wsaAiJCmNS9J835x+Qo4+9ZT7PZLnQ4hvKojM8+rR3Xk5Ri0339LdN+\/kdl2q9\/2s\/\/uDkJ4\/9xjD9Pi6dRf4KhZo0nenwLlBqsRIxuL8ysXnx19urlV8kdA\/NnwvR26jXo+1wJnsS\/oF0hWwkenAUpOnOBPIcXnv32s\/\/Fb\/z7RxfOPXILl8UTdAHhQlDycoe8Z\/TpU0nAJDa6T7p8Gh3tKL9fq9HPA6UL9ALMB+iYQy2jdFitYFTkmAiBqghmq4tr3LqyzeJigAzRDFVFVRERDsh\/nkicUgJiNU2cduo2hkYApDHzorbCaijrovzh6zd7oe4Sasqqbpxs9m09pg70BBx1HD7rtJk7pnX+U+JC9+OU43Uwrdd\/HOf9NM\/\/qEz79U\/7+R83xz3+t4L2cYw\/x93+QtSUYwIZgYJAr67p+Do69aFSkdOnJ\/eN\/MYXX\/6uPP\/imwSDTs8GI+WofJiP+fhL49m8TvoUfro16IfdtIm7FSA3sADeqMoKj4PLl7j8tS\/9X+de\/sLfvTnYNihklg5aDaxLYKfcplRPiFmKh531kyyPOkCMd9CP+\/ulM0yMjECO4obHU7y2mQ4N1BhIPZi\/svIes91NnMOS\/3nizBNtsfamcWwttAQP3sPa+mx9\/\/61cmurYxgqioyimE6ba9WJ4KjjX2LENM5\/Lfoxy3Gm8fqfRvs\/Cffv4zLt1z\/t53\/cnITxfzwO+Sc9\/pyE9hdkdBxHIAvRGtcZAkrQwoL2wvyVK3fnr137HvOzj+gWGOBG4vUTrXmEffL7iWUaNhF+cgjgMMsk7sGI4LzFDuBQ94VP\/fjFX\/3Zf7652Hlvlw615gSMDgUD77EsmWhPitiBMNmkRJpKrsX8INT+xjO379DtbCDO26QPbSJx9pAD\/wQQgegyYjju3V98eP\/BxZ2trQzAOXfQV1NfSiQSiUQiceJR268ldsbQVXYQgpSFytIz117j1tXv0818sCAZgIVTHwPsdGvQPwQj+lD3JQydH3p5Ebd0VGC242a\/8eX\/+9LPvfz7W\/N5eT\/0gyMLOTlOMtSlMHHj4njbkIY7a6YGGYZYP9Q2EOlfuXXjBxT5OqoITs56\/SUScHAvUKBQhRCM99+\/vfVofaWqSpw4FDEbRTE9s2N4IpFIJBKJ6SagUZ0XFDUQE3aozM\/1di688MzfcuPSazilxswBeW2nXhtxpjXogZjbvHIwtM0WhwSjNB9wPvD85c2X\/umv\/W\/l1XNvfcCOOekpQOEKbNptfI5I9J8Jw2AVE\/a1FkUOEbUgsGtm0iu25y6vfp8830azcaEiCRiJM40w8i8be00kiFHD5gf3vlzv9C85UbIsI4QgZmH862d7MEokEolEIjE1tD74reygjZtsbgqmVJqF3uXVtfMvPf93XLlwjxxUciRAru7USw5nWoPeopJRmm\/VWII6RByW5TBX0Pn5r\/z5hS9\/9j9Wcwu+yjPxgITMqGKT4gzXYayyw8NNBDMpxaTOpJ5bXXmb5aW3yfMSp4ztfx0kXCSBI3FGEJTRHuEQA0KAsuqtvfPuc35n0MtdDKoYQjAZfSP5nicSiUQikZgKxoPdtRJE1DQogpgXtbKXy9zta6\/o87e+TSGhxsRDXO14Tv2q50xr0GNSI8gBL0IlwRAFQ1yAgEjIFFaWBp\/6x7\/0zy586XOvbRbOKlwgQOHzVuN1ZusQJjtZ21\/EEDWkwuMR80Uelq9deoeFuTWKPCAyniMd9tfhKe96iQS0zV7YE89BiD2g9rCxObv29nsr1c52oYCZYZjk4tL4k0gkEolEYupo1zyGYmgrnGOo1KrC0nxYeOHW33H78msUsOnL+I1+fSYkhDOtQRcCmfdkxF0bjzRLXUUHAWdCjYNMXPdnvvTNc1\/81P++3tHtKuuEgFrH5Ugycx\/rZE059CxXAlipFnwns97qhbfodTZwMcdh8BNfGx5yT5lInFqGqu8xHfhwSLEAZQVbu5d27j+4ZDsDZz7gvccIlqlLmvNEIpFIJBJTySife9SfG4pHbeAEXVl+a+7W1b\/h\/OKGqY4Cc+vZiF11pjXoMfuXwzUNpELw0rzjCvDOckT6\/b5x6bw89xu\/9i+6L9x69T7ezc+el10\/oCbu6IgI3jzePKqKc46xIE6nkmFOxsaHZG9uRTEs14IKsV01bn72U+8y0+mjKohanruYSWrsK2Pl6a68xJmn7TPDJ21vGAnohgm8\/uYz1frmqlQVM50upS\/p0JPah4P6TiKRSCQSicSJRhEqKjqdLjWebfooOaU4NtX8+U89+93Fr3\/p2+TKZqikQxdQyBTC6RcRzrQGfejH0CQgDvHPGNG9eSKm1unNGoUKz9+48+Kv\/cK\/zK5f3r2zvSE5M+bITVURaSV7Gwrm7WunGbcnkPSYiXvzgYxaDJ2b3XZLC\/eYn62igB7daznL7S9x5jlQSB8+N6iDC\/cfPRc2d+cLT6M9N3J1JkzsAKZ+lEgkEolEYiowMwTBW0BwVtClRtjBTM4vrs\/cuvYtFmffRAWnGcN43gq40y9fnXkNevuYCFbQbltEtToiLtrDr54LF379l\/754hde+NZdaupuEcTlIiIT2nIzO\/Xacxhpz8ejMO4NFyeqUgLdc8u7nfNLOywuBFQNGwrokISLxBkldgGdCODQdAvBAgS6a2+9c23w8FG3QPF1Hb+hKoGkQU8kEolEIjF9GIaihNobQEe67BJs0+F7Ny7fWfnci6+wvDBAlZzcchTxfhRA7JRbup9tDbqMHkoM8d8ozsfSrilUQXYGVYzr\/8Ktuzd\/\/mv\/0+Knnnuw7sRKMbz3+MahWtu45iGcASE9plgTWlX4SIseffMVE6gs+JmV5V2Wl3bpdgLafCaJFIkzTJTJdZ8P+ujdIAzKmYfvvL9ab+0WHVHM1wbEPOgEO+XzUyKRSCQSiVOINP988PGvLLcdKtvtqs0\/c\/17859+7jvM98CUAsF50DpQC5R6+oXXs61BF4a7MI4YzV1pBPQMyBqv0CDkWUdQNWYyXf7Fr\/+7F37953\/\/XmHVDkZtNYEQFMWpo9Woh8ekHztN6Jjmz\/b0mdpCqMSq5YsrD5jvbeMINSIouA+XLs5u20ycCR47wRjC+vrS5r1757QsXaEOwUQQvPciKf95IpFIJBKJKURVGy06AFJZYIDgzi\/tLL1w6++5svomTqEKUAM1iDdqYMDQO\/nUkjTojkZAV\/LmpQDUrQmFgAUsz\/OYOCwX47mbW1d+5uX\/Jbt+8V3rZCJIaLXH477oZ4FDpIMAmBhWBx9cnvsLV668ztzcPZRQEeyQrYt9XrhP+XQTiRPEgTtUjdAdAgR4\/\/3r2w8frmY+pn50qAlCbZVp3BpLfSSRSCQSicRUEQV0j+JEyRjUJVLkLN64+salTz3\/LRZnKhTBhyiU1QrBUXF2BPQzq4HxxJtcAlgMeNYK6AOgH4VzRBVMCWYEC0YH008\/8ycv\/5Nf\/p3O\/GwosgJt4v6b2TC\/txN38A+fEoTGB715boyliGoInpB3OoPVK5dfYW72YfSsNQxkMg36KL7cT\/i0E4kTw9AHHcZF7dZXJNt5651n+xtb55yB1R4RQVFqasnIkwY9kUgkEonE1CESo7hnjYheUls+Ozu49Mytf+g998x3yV2jX1dG\/sdCDewSTr124oy7MGqjsh0tkBuF+ogMo3AAEkLA8hyyTLl2sbz6X\/7m\/zo4N\/\/3g7meVqpWAyEEMwwhkAsUFigskDXB1LwIXuK6+rhzqI9fZxt1\/UlKNW3qS6kkxBR14hFMEC9BUQ\/ierOPZOXC95mf3UacQPxeqPad0risn0iceuIWXrNTpcPXRDAhGP0796\/mm4O53HuoK9QQwVEREB1tAH6c\/ivH3MuOOv4c9fyP+vvHzdM4\/2kuj\/senIT2M57a9EnLcdL9++TL477+cab9\/D8O037\/j3v+PComULtASYWIoars4qWa6z3qXl\/9Dlcu3kGVgBrONZHbgUwbD2R\/6gXYM23irkCOkg09INrXoNOUEm0MDIHMFThykNxYmHO8ePu1r\/13\/83\/+HZX1jeznBK1bm8mBCoCJVnwzBKYI9AhoECtSqUZZgVKxkkQ0sU+ZglkOATHwMEgqxFKcfQJWlulmDdnq7efv1MuL79Np1vV5GTkhH4gz9jb+mzfK4nEKUWB4KtotWPVKDClLwVq2FjPdn7wxmr3\/kZvJggdzYDaFCzXOds1s4DYx+2\/J2FyO8r48zTO\/0jj3wkYqY56\/tNcTnv7fRrtxyQ+Ak9etqT7d3avvxXUpvX8j8q03\/\/j\/v2j4DVQdgIiGX3bwuVq22Du2vk3b\/zKN77NXFEjGYbDigK6CrNAB+YNLpNTHPM1\/KRROLsmkq0LumufyOi1jNF6mdatvG3WoobLAkVmxTd++v955pd\/\/t8\/dMjMuXP13d016WmPpd6iCR4hoI1wDs3kKPGg4di7SEQ\/dim4pk6Cxt2weM1GaJJA1S6zYmn5TRaX1ny3azUOAdOTsLpNJI6VQC4KhBjzQuJreG\/4Gja3FmRje6XTrzpa11ioiSOISG1BqjiSyJ5+aR+1\/54UPu74cxJ+\/yQMYx9\/\/J7u8qRwEtpPu8\/\/JKUNs9c82Xmn+\/d0ypPAUe7\/aWHa7\/9x\/\/5RKH2NATm59etKZHG+Xnr+1iucn\/8OvYJW+GrdkXeAUpoXKk69Ok859Zf4VGnrSgDDSeCFmw9f+q3\/7J91r1+6+2Cw45RcJRgShBKjD2wBu8T4BmIBZ4EgHiPs89meNg6PU68WBPNOwvLq6jvFufPbTjMxYu45cS61u8SZR2PoimFwydg9xChrY+3RxY319Yt1XTujjW0hBmbBgmHB2D9+T\/mIkkgkEolE4jQjBjKoo6ts1mWj7tNdWbr\/\/Bde+jbnl+4jNKrMPcpUmNxZOsUM9TaJj8yovhShI\/D1L\/3VF\/7Jr\/6L96qBLC9dYoDZ9mBXwDFAra\/KwAW8BpwZzgJIwOR0pGEb7lrY6LkBXiRUeVYvXF55wMJ8HzCzgIKkraHEWWffwBtt3UEclIH+vfvXtx49XA2hRkUxMxQVEZFAEEHS2J1IJBKJRGKqUAPnhRwlZI4N6jB7+eKbvZc+9U0WFwyN6gpFh8K50MjlZyQ8bhKTnpxRfTmMXIVzc4Nr\/\/Q3\/+crX\/vS39z3NULXO3IDR+lU+hlUDryAsyikgydIwE6CjeQRsMk\/bdRzVIKCzPf6nUura\/R6FehkELgzsAOWSDyO1h\/MxmVtC1B5t3nn3s2d9c1FgLwJCOdwiHMmYC6mWUskEolEIpGYGsTUiuAoJKfvg9Xd7s7Sc9df5cal71EIxphzcIhrpVZIt1ZSP+VC+hm4xJ8chuJdRqgH8NLzb\/zcf\/1f\/Q9vlTvb9cwMWTZrAyq8xEYWGv9SIaCtBl1PTxY\/MfaKC+ZFfffihQ0urmySOx+w6IEOTatL8kXiLBO14sFA1MQIYF4ICNv9YuOdOzfLnZ15dYJzYobHxJBoDy+qekb2kROJRCKRSJwSTAwKnDlXsGVeZq9fenT5c59+hfMLj1BkwB4Jwcbi6DaP0y5BJA36x8NGfzgrszwwk0n2S1\/7D7f\/f\/be\/EuO7Lrv\/Nz7IiIza0EBqCosDRBAL+xuNrube3eTzabI5iJKFCVqJI3kZewZz5kz9j8xZ37yzDkz9tgee7zKtjz2OZLGli3pjGzRFm3ySDqybNnyUJQo7s1u9oKlqlCoJTMj3rvzw4vIykKDvaDQKBTqfnACryorMyIy8r3I9313+8SH\/\/n6XF+2k0mgsDJKDKaEpASDkLIVfadAyt3g5n79e1ADtUZ0PHfm1EVOLa0RQjIzCxLaKHTY+cFxDid53c6Y6OyUjJSM9c2F9edfPNdsbQ1EDBUjEs3MrM3CbCLhRjHojuM4juM4dyxZfBoayuaaWHP8wQeem33vo7\/HTI9GjGY6kfaUXFKmSqLf5bgFfQ8IShzV9AdzRhUiJ+ZXP\/Tn\/9u\/cfVY7zuX0khmi2NRrdCqEYrUivNJVvdsTT\/IJIxEoktdJaZgSkIF01SrNuXy8Rc4NnsZJSYUAZE0ySW7r+fvOPuKTedtkDySYmNEAtdGF5rLq2esHueQKxEgSSRJSolEEjFE\/f7tOI7jOM4BIiFiCE0oWS+1Hpw7\/VXuO\/+fqQK1iIF0CuFVnoLG3WPefC3cgr4XDHpDg6hsoXatwnji0f\/84f\/uT\/zsigojVObLGdmwFY4PjjBX9VnnKmVR0q9KdGqCflBRAkGVpmkwM8yMsY3NjDhMcfvIvWe\/xaBcwVJqUhQFitCOtUJcXjiHm2QEVQzYGm9DVYEl5Q+\/9mDz8pXTfVWERD0e0pOSoIEYIwP6Zim6Bd1xHMdxnIOEZE\/AgtXxUI4\/cOHl+59+4rc5Or9GjATpITs523fmOdaV0IK7X567BX1vJKDqCxEZA2lmTjg+Mz7+9Ht\/\/h2f+MgXvtdshBFmRznGysZlszqxFE6w3WwzGg4hHXwnjWxBb3O+iSBBUQrQQnrz81vV8vE\/5sjMKlW58yJzUeE4ANOJ2E1FERGaFFi5dk6ubi4U1q0V79ynu\/rF3R5u38k6juM4juPsDQNGBMaDfjN\/3\/mvcnLpS5SK9XL985A9bjOy+4UH3fv4jeIW9L1guZQ5w2jjWBMJKRaqvPPBlx758c\/8r3Zi6cWL9bYszC03EbMmJnqDPiNqAETC6xzgzie19ZlVc\/kn1QJBVUSa+WNHvzd79sS3OTIYmoBpmyIuRnFZ4TiAFGDZgq4hGJhxbbM3fvnKKVvZmCkiZIFuBmY2tZosXgbBcRzHcZwDRhRlsxCao0fWTr\/7kd\/j3OlvU4iIFChC0T4vwavqnh+W7LhuQd8LAkSDfmCgFQUqm3Gc6IeGD7\/3dx778R\/8O5fF2ChgNhxXQ1nf2LKCnvV7MwQ52BPszrbXkCg0Z6QWyWtbKREXFpe+Wy0dv0i\/shoVFYUEKeXoEV8Zcg49BpiRgNAt2F29Orf18qVl3dga5ISSQK4DIbkaBJKrg3ohdMdxHMdxDgwG0ATYLET05LGLpx9\/529yejkiIRsrYqJgx4IcdynyROgqYu3L6d8+3IK+FxSSRgjYnIjMAD0pDSxybnl46md+5JeOPfnoV\/5440qxGUDKyraorVfNSoyReBdceUFyJkZViIkUSZFUm8n4+PKJF\/XIzPp2Tn9l7WAyyS7ukmy3667jHEqsHRCoQYLVq\/dsX7x8thw3UlhCMXTKcp7wQeM4juM4zoFDaMsw17P9+uh9575a3Hfu9+gVYJggaA3EXFaty9g+EemWhevB9z9+fdyCvgdMYLMnNAFkbFaMIj0poCqgbBoeufCt9\/\/0Z\/\/KxkI\/vTxepxFNvTBQlYKtekS8C2LQRbJAD6KklCZJF1VVlk6fXA3zc1vbYHV2VLHuNQCRKJMXOM5h5To7eFxduXf78trJvgk6KcmITOznebj4mHEcx3Ec58ARBQbLx9bOvuudv8uJxRWCZj9BU0gBYk6i3XnqRpjMeoROvN7dsehuQd8DNTAuAyuxzmq9FhhGEJXtKhkLYXv2B5\/5lcd+6Nlfktl5NuvaNJSMm5pcDb3rZgcYzaH4nVBXVQoKyqqqe6dPXWR+diuh0nTdzIDUWgzloOewd5xbQB47+aunrsurK6tnN1evLhS8SoWb7TxgrtAdx3EcxzloRKU+dvaer55+1zu\/xMKMEVQ0FNBEaMNhO9kQeXXO9sMw\/3EL+h7oVnbGzah9ROHapiBCCn1peqVw7sTKYz\/xI39p4e0Xvrlmo7A1Htk4jpjpz+ROOCH7b1i7gSCWt2BMNrluuxWkPbR5i4QEBUophRBKG873tjhx7Bqzg1ihUrQx57XCKOR3WFJ4DK3j5FFggSRsD\/vp6rWl8eZ632gISRELRAKRICFBTimXxNoxdbPj91axl\/vHfrZ3C\/v9\/vf7c9zv93+z7Pr2t5tr98p0LeGDdv1uFQf1\/e+1\/4j55w\/+\/m\/2\/Wc380SwhEm2GGS9IhStXjGBqAmT3NO6\/teo2Fah23bP8td56P4vU5SkaNl5vStT07q0C9mdfeI3eIhEg1vQ94AAFXC8N9f5XBhHjgKFNZS2SZVSCXzovX90\/7Mf\/svVqRNbI5JEYhIxS9bk\/eQU5xhKkrxhiqKUKAVC2WY1LMmDQkkge79VJPJ4uNl2RG1zg3lrxkOOMouMzVbjuBm8\/5FVOzW3ikicpZG59mgbkhiVFSTNat17n3NYaR1o8kJxQ2m18fKlwaX\/78vHacZVkwW6aapopG+RvmkqKBIYNTU1qbW938z4vRUTjb3eP\/azvRsmWvv9\/u+Ez\/Egf\/5KFko32+6VbmJ9UK\/fXjnM\/afjIL\/\/vXLQP\/+9spf3LyQqEgWJJIkoMtEsvVavNBKhH2iktmi1BRLJkjVVz4qzpy\/d\/6Of\/N16rtymKAUpaJoEZZGFTgnIzo\/F5Kz1uu3uxS3oe0CBgpxRcJK1IHt65xzLBJqq39Arrp36yc\/82skPPPYbq2IM5o7F7fFIhUROmKY5+dPUJ2Gir7oBTC8epVvwqU3vv\/OXfTOtCTSYpJRQsIpgSrBEmUaLc5dYPnIFSAFSm9s9hwWQdtwPdk8yvC86hwtBooGkaCQLrK3Pp\/X1YymOKkURVMSURBATEUUktF+Ips1NjduutT2Otr3eP\/a73ev7329uxf17P4+\/3+2d8vnrTbZw6yzpB\/n63Sz7PX5uFXvpPx0H+f3fLHfL53+z3Ir7t3T6h6xJhE425xrmIkbTjBE1IFKIEhG7RpLi1IlLsw9c+CKLx0DVRAJFUUzvpD1GllaTpHACh0Gcg1vQ90TXcYCdHtRe0RlgFgjJIGjiwfu+99APf\/wfhAfOrr1iTdlEpc+g7WJJkG5NLruDJMltTSICzdQWhUlK5\/1exRMzYmzTN4hKjSV65Wj+2PGvy4kTl3aeqdItMGh+tt1AjntfdA4VXVr20A3\/ldUT61dWl8fjcfsVl5+iNhnylvLvt2xy7jiO4ziO80bJExKlK3ambUK32G55bmPEcU3fSikIolJYo4WNZ6pr5x9\/5D9WZ85+qyxLgLb8Mq\/6+TDjFvQ90K3hBNoVpU6gAyEiRVJCBHo9RZtaP\/nh33z0c5\/+Wy8SacoBs4Mj2VOkLYasO3NwuhznSaARI2KTUgNJlCiK7Xsd9ZSTw5khCFFgmyg602vmF4\/9IQtHrrRP7KTERKRf97jjHFYMkJ4EoTE2L68+sL668rbU1MjubO1CDmrx+7XjOI7jOPtK5wTbGQy63zuRTsox6jNaUFFkI2NVWu\/syRfvffrJzzPojQHqusZsRw64QM+4BX0PCDkGPZCIJJqJeRibmLu1gqKw7ZCEM4urZ3\/iM3\/\/9Iee+LebZclWIkXBpq3nSEJImOYtiREFGs1blN1xIPtNWzJNQKhTlDFQHFt4cXbx+LepesMsybUTFZYXNKZ8V\/JfvA86hxNBgiBKMDa3y\/VLl86N1jeOAzlWBkxssopHfvzWhLg4juM4juO8WVKrQSJtXoOpjOtN2yrCgIJeDARgM9Vs98LWkYfu\/zKPPfTbSMIsV38KIfsjxxhdoLe4BX1PpKyp6TplK9I70ZkAUzFD9MgC1gvw4H3PffRP\/8z\/Hk8svvTSaDuMg2CyI8zV8ibWZjyUVqwLuzYxQe+AIBgzm9Q1HxNtGERnTiy9OH9i8TKqZHHedTMldI6715nSHeewYUCT2uWraMraRnXtpVdO1Jubc4UGmrwEJ10YjJi2C3OvFU3oOI7jOI7z1tK5snfT+c563kjWLCXKjPSxWGMImySJR+e2lt\/1yO+yfHQNFUSEEMJER4jXdprgFvS90AWB7xLprZk491gjmkXExgRbq+tEv4rhmQ\/+7kOf\/uT\/NVo6Nh4GlSik7kPoBHrRuoZiK\/mVAAAgAElEQVR0Yr3L2J7LYwhqemdUUU9ZoAtiY2Jq+kWcOb30kiwvreWlBIXWbz8n1evi9nfek+McWrrFvJgSl1eOr7948Z64PaqqUNDeXPLYMb9PO47jOI6z\/1zvySeTsmp5M8lz\/b4EthkilDH1ZtLg3Jnn3vbEe\/81s\/0dszs7bu3T1vTDjlvQ98JUprbuQkaghp2kcaUQNDBuRgyqWaiqyLGjV87\/1Od+ae7xh\/\/dtZ4yCppq1Tbnk1pX87xICe1qoCdaC3uui54f3\/+PzyzmFqgRa\/qVFcePrnL0yDWy74C11nPZlY3R3dsdJ+eusGSMG1hbv2e4snpWx2OKMmek0Jy3QYQ8kgzMBNTUE8U5juM4jrNvJOl0dp6MmKQ2V1aiK0+1zRgrK+H4kXpw\/sxX5J0PfZmyoGlNk03TMBqNJvt0gZ5xC\/peaUX6jmU4C\/RxgFjQRmfD8WIAwxqsgF5lnFv6xjP\/w5\/6B723nb601oyLIUY5N0dsBe9c1QcaSksUqRXkXWtdRbf9ludQVRWb9TUTxAjBLg03thcfOHeZ+dkhVTVVeGG6+FzLfp+84+wzCthwCKay+Z3v3Tu6snby5MIx1jdWCRKgvcPIThZ3x3Ecx3GcfeX6KNskOU9Wx4z02GSTPgtciU1Kx4++8I6PPvP\/cnTBRnEsRX8AQFEUDAaD23jmB4P9N8EeaFoH89aK3gnPCAyBETBqp9USkb5VubhYQDl5dCyP3PeFh5\/9yM\/OXjjbXG6GrI6GSbSUhobReESfshX+2d09GGhbnUxbsbvfxBiR\/E8sqIXj85vF4sIGs4OIaqtAciy6AiXXCXTvfc4hJgGiAuOm31y5ej5dvXZcR03O1aDZiUxzHLqIIUmQOyD1hOM4juM4zoQ4VR9eTRnbCCWwjVl9dGYUTx791uz73\/NFghKqWXOLw2vjFvS90AlMUbAd920jx6LX5GQJJIyG7JieMBSL8z3h7ecun\/7MJ\/\/hqfc+\/vmt+Zm0khpL\/R5Q0lBbj2pXefU7kZhqCgREUy3WzJ06cWXm9NJl5gY1qpaddLNrLnQx9Pm13vEcB1CF9Y257Zcv3dOsbcxqXVMiFq3N4s5ULUbJddDB17Ycx3Ecx9kfprO325Q4DwaasmlujNDMzbI2COtnnnrvb3PvmSu0ObSc18Yt6Htl6gp2ztzFzkMUokDKZvVcJFAwYwjQV+GRB75x\/iMf\/KuLj77ja8OZfthUIVQDlJ4kEtdL866sQSJNag7uF2KYGgQJJEs2jHUzf2rpSrF47ApV0ZggbY5qoa2BnmVGap0Okot059CS0yRGQwmsrC1tX7x8wja2iiIaRVFImzRlVx10APMsp47jOI7j7BMCk2TVoK1A75JZm5VARUmN2XC+z8ZC\/+o7PvXRX6MqIARi7eLz9XAL+l4QsvUrtE6oSalI9NqtJBG6NO80ELL1HEkYjSUBjs9b+fQTv\/vgs8\/8XTuxdPWV0ZBtkahF34bE9tWahblA0hzn0dUZ3G9UFVUlkWycLM6dWP4u83MvoZrGybraC5a6fja1quAdzznsJNqRcWX1nuHK1TNlNCqgCMEiqV2UTrRJUW13\/fM71a\/GcRzHcZy7mWnv3sROVvci5bA8wzAt4kUbjk6++5Hf57GHvmz1EAzKBhcBr4Nb0PeAMRVz0V3FlC3oPaCijbdW2UnFrkAIlAQiZvSKxIMX1i58+IP\/8tRjD39x1Ku4FhsaFRljGGrdcaLmtg7QaM6SuN+FykTERLLjeiiK5tg9J59jbnAJEkmlG387+dp9QDoOgOSvsyTUtfLKKxe2VlbPVkkoTBARsTYX6vWve9UjjuM4juM4t4muPpPQ2t1kZ3rfheaOGRFmBmxWevXdn\/7obzBbbo+rKufl6uKBne+LW9D3QGsXZwy7BDoNhJQoLCEWc6BGT6BMWaST6GGUKBQKvQDvfOjr7\/\/Esz9\/7pGHX0j9XhgbgFpkp95glE6YQxOyUN\/nhFFiZmJmEggymJ25euKe099hbnA1Sfbcbdndx8yroDsOgKDGaFiuvXLp1Nba+oKkBDHXP5ecrSHnbugyUdqO1dzt547jOI7j7AffR35YFuh5hp+E8dl3PviVY0++719RCNYrs\/tvJ26c74tb0G8R7Sx6SqjnxHExtrUBUZpkjOsxlh2+hZSdV2NdK8cXmsEPPP1vzjzxnv97vHhkuFkEIpUZKqCIafthdYHssbWt28SK\/mZb2LvAt5QwM7EyEI7MrPRPLH6PmcHYNOTLMeXSHicV1xQFuzPy0DvOzWPcvGOIglUA4\/FgtLq+nK6NZgtS1uGopEKlkTzChVwBoUwpr\/Eh7aOZLvHim2nFmATgcBPtNDdz\/FvJzb7\/vTB999qv67+fC7R7ff\/73d7qPugcLO6E8buf3Ir3fys4qNfvoLPnz59Ok+T486h5S21N2IiizLBKHJ1\/6n2\/w8mjLxAKLMZ88OatfX93A25B3wNdQrjppHCTmPSgoEooKkARlEJLqqqPaJFzH0pAUyD05oyyFO45cenCT3zmHy89\/cTnLxYhbpeV9Mt5AFNL9EzRpkHjmBmBfsjTdJMdF5M32+4FAQoSvV7PrtSbaf7esy8OF2YvUShGyNnd22B5A0YkYsgXTEyl8EyOzgGmtWlPthuKdfs+GyCWCPUIVtePbX73xbPF5riYZSYvXBWlbaVko5CHkNJQEqVv0EuQCy4qSrazK7zpdnKKN3n\/6LjZ49+KCV43UbyZ49+K5cGbfd+34vrfCeX29vL+97v15WFnP8fvnSA093v83Ox97065fgedvX7+Sq4cvW01QxKhX5JUZJOGMUXaLvqMjx+7fO6HPv6vmJuh2R4zkDK\/uA8uAF4bt6DvAWEn1mLywPQ2uYXd4FbWXfVxghSyq\/tMKdx\/\/qsXfuCDf2Px3Y\/8\/mVJslaPLVAxw4AyQbIaTRGsZjTemoiBbrL2ZttbgDWptlQWUh4\/erk8trCayhJQJFouMZdyzvlIoibl5HaGeUy6czdxUxOGZHBl7Z766rW3hXGkQkQJREMsFJJXpRNCDtkqsPZ+o5PjXX+XeaPtNDdz\/zDZPVG7mePvVaTv9fi3gv26\/ncKN\/v+97t1HNjf++edwH6Nnxt5Ah3E63fQ2cvnrwQERTRgAtvb21bXDULBUIRrfW3e9oH3fpV7Tv5HQquUEjv6xz\/D10RxibSfGBLADESNoMLSMVv62NO\/+dAnPvyz6fTxV65IlBFFKsueqSkBI4iSgrBNs+83KUFs1MSk\/X69ePLU5ero0XUVxfKZWfuknf+75QsfmM4Bp4vYmN6mo1wmT7rRBt0ilWxdvHjm6uXLJ5pmRBf2kZpoqjq5N3drWZOcFG\/h+3Icx3Ecx3ktDCGR6GlBhWKjRsoEM1rRiKRrC\/2Vhz7x9C9z7Og2IDlhNjeYKDk3wi3o+02QHKuejGhmVAr3LG0tf+SJf3Xvsx\/89dHykbheJNmoh6JgAyorNBAFRItX53h+89z0Ao2BiSij2IgMenHh5NI6Rxa2AZIlk6CTgTgtYBznbuFGuvsNYybEVK699Mry5trqEcEIKILQNI0ERKRNCjftRp9FenKh7jiO4zjObSfnw86esSJCLxQMpGCgPcpQMVTGeu\/p53ji8c+DQlSTUGACTReH7rwmbkG\/E5DsItKEwCjVRr+Ahy98550\/+qlfmH\/0ga9szJV6mU0azGZkQDBoUkTK4pYcfS8vtlBIo0qxML9dnTi+Rr83ToaA7rKbd+EAjnNX8Rox5q\/3NAzYHvY3Xr642GxsDwLWRnQZMaapPeV48y7xaVfacb+9ZxzHcRzHOZxEjAikZBSmzGufIgqjumG70HjPR97\/Re4\/+zzjWkhCKArGFhnHxq3obwA3au4nnY9sLpcmQQKpLCWKwbFZ46l3ffHCx576x\/0Hzq9tUzICiYhYMlJj6D4vrZggjRipLFO5tLDO0uJVVFNK2a5vQGsQ7DqaiC8IOXcLN9+Tc\/iHIVy+Or\/18sVFHY2rsl0vFQTDRAmibRK0zlo+XXbR7eeO4ziO49xuDGgwgpbEGM3GjQ2SYjRpk2S9s6e3HvrEM7\/CTAAVw3LaqTpFkhsY3hBuQd9HDBgliAFTcu3AktKiKqlU4dj85tlPf+wXzz79gV8ZXHjbaFRVsm0RUCoTpN43kT7JTTdOZmlQxt7S8SssHb+MkEQUldDFnxuyY0HX3a93nIPNa1jNucGfdrnDR+DliyeHr1w+H+o6FECiMaO9H4jYdBK1BDSaS5k4juM4juPsF5GaoippxKROUQZWkIgpzc7auQ+973fl8Yf+E4XC7GBiTxARev2el0F\/A7gFfR9JQNOWUapHxvbVbQqQkkpGCagK5R0PPLf8gXf+zf6DF35r88jANgVMCqu0b8HMuhjVfTl\/gTpFS1UV5ejcixydewVRFElK1h9ZjeRzDJNFs7Tj\/u69zznovMFvmUlXz6pdsKRcWTtva9cuFE22jzdEkZxCUYKJBEPUWut5u+oc1TBJUztzHMdxHMe5fYxpkEpJYtRECgqgSnJy6fKZJ9\/zCxyZ37waayEUmKVcblo0W9+TF0J\/PdyCvo90rqoRqEphZmZgjDGJ0C\/6eWpehTD3w5\/4D4997tN\/tzmz\/M1r\/ZKRhmQNHCsXqG0MYKpKskSynLBBRIgW3+LzV6yqZChWn3rovq+xdPR7aE5eZ9mdfXoJyKayXpsLc+eu4DXungbUTQ1AirF7UMghIMa4UVu5euLq8y8sVSnRJzBmSBJQxMQMMUVavxMjW8+7Q\/oQchzHcRxnP+hLn\/WNa2aF0u\/Nssk2Y4LNP\/r2PyifePfnCYEyzNEgyGAAQCUh6wC9JTm07mrcWXKf6bIyAztBpg2IKUagwRL9Xux94F3\/+v5PfuSfcc\/J1WuFhhQqWa+3raSyEAIirQrGMOu8y9+yKXyOgBXENFiYn7siR+e\/yqC30lrLxWzqvXUF13wpyDkMTCVaUJ26xRq5pGIyIyFsDnvDVy6fCBvbC1LXFsQIBFNVEwSLydR2btI2td\/O9d1v4I7jOI7j3E6SJLQQVJXxeMw4prSNsKnl6NSH3vMF7j1zCSlEEWtQxq15LjvOJtRz6Lwu7uJ+B6CwI2BzPSUjIqBmZc8QEx6+78r5n\/jMz5\/4wLt+a2NuJm1oSA0FGoKIiJjlosrT3AKB\/rqSOgoyu3j8pf6Jpe8yW6Wc4Upp1wgmmae7Pcn0oPSe5xx0ru\/DUyI6kQW6sCOoaVJXL81YX59bef6Fe9jY6kusO5cTiYIIIpZEctm1nUrrSWgt7EYwX\/FyHMdxHGd\/CCGbB2Ohto6i955aOfrME7\/KfB8QKygmcryrXtMJT5cAr427uO8zod2Y8v8GIGdvlkSQqynm0mvvePDL7\/j0x35u5qH7vrHWKzT2BzI2aJrGYowIgnbusDcQ7DfBa40fMyHVZnHm+NFXBieOXSRoF29ugHUDclJSaqLNk3c65+5h6ptmZ42t+9PUEDIgGWjIT1hbP7n2vZfuLesoAZPs+SKWMFPU9LpqatPrzWL+5eY4juM4zv7QtKF7g6JCgtqVAePzH\/\/gb3H\/2T+mDILlqHRlal4kqU0a7Rb018Mt6PtIztreri0pUExtuqNhy5lZqVNU+kUKH37q1x\/5zCd\/jntPX75SiIyIVltNJCLIxN39Fgn077eDzlnXUElHlpaucPzYahbo7WtsJ1F1mn7VG9i54xwYppeBX+NOql2BwZ1Nt1avnt1aWT03o0qBYURLJGlSLaoqQVRkkmJxal9t6TW\/eTuO4ziOsx80NKQmMmOBOqa4vjizev7HPvFPONIfj2O0zmLR2R4bWo\/aTq27CHhN3IK+jwiJikRJIpJyAqiSLNDzfN42NocogVj1bTTcEk4uXlv+kU\/9gwvPPPWLw4XBdixLEcQMmySHE5FbIc7zKb4ORX\/QHF1evMLRo9cIQLuiFiR7ub8q9Nx7m3O3ILt\/7qzn0\/0+AXEnQVy3GeOmWLt06fTmlZXjVVACamYmCbM6xVw3tC23dqNB6OLccRzHcZz9wABRxYiEGBk3TTz6+ANf4alHf4tKkKKaTIJK8nxlJ+S1DfVzK\/pr4vO8\/cYMwYgkRiS2gKHkesdJoAoVApZQhmUwKlXOn37p4R\/86F9\/6MNPfqE3P9tUoVJBMDMxM0spmSAECXs+u9f5nbm5ue2jS4tXWZgbAxJT2mVPTK\/5asc54LyBQKrWdT3\/klIufzAczqxeunzi2urafLCEYIiYKSrR8qixlNqwFeF6K7qQdudzcBzHcRzHeevJYaySKEStBGZnZ8v3ffZTv8x8tZ7aRLfdMyVmu+PEo3bamuF8X9yCvt\/cwD42Pe2e6as1MfuL92fmDbNErwi8711\/\/PAPfeKvbC0u\/P5wbpZaS0tgKZlk0Z+o1KisobKGYG32Ocn1lEEQ29myb3q77ZzSrpNrA2InRvEo0sSjR1b0+PHLFL0aRFJK+W\/tczqHAGwn0RUUk4Hqnc85yEx7iHRpJOS6380EU2l\/aQxrYGPzCFfWTtXrmz3acqAmwdB2NBok0mTFObX7CpZd3GHvY2da9HdJ7N5MK3s8gf0+\/q0i3WQ7zc28f+dws9fxs9f2sPfBu+X+tV\/s9\/Xb7+PfKm7F90+a2qaR6\/4eBaIkkiQBJNSKFn3bKgbY2eUXT3z8w5+nMKnNsGZ3QujIDbxp75BreKfiFvR9RUEVCJQoPZQe0CPHp3dydiYIFVAhUFVCGYylI8hnP\/Wl9\/+Pf+7vXlleev5ikljNHaOxbIs\/0istxQ0G1Ayo6TFGSNQKjQpYgVIRKFAKMCVJu7VmQTGh0EBjDb1BRZLEdtpGCwGLaVuJ2ydPXNJ7H3iRVCaawsp+X0xSDkdPkb5BmKhxhZSzOTZAjTu4OAcXI\/fhSZWCmBBLBNIkMUo9SmgZuGaJsSLMlRC3le997yTf+va5o1oGi9AgjFISkkgpJaSEoNSYjDAieUJQRCgTRJRmOlHFTaJMxbO\/yfZWlHjb7+PvlUReuLyZtuNm3\/+dMkF09o+9jJ+9tnfC+Ntv\/Prtjf2+fvt9\/L2yl++fNNlDNtwl3fmbtP92SrwmmjC1aVYJfSqwWb42q7b0ox\/\/55w5\/Vy0QBw2lKp5XqQwUhi1+xJwYf4GcQv6vtPVBlQC2docYOI5223dY\/kXTVZpYhDqmWee\/Of3ffIHfrF39sy1awmpihmrKNgebUolBUbCWlt1sNQmmFKMrgrhlGXbdOqcdhCYrq3eGvhiihpGxYkTL7Cw8AIUkNRIiUjESBTTqRuv62U3Wq1znIPErm49CT5P7UZrQc9jKalQYyAJUqOsrp6Kl66cKRPkjJATsW1iWCe+omBxKpV7aFfudzxh9s71o\/6NtreK\/T7+zTJ9\/+o+nzfTmuye6N3M+3eR7txs\/9lr62T8+u2N\/b5++338m2Wv3z\/TTIt3k9cShVNHNaWgx5XROMqFM8\/d++zT\/wTSEC2tDFVruWBiPd+pbAOg7Q93ytW8M1Hcgn5QMLjOe1ZVePuFSw\/86Kf+3pn3P\/6bV2jidtPEgh4JZSzKeoBrmi3WAZiJiV5M1CExConmBlJZp0ZnN4G02tAoVNlhnQgiVdEsnzn9TRbmX0AULLXLAdaesOw+Y8e525leVYNJCnZFMOocfx6TsLJ6bOXipRNTAuv75YP3keM4juM4zi2mNRC2XgE7FvZcBSpb01u7YIKQlJCw0BkJyh5XGBaPfeiJL4XHHvlDNMfAllVFGo\/zIWy30Nwl\/n1285q4Bf1gYVNtNoJXKrz\/8a89\/MMf+5v9h85\/c4VUjIsgvd4RasOGRWC7VMaaR0IJVG2GhqRpl7ulslucQxtrA0hMKCaFBsxMGkyKmf7KwqnlbzI7uJoXwgxUXi35r5MdUzZ7xzmwvN7qpk09L4AQUw4sHzfltYsXT6xfWT0q14\/p3fjXl+M4juM4t4VEdnePU5OTYFAYFAmKpCKmRJFmu1+YLh7fePsPfvyXKMI2vdKubl\/b2Vk7q9mdS1fbyZP6DOd1cAv6QUYRVISZyvSTT3\/hsZ\/+kb9VPXhh5YoaNWpCKVGUWsXGQWlkIhZQok3iT9pWLL0q+UVKRpGLQOW67VJgJjQgvaPzl2cXjz5Pv5e64BwRNdpi6Gl6ZF5vWbyNl8lx3kpu1JevV9oFULT1GNjcnLn6ysWTcTicVdtV9cAt547jOI7j7Atd+FycMt4FlAKlRAkowZRGVZ4fb8rZJ9\/9Rzz68O9ANEQRDSCgvard4U5Orcmkpsug67wmbkE\/eNjOD2oURSIk4\/SxevlzP\/j3L\/zwD\/zjjeNHtl4ebZFMUxELQiowgUaUmkQiUaQkRcoyuuN6hQDZ4KcIRZswQhFrUkqp0DSztHh5sHj8Iv0S1MQ0x5p05RVi5+J+gx3f6FiOc6C5QYcWAVL+U0G7Jra6vrT+8qX7y8Z06iXXW9D9vuw4juM4zi1nOlnctGEuSd6m86QUZO\/bLLRztadR0HR1ENYf+eRHfp65\/irzA0bWMNObZXt7e9d8KLAj0oGd2D\/nNXEL+sHF2myIAkFiJfDAqfULP\/Xpv7z87JNfHM4M6oaCmTowO1YJSa0O2FChJlFZoh9zJkaTXFNZ203aKPI8gNNk9SzkIZwaixar0vqLC+vF8rFV+hUIVpuRJgmvtI1i4dXW86mYFB+mzkHmRqEa3bJXAlRz6fMuASSjsXD5yulrL188X8Y0HVLiFnTHcRzHcW4LJtdNOyTPXJImoiZMsgEvz1\/EQjtrb0TZKoLc8\/7Hvjt46j2\/Sl9qCqWWHOKK7p6+dHP+MHmAPDlyXhO3oB90mgRlYWvWpGualA+883sPfPaT\/0v19nu\/MiorCVRpYCEVsRA1ZRyg0W5VbCcPdSeYp4dVNukZAWm3\/OQas3EhtczPrLAwn+PPVUjWJYebZHzfsc\/fwMU94Dh3J9b1fAEsR4CQBMZ1MV5bPzleu7pUxV05H24Ug+44juM4jvOW0FnJg+3MRybJ4iT\/louuIaA0aDMKahs9re\/\/8JO\/zoXTLzAorY5jCkoaGvq9fg7nmxIUr0oU5260r4tb0A8oItKuQAlxVNPXGUx6cVRKOvZDH\/2dj\/35P\/tXN47NvrhFamaY1Z6BNZGy6ptUhUVqyk4iiyEYAZtYBDs3FyUgrUCPNCKiRq8izQ9Gi\/e9bZ3TJ0aIiIlKWQ2A7ALTpplv98\/uwThVXsg7n3OQEVrXMNt5YLqyYIpGKBSxaHnFymbWX35lcXR5dS6Mxnl0iSA7ML05juM4juPcaqamLdkFvbV0I4kkia24TVFW9CgxhETBWINuDSoJJxc3z3\/2079AoSMKRcs+DYnQ6YppC7ntuLm3UX9ujXgDuAX9oFMIogVFG+66aWbMD5J88N3\/4sk\/\/VP\/qJ45srnCEKFMC+WcbW1uyuZwm0L7DKkxSdkVl90auos\/aR1eyM7raohQi0WZH2yUi8dWUB0lRUyw6cF+vSX++8WiO85B5cYhGtOPpPwdZUCThISwuT0zvHJ1WYf17ECVkEeN4RZ0x3Ecx3FuA9lCrmA6MaqFqVh0A\/qhTwglQ8aMaBhhbASTlZBGj3z8B36Zo7PfYLYHqsSctXpHoF\/vPc\/uOZOL9NfHjZgHmXbZK6lIz2CQBG3AVCMPnbu68Kc+9zfPfurpz69Jb7zOaDRTzGqfKhvyeoUNMaICkiYraNLqhCQ7ZRYakkWMgooGsbFKKhaPrs+cXrpEwBJqqR2cO\/92SxW7bnOt7tytdH08QV42syikaKSkrK0tXn3p5XOyNewNuqwON6xz4DiO4ziO89bQ5Zrq5v+BXO+8Q0IgYTREhJKRBlYlWjx17MoDn\/nEz3FsYZ1ez6yVkl0yaQBLabciNxecbxa3oB9gDGgEM0kQobBAZQU1Bv1Cue\/0i\/f89z\/zlxY++PjvXQJZGW3Tn5ljppy1mBBTncSId+NoaizlLHSSU8ZFIooytqhDSVYtH30pnFz+Dqq7OlC4boMdl1\/HOQzs6us2tRxlCVbXFldfeuke2R7SN+kEulvPHcdxHMe5PZhMQll3CXTbSV5b1zXj8TgXV5MedS9whYbzH3rfv+Md9\/0XZvsxJ4QLaFuCbWKYU3lV4HmXLM55Y\/iCxgGmE75JUjfNl5lQYnWSUYowUONDj\/\/+I3\/mx\/\/i3GOPvvDttGHr2+OmCqU2TcJMzLLJfJK9fcfF3YhqpCAISmpTwI2TWR1Cmjmx9E0WF76WXyAGIhM3eXu1O0t3vlNnjct256Aj30dadw+llO3oCIFE2F67evzqpUvnQ9MQ2nVn3HLuOI7jOM5toiulBjvGuUmcuJFTPEuyYRqiVIyADTHqowN93499+heZqzZRJSWITUIsTRnm0o6v\/HXxrp1Id\/H5+rgF\/QDTiV8JCsSc6U2UXuiZapnolYm5IulnP\/Zv3vUnP\/t\/2tlT1y7aZrE9rk0ihsU8WK4T1EKbJA6IGKJhMq4aS6ozvatHTi1\/k4UjK109w24fk950nXDZ5fbrOHcp199MW4Ge07rXjV69cuXYtZW1xRJBid0XlFvQHcdxHMe57chUWGrWAAnAqqoSw2gwtmzEliYuvPuxL+kH3\/d79EIkCCkBydCkrQaw6R3vMKUNxGc7bwhfxDjACFCSV62GatS647BeJhUQGYdonBjU8z\/27N9\/78989u\/Nn7xntJ3GUiDMUKE57\/TUcNmxbJtATAkNAUEsgZmK9Odmry6cOvkC8zORHGUrE3HeqfBXLZ65xdw5HOQhkHYUtwExwsZGtXbpyontaxvHKsJ0SIlb0B3HcRzHuW3Y1KxjksmdSbm1tshaLpxcY7E8Ml9\/9Ed++OeY7V1kpmorMgUK1exDa4pFSJZ2ZMCNRDo+4XkjuAX9gBOT5eJoGrBszTYiNMOaJolZqNIojuH8qdGZ\/+pH\/uKp9z36z1aQ8TWRWvuDFFJO8WYka4BtlFoCakKRBMW6OLEAACAASURBVE0QpJCUdbipahwMZi9Vx4+8QK8E3WUzz1w38nwVyLkbMXIixVzrHDCli8YK5J+TJiEkox4bGxtHw+Wr9\/bWh1oGtaklq5vO4j697HW721vFQT\/\/g8xe+s+tPIf9aG8VB\/X4B729VRz0898r+33++338vbKf\/cf2MLFWA01ZVDfACKjb\/Rcpb3Vd0yBEDaR+3zi19J+KZ5\/5Dba3x6Y9AUVVIITJflNKO56DHZ4C96Zw7XSAMSBpyAMKoez+oFAMKoIGAiqFVAkk8uD9Vx\/6C3\/uf1744Hv\/wx\/YelrvB2BMYUOSJjY02aUQ2exX9GXGqrHYLAVpXFNjaUyyIqGnTpxcO3LubS+iCVQIYHJ9HuqpwdjVRA9tfnfZ5UzjOAeTRP5Ca7q+noCkFKb0LPd3K0o2hhswU8Dm1om13\/5PDz5YzGJWywYNMeePuOmvr+lyiLe7vRUTpf0471t5\/gedvfQf\/\/wP9vEPenvQr9+dcP\/Z7\/Pf7+Pvlf0eB3tBgCoaasKmGFcF1jHGGGUy69dG1esxJDEE1ooiPPaTn\/1llhYusbBMPW6jyXVqh0BRlZShauf61x1wenNeF7egH2Cmb1BdYodJDTOw\/He1UPWMUBiVKu944Lknf+Zz\/9O5p5567uvrq5p6RVRV20hbMk6Jam6OUUxsjbfkSDGLIYyJlsAioKbN7Pz8CscW1ijyksD3HYSv\/7DjHGBS+6\/Jv06Hd6RcUzQCUimkpFxeOVmubp4ZbI0AiMG6m++e66B3X9a3s93rBGH6\/nUQz\/9uwj\/\/23\/++338g94e9Ou33\/efg95\/D\/r1uxXtXhCDshXRtSqjAprWEK4gBTDaHtMbzMVVaTj52MPPn3r\/u36DhSNDpKAoqqmd8aoJ\/q5TlBs\/x3lt3IJ+gJnOvPiqbNKSfx0TpQEoAI01x+dj+WM\/9Fsf+NwP\/2\/p1NGXL43rGEMlPfr0UGabYFVjVlNT94TtYGxSW0SswcyCDo8un7rK4vJ2g4rtdB8fes6hY5cPyPVfQAIK1g8ljOvexgsvHt9Yv3Y0xoiIjxvHcRzHcfaHNLXMoAZF3CmPbChiiaLssVKR3vbUu\/8pDz3wje5l4rOWtxy3oB9whCmRcAM73KgZMiYRQwEqRhETR2aaI5\/86P\/z9E\/\/5N\/amOlvb2qQns41fXoWNzelbzAIA1a3VqkrY1trUqE6lgbrV9tzp06uMDc\/rFFJu6ocel9yDheT8bdrIDIV3mE5HdzWaHDley\/dMx4Ojwh5KJrZ9JjxrzvHcRzHcW4LeQKSQBJirR2PLM4TylyYZauu6d1\/9htLH3r3LzLTWwWR2NQ+Y7kNuAX9AJM1Qa5fjqWdqf7UtL9XDKhRGSHSDAZiAWEQEm9\/2\/qFP\/3Tf+ftH\/\/YP702mBmupjoqlQqRnimzcz3btE1iEWlC0liYjUl1dXRhlZMnL6KljXMlZxflzqGku3kK7LKaTzBErIGYlPWNxZXvvXhOY6y0LU2YUppe3Lr+1Y7jOI7jOLcck2wKN7q6510ddO0qlVtV9bnWRD3\/saf+LU8+9k1IhmAawiSaz3nrcAv6gaYV552biuxOndGFq0SijYg2RizODCwSjUqF+89fevTP\/dn\/48hjj3xhhaDbGijoxwAmTZSKgFhN0EQiMg6kwekTL3Dq5NfQgkgQT\/TmHF60LUuir7agA0iiAEhJWFlfXH\/x4r1qiIh0WU6nhbl7oDiO4ziOc1vIE45EsEQZIZdlUhEUI6RrwzpVJxdX7v2BJ\/8ly0dWKQQEpFCfrNwG3IJ+wLHu\/4k4bzdLBHKN9JIgBkRUG1RGpcp2rIV+AU994Ovv+xM\/+ZdOfOiJP1yb7TEuqtRgOtrc4FivTzVq6CUspYZxIbF3dvk7nFz8Q6JRUnWrAd6HnEPHLk1+g\/hzLImCUkflyuritVcuni+iIWZYyuULr3uFjyPHcRzHcd5STCy7t5MoUp7LRITY2tITKpsF8vBHnv73s48+9F\/ohchslb11BeK48QnLW4xb0A8w00mjganpfdqxx6WGCrU+JYoZKCHMWCp7RhkS\/RD5ic\/+zn2f+cRfu3xs5oWVwspR0DRinGZR69eNzSTEzLSudIuTx57j6Owqpp048THqHFo6VR2ZzqzaLZRZ9iEbx8DaxvG4cm2ZJmGWc7+L7Ert6BZ0x3Ecx3FuC7GNUK2AEtp66Dn+vCZYXD628rZPPPOLnDn58maqoSzYakYgUJbFfp76ocAt6AecbBmXHaUw+USzFb0nBT2QHmo9AgVqAeiXPdACBgHmquGRP\/nZX3r6L\/yZv351ef7KakiyvHDKtkZXbQaJM1GjaiHMzWyGU4svcnop0qu6Q7mwcA4n3QpZ+2MNrScLOx4tKcHKam\/9+ZdP2Pr2QmVCLq6mhBCmY9D9Puw4juM4zm1hlGo0CD0EIdoQiP2eWejbVqm8\/dlnvszbz\/97+r1h0sAIqGbnGY0b1GcsbzluQT\/Q5JWuRLbgvcrNthMQCQsGhWEFWMGkRrMNi15qZgpjef7a8see\/IeP\/\/gP\/dx4+ej6d66u6FyxFAVLBZqS0BRH5i\/3zyy\/yKCIsJPx0XEOLe3yVGQ6+8PEryX7sg\/HRzZeeuW+fh0Lqeu2NGIgpWRTOeD9Puw4juM4zm2h0FxKDWoCKlYGrjSjuGJ15MTi5tIHHvsVzp58AVGCFBiBCEQM8xnLW45b0A88uRq6tdurRXpiouC7AJOEdHJgBGwSpJntwbsevvLAf\/1jf\/vsM0\/86tpsb3s1YImeGVUzjjIu5mcu9U4dv0iJxtFIJHrncQ45pmDaDq\/rVLYlaCJsbS9d\/uZ3H+w3tEkdoSxLYozXW9B9ODmO4ziO8xaTKINgqSERKQhIr8dqM5KN2UqPv\/vhPyo\/+O5\/x8ljG6CUUZDWJCcSXmffzq3ALegHHJ38r63d7gYifSfTu039Iz+A1aR0jWT0JPGO+7\/9+E997q9d+PhHvvScxtFGOTMe9nvNMLA1e+zYxcHS0XU0SR3HFD5GncNOayzPoSbtOBMDkkDKDijXNpZWnnv+TD\/KZEW0ECUS\/d7rOI7jOM5tRQw0RYTGjIiEHFM+FtFw7uTa+Wc\/9AucP\/0tygIaCHX2mhVAVd2ccBvorrdPFA8ogekaTUoioSjSxcJOL8EYcp14lwporDaRwhpLFKVGPvLEHzzWbP2N51denv\/eV779jv6w1pEWw\/tOn97WpcUaNStKIasTd3J3DilT6d0iaeLmntetUpbtKZbx8sri9uW14wvRqAgYNWZGm1bO772O4ziO49w2BNCYTQtGSWPJ4mhMMdu32Ucf+Orshx7\/t8z3rqJALagU2f4g0MjO7N91+luHW9APMEJeBQs2HXa+4277qsRxmrInvGCWndytB1SjyIBgosFQM2Z7o\/CRJ7\/03v\/mJ\/726NzJP1ipZGNcllcXT57aYH6uhkSuELW77rrjHDrshj92CONx\/9LzLy4zGs2HcaSiAIzURJTC772O4ziO49x2yrasOQSGlizWDUunTo+X3\/fOX+O+099iUBJFIFRAgAgaQbTVGM5bilvQDzK2swWFKLsHjQFBLIt3yetdbd44iWABJKTEES3bmHQ1qh6IGSfmN8589tlffdcrK6Nv\/\/qXfrR55crMwvLJr1OU65hJCNg4jqlC3\/uPcziZql+wu+RhymPCEDauzb34\/HdPFImqYUwVBoxiIllDIYX4wHEcx3Ec53ailkPtGhIWAjEZFQUXHnro68tPPP5FW5xdrwmIWPYK7HJZ9bJorDECgke6vnW4Bf1uYMrHZDomHWjzweUnTImIHefcugENRgJrGigKKIJtmcHJ5Wv3\/Zmf+bUTH\/vQX7eH7\/snnD35m\/QGQzQYqIXgQ9M5xCiTUgYFSgVtEpU27MMQrg0Xtl+5dF\/fCMYYVUiYRbBQ7FjQO6V+kNq9ri5MB8ccxvO\/k1Zn\/PzfPIf989\/v9qBfv1t1\/ukm22kO8\/jZr+t3K1qTNlBu6jyuvzbdc3a2zvM1mRoGAhIYl0HqhbnhkYcf+Be9dz70R6NQ0WBQy86btp1r0CS3ob\/VuAX9ICO7f+5ueFk266ueJuh1z0Goqu5pJloAGKgMwsCwZCwf377vT\/3kfzn1mU99dXjs6HZfg0HPkiVJjVko1fuOcygxgXEREYReMoIEEDCQWNcUEWFla\/HqV7729qVmLDMow3qTvvRk0yJNMuu+SJUctX6Q2lvBYT7\/O4G99L87gf0+\/8P8+e93eyew3\/0vkb+Hkr35dvo9HNbxs5\/Xb69tBFKbayqYTs4jCzohGSQ1ogCSdmLGLeXrZ2AEeszbejPiWjlIyx9+z7eOfOKJL3D8yJUhyhwVhQJNu+N+rtOcgCLrBectJAdEOgcXueGPLa++jV33HLvBiwBMUBAVZgqTc\/eMwonjY5mdNXo9A1ABLfdw3o5zwIkkxq2L1wyav8SKNswkJaOOgUtXFoqN4SkdjTEajIJoauSCaxLYGaUHrb1VHNbzvxPQG\/zs539z53DYrt9+t3cC+9n\/pi25nRX1zbZhavZ\/2MbPfl+\/vbbXexAor9YAr7b655+kLe26TWS2mk1prFKdWOL0U+\/51zx0\/x+gilLk\/XXHafNZdclw76RxeLfiFnTndRkMBjYzM5PIfUVSSmZmFkLwvuMcaiZfUpK\/GlMCs4QYwnBcbD3\/4nK9NVyKMZphIgiGiYggN\/KVcxzHcRzHeR3UdmTybtFsWOtVmwxUWku\/KUIipCzSa5KMgrLVK2zu\/KnnFt\/72L9h6fjlpqkJhQIh72QqmlV2\/+q8hfgiiPNa2Hg8TjFO6jUbkOq6JqXU\/e44hxSd+p\/8jZcgiBIkGMPh4OXvvnBfqps+lhAECdrWS6ctteY4juM4jvPm0LQ75jxNbdOElDc1KJISUEClLOe41Iyol+brU+979Fc5d+Y\/EASNQtHNbLpKUO2vnV4XXEC+1SguspzXoCxLrk8GV5allaX7tzuHm66KYZr6OjSLiGCIwMb20SsvvvhwmRKlBlFAVamJBli6YboZx3Ecx3Gc70+nmcN1MfnTCeG654kpwZTSsjjX7pUzs3bFGpt75\/3fOP3xZ\/4lJxcuEkCLil6XXLozmXd63fKvbkV\/67lR2ILjTBARRP5\/9u40SpIrO+z7\/94XkZlV1fsGoLHvwGCbGQxmgFmAwXAGsxCcEYdDjUUtln2so2N\/8NEnf9AH28c+Pse2bFo+skjRWqhDylp4JJESSYk0ORJFiYcUzUUixRlyFgy2Bhrd6LW6qjIz4t3rDxGRlVXdgNBVDWRV5\/3hJF7XlhGVkfUibtz37tv4FlGN+2YhQDeELLczupo71DiQUc6dO3zh9ZN3FGYU7X1QVyFjIs0fVdwcDSGEEMJV6wLlLpu9OTiHNqD29e9LiCsiGfUzwyGjA3vTsSce+xc88fBvsWcAXXX2duBsBdQCk9H0vr69CB7fXZFBD++Iu2Nmk2G57k7OscxCCNMlXZ3cjHMfj7U+fe7wyhtnjuo4I+Y4uY3dzVW7YWbR\/4YQQgjhnWtG8DX\/Tc9EN1l\/SFMPZ\/p72xnpSi2FnMPl+Acfffn4Rz7wKxxaPEMpkLSJ8Ku6fcam\/u3kar9NQkRw\/u6LmyDhbeWccXdEBFWdZNOvlFkPYd4I4Ou3q8WzgSEMR4PxuQuH6ovL+4pxBdQYRsapscnfE9H\/hhBCCOEqddPsYH3JOKbaJmNuaDdcHSWj1CijJOIH91Z3PvXBn+89fP+vUyZyEui101eLcvK8mU0B+nQb3jWRQQ9vK6X0loF4DHUP80yB2jILRR8E8rii6A+grmFULb3+7RduTmvjxQVRSpSS0ofjkS+kReoqe1toMYQQQgjhHVM21G6bcGnXOndrptw1oTtKiZFkheyXwMeLC37owXu\/c\/wjj\/8ix284uVKNZSyJ3IWFb5U6iMl575nIoIcQwhb1JOHeBNrN\/SoTEGFleHD55Kn397OVvWxoU1tVXExscuNbRaP7DSGEEMJV60L0dpnX6bnngGMUlGQya4y8EqWSgrWUZHWpJ7c+8YF\/w223\/gaFug\/6biRyt0r61BZk+knDeyYy6CGEsAUCFKJ4W4tBUhJydnDh\/IWjZ158+YF+bZTeBejNCdQFN4nRJyGEEELYum5Ztcmwdm+K1SaDAqHUpkTtEJNxqaz1EqN9Cz647fi3b3\/6yV\/mluOnkIJE2Q6FV3Jbqr2tfbuxansE6e+ZyKCHEMIWCWB1OztLFcwAT5w5c+Ds668f72ejYP3k5mycHxZCCCGEcDUMmSzU6pu+ot4F1trUjmoWWWOoznkyxbFDwzue\/OD\/ywP3\/goLPYdEqqFAcZycZDLnPMGGaxhg4+T38K6JDHoIIWyDTNYfwcHAvHf+jdPHR+eXD\/YyVmIuOI67CT418zz63hBCCCFctW5VV5ha97zLoNOM3KvqEUIhOljwZcyWC\/M9d97y7ds\/8eQvcOzQGxQq1NCzgrJdJb2WRNXObi9olmmTbkNtkfe4eHn3RQY9hBC2yttiic3ZSkBgbXXP6VdffYjxuCjMtQBpz2fisqG\/jb43hBBCCFvigG0qFSfYZA56xchdBVNhVbIu3nBUbn\/soV\/jofv\/NYOCrDiiQIIMiuAo1fQGMs04eln\/pxFB+rstMughhLANZSrwSS9qwqVLB1979cQDyds7z83ps6t9OrUqW\/S9IYQQQrh6TXC+UTOLvHkkxB0XVWXsWbwouevhh\/7wyEee+CUOHzhPCePuidrFzrVpqLtn7jbi6x\/Ghct7IzLoIYSwRe5AgpoapIa6Sly8eDC\/cerGhXEN0K47KjhJxFUKA\/Wmqntzj7txte21Muvtz9q8\/\/6zMp3z6YZPXk0rcZW4I2z172e7bbg+xPHfuiZ4U0yMLADWLLE29TVIeK9gTRxbHKwef98Dv8QjD\/4LFnpU2ai9q6EDZJtML09MDffbFCVG0PjeKIibISGEcNUcqLy58UxSSkYCdeL0mwfW\/sMfHryRhIgx9NIzKlnwfu4y6m1VdxQXsKb2+1W1cPkaqFerq\/46q+3P2rz\/\/rOmNK\/lVtowe9v5+9luC\/E+2O2i\/926JvRuXoGVBFmNnhnJjZImiK7VZc3EK892zrLc9vAjXz\/2iY\/9AvuXzjMoKZM2z9BFgs1asSwAIM3XpP16a7pYXATq766CWHY+hBC2RFNz01nIDtlZXV3gjdMHe5dWlvqj5s50hUqtCXWTsgsy6HLnzQmxG\/Z+te12eu7pTMQstj9r8\/777xS6xTbM1rX4+9luG39\/u1f0v9fG5iJx019as1p0cQ8X1XXhphvG9z395L\/hnrt+lcU+pKYnTXBZp1pMfxDZ85mJOeghhLANAuQmjw6XVnsrr7x642htuGDWfM4FV59M3Yr+NoQQQghbloExRoWRHAoDUGqFCnyMSgYoCjnnVb3vgTt\/++Ann\/xn3LB\/BTesquJqZIeLDHoIIWyDuKPNSmqJtdG+N1555QGvqoFS4gLizU3nrngLtHVXYqmSEEIIIVylroqNCSRrAzkBF6USwJWy6HMOww7uvXjbRz\/wSzxw26\/SN5ASjYuPHS8y6CGEsA2FCD0UzJzVtX2nT7x+e4m66mWDcTf0tVcYkhZCCCGE8LZcoFLI0k4Tz4q4Yii1qIyTYv3SLiH1TR946Pdv++zT\/5xDg9ElH0FRQCr+o9sIsxVV3EMIYYvMoVAoHSWTuHCxf\/6112\/ppQJtu1afVFdVaSqkaps9j9m0IYQQQrhajouBWDOKD0im4IUbBbUkztW12uG9w\/s++dS\/5n13\/391oVzSqLK5W0QGPYQQtsibc51ozsZwJJw6e\/jCa6eOlYZ7XdGWwnHAdVNtG5PIoocQQgjh6iVnw1B1cUguop7IUrDaL6tbH3\/\/b9z09FM\/Q7+wi2SK\/mJb4j0WrNvpIoMeQghbJY5gUNfO8krfzl24aXTu\/MGUs7pZM0cMpB2FJu2Na3fRCM5DCCGEcNXEoTAnuTdLz4Er4skVUCpNFDceO3PbUx\/6RR6493ezGiPPlJS40wz9CztaZNBDCGGLRNooO\/Xg0nDhu7\/\/9ccODRZF63oyxJ02g94lzAXE2LjMTAghhBDCO5GAwo0FKSh6JRkkY2LgLkUe9Xr1HU9+6N\/ve\/bjP08v+Wptsl+W6KOsrKzGMPddIKq4hxDCFimAG5gJq8P9a6fevDcNa0oXyiRkzF1UxC4\/H7Z3vZt1SEMIIYQQ3oEmT254HjPM7kii8L6MMOqiTAs333Ty1o996Kc5fuwbFAXJxftok5XVMgL0XSAy6CGEsB3ukA0uLh948+UTN+t4TIGTmgHtkxug0s5DV3CP+echhBBC2CJFcIyKCksi0i9ZAamP7Fs5\/sSjv9j7xJP\/mP1LoColBakWJENZltRE8LfTxRz0EELYMgPPUFUDzpw9vHzy1JF+DaUo6pPz36SPbeaii7Rz00MIIYQQrpLRTpnzAhERYYizUiYG9976xh2f\/eRPc8sNpykTkLyUEiqHGlI5630P70Rk0EMIYWuawNscqlyunDh5W14Z7huoUrjgZrjgJtZl0CeRepNBj0JxIYQQQrg6GVgjY6oyoIQalnNFfXT\/eO+HHvo1nn78aywoK3ksnmmH7Okk4osEwc4XGfQQQtiSttSbGYxGB0688MJjPaPfl4QC2SuaxdQmfWz0tSGEEELYFhNYo63MLoq4UfeTHX3k\/m\/f8LEP\/A1u2HepKsCKwkW1uVxpY3QjMrO7QWTQQwhhOzwLw9Gel77zwn0lKqUowuSWdbsGuqNYW6KlEXewQwghhHC1TKAqYc3HiLuXJPYcO3zuwac\/8tP7PvqBX617KmuoJB2sR+SpeUTQtztEBj2EELamqftmWVmtltZeefPWhSyeaqFGqNracIp1i7F5xprA3IXkgmzzTDm9XNvVtu1uzNx29n87povYdsfhalrx7b3+221hZxy\/7ZrV8b9WdvP7d6fYrfu\/3f53O3b78d\/t+w\/b7\/9NbP0x9XzNoxl8Z1d+OKgPUh\/HGYmytqc0ufXYq\/s+9NBPcWQvb+YVN7R5lTKwWq1n0debsINFBj2EELbEMGpjNFJefP0oL54+unct0afHEGEo6iZ4MjxRA5kxUAHJlCIrus0Iq6sGb2ytnbWt7ve1WkdeaS70ttJ2tvP6b7fd7WZ9\/Ldr1vu\/nffvTlhlqQu0duv+b6f\/jeO\/+\/d\/e+df2xigq02ez0VwFJcEkkBKnAKTgkyiIoGp9IYVN+47wvmlxAtLduberzz3Mzz16O\/ZeMSBtJcBiR40mfOlcrKma0Es77obRAY9hBC2SMgg9Hjl5O2Dtby\/Z65Ck0G3ohBApL0XDmB4cxPblXQNb412wdrVtrN0pUzw1bTX6nfQLbbTtvr6b7fdzXbK8d+qnbL\/1+L9OyvTgdZu3P9OHP+t2+37D9vrv00Nkyab7mIbvtZcIkz9xr7xVSgoWV4dc74vowc+88y\/P\/jkB\/4mPUUXFhEEZSoQ3\/R+i+Bv54sMegghbIEAbhXA4hvf\/uZjbrUAdKurJVGfWmptkjVx2ZkXGSGEEEJ4bwigpqiDOnTLr7o4SDOYPbmhnkkYipFwEiYODFOyk3mEHjp46rHnnvu73HPvK1QmoJLdJiMONkd5Trud9\/j3DVenoL3OnPWOhBDC7uIUOcO43vvyt799rzo02XPD8XbNc0Xc3GkWQF\/vaJvZYXEHO4QQQpg32lwQiG0MwMQwVxKOeBNdd1lwacbtuKIyUmFlULDW79cPfPiJr\/PYo\/+QVIDVON3VyCbtJyI43x0K4jiFEMLVc0QN5dyF\/W++dvKmvgLuuGea9UYdcSYz5qY72kmkHhF6CCGEMFe6ufTWjqfLuj70XbBJZKZoWy6uqUrb5NaNOilnysSeh+57+f4vPf\/j3HTjMklhsNeNRJJ2nN7mCE+6Txkxlm9ni2kIIYSwFYaTpeTlV\/ePLlzYW7Rn14yREMigjqg3J8RuWBl0J9udUOYqhBBCCO81gctq0UyuCqTLc68Pb5f1H\/RxkWxt\/9Klm558\/Fd56iP\/lF7ZRPgpMXIwv0L43UX6WFx97AIxBz2EEK5Oc550YFiVb37rhWO+NtyHT2rzetIEbS2g7oemK293xZF2wlIxIYQQQnhvafvfpIisWBuYG+LdnHOjWSfN3DExcWrFVkvlyGMPv3Tfpz\/1N9i7OCQJ9PtklDq\/9YXF9PzzCNJ3tsighxDCVrg5w2px5bU3bk9VvaCWcXcMQ1URR8QRmboX3lTv9ab4S\/MkM\/0VQgghhPDe2hB8+aZctzShs0wtyGcoNTBKylqBLvdk5Y6nnvjZ4skP\/xq9ElTxsmCtNlJKJNmUALisOnzY6SKDHkIIb8HMyLkJvIEmADdrPjaEtXH\/5d\/7Dw\/tSYU6Fa5OIT3qukYdV1dvarQ2FVqzrM\/8EmIGWAghhDCfrlDIjaaiuwJD1rjxyI2c5ZynXl\/6Bw9wql7hXGH2wNNP\/eY9\/8lX\/m+sai4mFntUQFEoxfSTRoS3a0UV9xBCeAuqVw6h3V3EEM4vL9Vnz7\/P14YUNAG9CJJSImeTzedJk\/U5ZzF0KYQQQphnUyGY6yR7DnCgOMBLb77CkXQT58dDVovMaGmBPbffvPy+z37P32HP4kss9sUL9czGQO6K1xey8WuRINjZIoMeQgjvgLt3mXQRESfXiTdOHV577dRxhkMpUYxM7eaq6oJ6M79M3VFctB3iDoJvquseQgghhHmyPvWt+Vi9GZouDv2iz0Uuebm0JKsKb1rm0p7FfNcnP\/7LPPPRf8JSH0rF9Arzya9Qvb3TzX0PO1vMQQ8hhHegG+auqogImCdefe3W6uyFw0Vt2k9F8324iIiAS1s0ta2bum5q2ZQQQgghzJErrkXezT1vh7ivDFf8MMc4u7oCS3tYXeiN+3fc8p3bn\/\/8D3P44DmSigverRLjrE+dS5PnJFLlXamOkgAAIABJREFUu1QcthBCeAtmzQmzm3u+QW295RdfeUjXhr2FpG1G3HGaeeuwMQCfLuneVXEPIYQQwvxZLwG3TtqV0QX1EZUsLuyTS3XtyzjV\/v3VY59\/7u\/ygYd\/nRJFHW8Lv4s54r5+818mT3hZNiCSA7tDDHEPIYS3MF0gDmgy57TZ9PFw6fUXvnt\/35ylso\/l3GTXEa9z7UUziMyVZgG2EEIIIYSO4+3wdmuKwzXD212AHgMurQ2Roi+ronbD\/fe+fPf3f\/Hvs7cv7Bk0K8mY42Ykh2SQvFkhRuDyKFzWE+oxfHrni2MUQghvQ0Q2BuZAVVWJ1bV9r7740i2lO70iUbHWfG9SqakpUuHT97JNmgc0d8klViENIYQQ5tJbZUfbGeJSUlBRY6p+6Objq598\/gt\/i1tv\/g4qeEqGCopTCCSBQmhG8nnGPQNdep2NGXSPwG83iAx6CCFMekHD20ez8qhMvmwqzW1tN3rDobI8PLRy8swNfUsUoozIBriIuGEiKZFBcvvs6k0Fd3HINI9Ot17pbmolzhzXzFaPw242PcVjN77\/dvv+b9du\/\/23u\/\/bbWf9+8+7WR\/\/jrXXGMmUwqDIiqCSKRiSXRb3+Cmv1w4\/dN+v97\/0+b9NQabf9xpAC1BtHiKgflky4YoiOt8VIoMeQphbG09hTWCeyVj771QUWO2MAdckozwGy07Wkt\/\/xuF0duXAgvRYvnCJJfZJzi5WuywwYDgeSY1T4+Lt8mpFbjrdCmXUzlrvCsLstjbm0G9fd6G+1eOw2+32999u3\/\/t2u2\/f\/Sf822Wxx8gaaKmRlxYSH0GpvRQFwpGQO4v+bdWz8jgwbtWHvkLf\/4vc7j\/pu\/tOZ4oV9sReBsiuOadJZJQLYh32u4WGfQQwlxyNlVS9S4sN3yyLimTLHoGUiFgNdQ2WHnhldv6mYVkG06CPv2UWfAszcfiUxl0gbpbVoXd2Ybtm37nbOX1v16C9K20O8Vu3\/\/t2u2\/f\/Sf822Wx7\/CgIQ4eNWkBrz9rkzirNVS3nS8euyLn\/kFbtz\/KyyUrGEgCr1e8ySxJMx1S4nDGkIIV1bXkx5SQQqSkE0wet\/8xtc\/CBTtd3ah0uZTZZw6QwghhLDB2DLgKE4me436GJUM1Knw8yVy7PGHvnn8K8\/\/FY4cWKOG\/shZHY3Ixfra6eH6FBn0EEKYMn2H28wm4bVjJNxxh7W1PSdeePF94pPgu2unM+i+6eMQQgghzLlm2VUDVbpBdqnsSy5KVnEuJSfdedPwrk9\/7Me56\/jvstADU5IrdakM2VjHJlx\/IoMeQphb3TD3biG0jcMPFUm6HqB3i6W5JE6dPrRy5uzx5JamfuCtsuXRx4YQQghhImlCVajIbggpJUbZOM\/YLi6VcsdnPvaLRz73yX\/AINUU6lQZtEcqSsZcvoZ6uL5EBj2EEFpNhL1+31K0GcFu7VIm1DVkV7717VsYDg+rb+g\/r5Qtj+A8hBBCCBPiUJSKJqhxMo5lWPUxw8FCteehe7\/54POf\/kvcfvz1XI1AEk3V9ubnc4Ru172C5gIyjnQIYe40JVrexiR77pSiUFWQKV\/9g68\/2hvXi+pX+u63\/DiEEEIIAanNUSE3Zd\/Qull2beme23oP\/rHP\/gQffPi36SdP9WIznn1QTK4qBsjbX7uEXS8y6CGEueab\/tHkz9v62u3JUCwjGOQM2ZbOfvfl95XjLMlNNj3V5jnoIYQQQggTipFzjVl7DaEFOSVyb4GlB+7++rHnnv2H7Fkan7uw7GiPalSRFUYCeZwZECsCXO8igx5CCFOmI+5cG6lQVBWwpuDqyuqeN198+ZY0GpMQRC77Ub\/CU4UQQgghYILjzbzzfhaGVpsPSu8dP7b2+Je\/9\/\/gjptfRJId2H8YaqFcWGDc\/uy+MjXD\/2KNmOtaZNBDCHNpwxroMJX7lsmd6ZRUEPBsXUU54c3TB+zixcP9bLRD3DdXbQ8hhBBCuDJXkV4hK+MRZerZ0p6D\/nJeHT7+g9\/3c\/LhD\/4T+uUIkogrl2UB4kpjLkQV9xDC3JpUce8+2HzSUxwQM+u+scd3XzowOnNu72J2krURfUOIe9ohhBBCeGvuglUONZC0lAu5ToP33\/\/q0pc\/979z45GziIKrYwIKrlACvQjO50ZBHOoQwlwzkKkFSxwQbUaQ5aZ46vr3SXH2hRduzxeW9\/RdUZn8xGYRpIcQQgjhSsTM6Q+WWBWVi0u9C5\/8L\/7kX+aum75BqY4kaKenmzQXGckBa69XBJoQLlyvIoMeQphbhm0a5r6xO6xrAxBNCA5k67\/2wktPFVXd77ujTVwvV3iEEEIIIXQmhWTFhZ6UjBzeXFDu\/9Knf2Hwpef+CYvFak7qXuiGqwmFJjjHQL1Zp01iJfTrWcxBDyGEaa7r1d5EMINC2iJxy8t7Trz04v1LqZBEpsmzXzYHPfrUEEIIIWwmgCpIqoWV0Ri588bX7\/xzf+JH2dN7Y7VU6pQYAZaa75Y2Hm9+2nFq8ubkQrjuRAY9hBDeYmG0shRy9qaKu6OcPbt08pUTxwdFT2V99vrmOeghhBBCCJ0NVxcCnsh+9Mbjaw9\/6bkf5qHbfyd7ZZ5Kr4EhsKZQpTZRngE1UGuD8zabHq5bkUEPIcyt5ga1TQ1Ob9c\/b4mAWU3GHDfhzYu3+xvnDi1Iwi4vLzeT7Lnt0hYum1Fw1aYvUbay\/Vnb7v5v9\/W7Fmb5\/rkWZv13EO3ubHeKWb8O8\/r6ASQMwTAxajXGCrWCtRcU0raGkEUky2RQuleifra\/uHboqQ\/93A1f+f6fwn05LS5JQUmmKQjnm7aHKI4CRbvWTKyEfj2LDHoIYS4pRoGRmuVIIWkboG9cyDz1hTEVeO6d\/eVff+SeamFfvbKWmp\/W7ttmMgfdaIK03dpul8vWt78TLhS3s\/87JTif1fvnWhy\/Wb\/\/o9297U7oP3bC6zCvr59glNQUjKlTzVpprJawVgi1NkF0X5fIKKvUvrj\/gI+TcIEV9i7t4VVf1ZVPPPbyrX\/+T\/2f3HzLa+iiMBbvm9Mf1\/SBAU0SgaL9hytCoqAkUU4tCBuuR1HFPYQwlwSa4JzmhKvoFSNrdcMlQ7ZBPnH6gcWVWhPCVAVVb59uui9918On6QucLljbbe21suXt75Cz36xfv63YCe+\/7Ry\/nbD\/0e7udpb9x\/Xw\/t3Vr59vfpbm8+60WW6ltpo+Jao9zl1cFlOhSIu8tnJByhtvOHvnFz71V3nwrj+gLDPDNYemMFxP1i8orNuUtPPQfVNQvgPOBeHdERn0EMIce+vurzsNqkBhWVlb2\/vaqyfuqKpKBEHWf1SmWiH61BBCCOG6lQWqdhRdMqWXoZ+hMBBqMjWCe6b2viTEMkXqMer1\/M2ecvcnP\/a1ez759M9y9PB5BEccCoXp6jZhrsUc9BDCnBM2z+USn\/6qMHCFsxcOnT11+ian7r70FqXlok8NIYQQrleOUolSSYG4UmalXxs9cxQHyRRJGbEiOY9kKS0ydDhrtRx6\/JFX7vry83+Dm298pbml79AroUigkN3Ibm8dqMcVxlyIDHoIIVyZ5FyBG5j0OfHGkeHFiwek7TLdfTpzHkIIIYQ54AKVJmpJqCulQ8+hsBqhBqkZ5zX6FAiZlAo7Mx6aHT586ZGvfPH\/4sOP\/SaDwvAMVkOvWL+SiCx6IDLoIYS5pZserake0d3BcMY5nf7md+\/XUb2QEEQEE9wlsuchhBDCXHHBaKqqN\/Xadb3wrDePEZdkb28PiR7LuaZaWFq74+NP\/uyez376H7F\/8TyDJmNOUkjNrPM610hKqOhsloUJO0bB5cWNQghhfk1mkZuIOpjBWl2e+sa3Hk+W+05uvkHk8vA8sukhhBDCdU+9QBycmua6oLkAKNwALFGIucuaGBf7pdzx0Q+8+MEvP\/9j3HrjCwxUSOq4gzbF4Wo3skDRBudhvkUGPYQwx95+LVERHDNYHe9deeWNu8vacAzDEZHNa5+\/1Zz0EEIIIVxHkoG6kFEyQoZuSRdPIIvlHjlTLfOGj1g9uHjmnk99\/Mf42BO\/A+a513dXYWwZtL3Xr0qRChzIvh7wXybSAHMh5qCHEOaXv0UH6M06pyrA6poyzHtO\/cE3j40vrhT7l\/aiClWuN1dtjznpIYQQwnVOgKWyT2bMiJoqCUOcMeYFBY7IajVmLSVGR\/f5fZ\/\/5L\/Y9\/ynf45De5frwYAxYCKUvd5kOTVhfVBekhQXEnMu1kEPIYTNpFl91MmIivPKydv7l4ZH+iJYVeMquLs7k4rv3VShOKeGEEII1zFxGFdrJARJipeCo56zM8alArzf54yP2P\/Ifd++67lP\/Dg3H\/4uCjmlyfDlKxWDu9JFRGTS50\/MQQ8hzLcrhtUGGNkqCtWCr3\/zIb2wsm8plWlcjUi9RHbpSq12\/WecLkMIIYQ54FSUJCpVassYimqiMhiJ+6V+snTjLWfv+dwnf1Sf\/eivsXeBsTtFWn+OzRPs7AqfiwuL+RRz0EMIYQObtKoC+GD5G390X291LANVste0C6w52HT\/GX1pCCGEcN1zBCElhboij8ckE0FVRmXByp4lLuxbvHT3c8\/+9PHPPPsz7B0sZ8lor0dyqFYrujh9em6cbvo4gvP5FXPQQwjz6y3XMWk+qahQ5cWT33rx+GIWKV1wMmY1uQnTp\/vP6EtDCCGE65wL1JLxZKhX9DBflJ67Jc65c36xb\/s+9Ojv3fu9n\/5J7r\/ju4ZJJdJcJDj021b+I+2Gh2x6hOtaZNBDCOGKmmHunD+3dO7Ea0cXSUJdUZC8dsOaKejRf4YQQghzxMUY+pCaMQXGHkqWUk\/MYFT20FtvfOnhL37ux\/XR+3+HQSGrpaCpbIavr42QXvn2a8DElcXciwx6CCGwuVhLN7nci\/HJNw6tnD1\/YEGUbGMKLcTdEZG4lx1CCCHMGRNjnIwqZRLZB5j0KqdAOXjrzeOHnv3E144889Ff5OCe1VoSqgNXFK8zFMWVA\/B3GJxHZmA+RAY9hDC\/2vA6GSQHV3BF2jItLqNxqk+\/eU+9culgIciYMSklTwYF6+ugt5XcuZpWttnzTheS2cr2r6VZb38WrsXrv912lmb9+++E1+BamfXxn9X7dze\/\/2dt1n9\/221nfQy710+8Ofcnh8KhcCG1D\/HNY8qnH0oqE6pKxmRI5WuYDwcD23vfnb9156ef+Xvccuy1C6WwinpGWRut0VxeJBiNLt+pWKg1TIkMeghhLjkwlmYuGRmoYRVYRqhxoQbG9F\/7zd\/9YM\/qxUt2iUFvidVqKIUntEbUVMQRpTnRX027uVLrVmxlu9PtdnUXWrPa\/qxt9\/Wf9fHbrln+\/tfi72fWZv33s93tz7qdd7N+\/Xf7329CKBEKhP7kofRRCpREgXiBo5NHdxdfXbFh5Xlce6GLrFH661LXg4fufPHu7\/3U3+bDj\/563UuMiz0MUWpgob8Aos3FR7\/\/znbyCuP0YtjefIh10EMIc8mw9c7PFGQSpwuI4y5cGvark2fullwnx6jzmCQJXCgpnKnzpF5le61c7Xanty9OV5F+W9ue1fZ3gq2+\/tttYWe8frP8\/Xe7Wf\/9bGf7s25hZ7z\/Z23Wx+F6+Pvt3kLa7l2e2ktvv7K+\/Jl1BdxskPqatOBi5axq0r3333Hunuee\/keLT7z\/Z1nsD0coGUjtQ7qNRZn28A7EOughhLnUnGy9LY7a\/L8AJmdMBy6sDE6\/fOKm7C6OMs4j+uUiucqghWB5JvseQgghhK3LNKf5LvjuzuaOYd3XBUwmXwAxcFwcKbTvlbucpzY7uH\/tzg8\/9q+Xnnvm73LP7SdRkQL1RZrgvGhbYCpaD+GtRQY9hDCntBnM7rRj76ZOoOC4CW+eO3Lx9dNH9yiJIpHrTKHJa+ru++I0G0IIIewiRhN8d0F5N\/R+\/WvWDGnHUG9amfo+Q0SlYNUqrw\/t9xs+9Ogf3vzJj\/wkD971+\/QUr0beKwoK1of2Nxtqg342XG+EcJnIoIcQ5lazUprQ1nxpM+i5eWRLvHzirnxh+bCqJkpBa\/HkiOOYGbred0agHkIIIewSDpg04TYC6lNruUiTR1cc3BC8C84dcBeRUS2M+gvsffCBs\/d+32f+Oc98+F+yv58pRET6jjUFaCdrmLdT2Kv2U21eIIQrUiI4DyHMKRVBRCA1p8kElOaIGVRVefab33msN64XzWrJCokkZuaKek12e\/unDyGEEMKOpO0yLG02XSGrY+LtsPd2BrpvCM4F0Czqywa9m48Pb3nqia8tffTDf4+bj56r+yKrniEVk3v9GJN1XLt4HTYv7RrCRsWsdyCEEGZBaKq4CoILSDuWSC3jXkNliyf\/6IX7lky1rmqyKoUU5LompYKcq270UdwEDyGEEHaZ6SHEJo62HyjWrHLAZCi6e1sszgVGSYVDh\/JtTz75W7d9z9M\/xl03fz33CrmIe1mm5sJgeoL7VEG45vlsUpQuhCuJERYhhLkl7bizyV3tpjKMS52Fqt578cTrtywaanlMzhlVpSaLquJ04+NjFFIIIYSwWyig3gxBTwbiTXAuGIqhDoUbpXdT2dSzIFUSHyXxlVJZuPuOP7rjmSf\/Gh95\/N+wZ4HzZKCHkqjrNj\/eBeZpfcWBhE3mF4fwVmKIewhhbglKVVc4UNcm5AyqUFvitTeOrpw8fdTXhjrQspmSpuIGvlYNpSn\/Ev1nCCGEsNt0y5+pQ+oeBoVB6dYOMTYERFNijHM+j2Q06Nvinbe8+uSf+spP8MGH\/yn9VJMShrjhTfDt2kRYbQl31+mCdNos7RpXD+FtRAY9hDDXVNs1TgsFz83KazWFv\/zq\/cWoOlDUmcIM8SxGFgcRBCWhzcD46ENDCCGEXaIbO5faQnCCoW4k7z4HNSNfSku+ysjP5VVNBw+y1h+wsnfh4n3PPvMzfOihn+SWY5colRohOfQRSSBFt5Raaua2V6yPdp\/MSw\/hbcQyayGEuZXdQLWp5i6C482a6Nn7r33jm4\/KeLyQ6poSI1kiJ9xESF5QiGJuUcU9hBBC2GVkqu3mnrfF1tt54krO7kJfcir8tFWs7tuz8sCHn\/i1Q89\/9q\/z4N2vsVA232yZJSlI4MXUE2WgZlPV9oi6wjsQGfQQwtxydwQh5wwgdVPVRahy8ea3v3uPjMelmNNDEHPJuJiKSJM5hw2lX0IIIYSwGzjNgLmuzLq0mfNmTB2+yB6\/wIoO9hwUPbDfX1xdyXseuOc7D3\/1+3+Mh+\/5fQYinozaagpN9EkUzZNibmQ2rsOauo3GVUN4ByKDHkKYW9LdJ8+OFngtBi7OxbUDK6+dvpVxrUJuZ5u7D3GxJC5ZRJEYpRZCCCHsMk1Y7uv\/liaLbs3q565AFpXaC1+pxvJGUlm65\/Yzj33xC\/+Yp5\/8Gvv7UDprNqZ0WZ9TLoA4ouvXBwVtNrQN3jdXdQ\/hSiKDHkKYSw50q5wkVQTEkgAGJ9+4ZXjm3DHLdSFAD0FBMk5WEBHEXaLzDCGEEHYfB7IYWQ0XMLHJ5w1l2YeyuHCAU6NLrJTF+Jkf+P5\/dtMXP\/c3Obi4xkAZa\/JUlJRFAW5gDlaDSFsQrsnKJweZmneeFWqJ7Gh4e5FBDyHMvbJI1HWNFApYsldOPDg6v7x\/yVwEp6BZVs1wDMfdp5dZCyGEEMIu0axn3gXmzee0uT\/v6k2yu8axpLJ06Fh9z9NP\/drN3\/u5H+amYydGXkkuFh2Moguh3JpoKgkZmxSES2gzCd1orhaKpmBcBgZM1lgP4TKRQQ8hzCWhWVZFu7vaXiMguPeHr71xb7qw2kvZQRKOkhFJhiQDxLDJqqazZVtsp4lffStxaxe4Nq\/\/rBi7e\/+3Q6f+vZX3\/3bb+PtpzKr\/2m4bx2+2DMjSPLr3hFzh0X3v5ocLuGg7tF2bQe2u7qJUooxF3fp76teqFTvwyH1\/8NAPft\/\/xr23fx2tGRfJHRjVa01RWQBRSEpXnmZs4\/Xg6grvlR1x8RB2tMighxDmU1cbpgIGkMpCRgytP1pZOvu7f3DLzXWRxp7I4r6MCSRfNMXb2+01js64++wuNMyvvu2IN8GKXWUbtv\/6z\/p17G4x7db9366tvO+vVRtm23\/F8dvdXKDupqi1N9qbAm\/rjCZT3QTj64G8Tp5DybliQQaI4BfskpT0KfcscXZtVayv+M03v3TfH\/\/s3+ILH\/0a\/dpWU8Geok9dZRbLpWYrMvWk0vxzSQfrWyumdkqg3LQfIVxJQfPWiiA9hDBf2gBd2jFmNWYJEsuX9vvZC0fLlWEyAxeVrKCOFKYI7fwxme3F2nQmqQu0rrZNUz2\/XmU7767F679Tzry7ff+342rf99eqnXez7r\/i+O1+tul90HVLyuXvryuOvDCnr33KonSy+YCe1CirlTEc9L0+uu\/c4z\/4fT+17zMf+zssSDVUkZR6LkApqS0Kpxs3zhWy45veNDGsPbwTynVxig0hhC1oVlkTMyDXlKCcOXf47JtnDo3Go\/a0bk63Isv6I4QQQggzkqypvN5NN+hOzl09tu7RjbLoHt0UhewV7sbqeMjYsizKooOwOq682rt47vZPfeJrN3z1i3+N4zeeo8oMvOd9h3GVycXUjcoQ3gUxBz2EMJ+asUMO4J5RcxIUF187dfjCufP7bHJ\/\/i2ntoUQQgjhPdYF3WkqQO+GtHcBum\/+fmseySF5U+DNfGxrrHotTur1pSaZ7d8\/PPaBx77x0J\/+6l\/ituMvUSahcseAGqp61FZpD+HdE3PQQwjzqwm3BfBScGorzr1y4vbx6tpiItGckSerm4YQQghhxpT1Aq+dLpjZPLy9C+C7jGQ3BL4ocXPE64S52\/nxSC8WRXX0g4+8+uif+uM\/yvvf9+8ZJPXR2KQswRQUFhb6jKnZOLk8hGsrMughhPnV9oAqLiJJWBnb+e+eeMRH1ZLqZOKYXP5DIYQQQpgFoZnLndhYrT1LE0ebbhyCru33rgfp5uNqZKLQK3tyycf+uq+N\/c7jq7c998xP8tnv+cf0S6\/cTRb3OP1FqEegoDjj0SrXz5oWYSeKOeghhPml4FWFKI658+b5xeWXT9zuVVUauRvP3vWRk74yltgJIYQQZmd6Xjk0Qfn00mtdgD6diezqDAJksrq7m7sNVSXde3t+31e\/96cPfN+zP8JSuUbGk\/SbiXAKVZkmSfOFVEZ2M7yrIoMeQphrteWmWFwmcX5tf33q\/DGpcs9scnd86ty+sZZvU9M9bnKGEEII75XLgvP2kbWp7p71yvnttpCcG8qgWBBPiZVC8trhPXb4Y+\/\/peN\/5iv\/PffcevbCaEXoF66A1+AO3u+xQs2oGlMW5RWePYRrJzLoIYT51MbWWirgjpnzR9+5e\/z66RsWVMXX68A64CZvWcU9bnKGEEII76Hpiq3dWufdo5NEUYRMpsbcVb0WkSE1bsly0dMXqxU5+OSjv\/H4X\/yv\/yJ3HD5xevU8g\/17vas0J+2dgBqAHkXZe49\/0zCPYh30EML8UgGzdm0WT2snTj\/cv1TtL6yrHQdcFoB3g+Qmq61GEbkQQghhhmxqPpoAi4MBo9UVxtT06LkWJZVnhmQhlWTHT66sVfd976d\/7wP\/1X\/+33Bs3zdzWfjSgSNu3ZN0a6x7e7kAkwruMQQ5vJsigx5CmFuTW+SewW1w9lsv3tNbGfbUMnp5LTi3dqTbps\/HOTqEEEJ4D3XD2br55huKwjmsrF6ipGCvLnmhBcN6LCtWyagUqoUeb2Zn6YH7vvXon\/iB\/5Gnn\/gt37dQX\/TKE2Cjer3ke3st0Ad6gKPUKBYFY8O7KG4AhRDmVDOE3QVHRFgdLZ178cTxcq0u1ECk6RqnCsJtWAc9Os4QQghhdrr1zqfnmwvNedupKTVRaGJsFSMMFvvUg8JP5mH2u245+cyf+7M\/nJ79+C8zKG0sPelLH6krFnsFrpBTO1gOEOtqxCkewXl4l0UGPYQwlxzIOCLenM3PnT04OnXmhsHYU3Jwd1ffMOf8reaghxBCCOE90lWI2ZBBb78m3gQ3h8r9jG3o5+vzYiC9hQHjBJc0s7xv4eTDf\/IHflx\/8Es\/xaGDa5dWRl6g3kfw0QihGcpesz6kvRvfPj33PYR3S2TQQwjzqun7VBzzon71taP54ur+ssqinnH37nu6xVomGfS4dx5CCCHMzuSO+aYoRh20qe\/qNWPvUbJ\/\/wGGnnnl4klLexeXP\/J9n\/3FW\/\/0D\/4VjuxfoSh9z9IBTzmRDPq9AsSwNi8\/WbKtfZQ0mfS4DgjvpoLIBoUQ5pjgUI\/llZdfvIfRaG9ywzFEtOsduyJwvuHHQgghhDAzXfBs7Rm5G96uwDCvUFLIYrHkGZfV8ZClxf3LH\/r4U79y9M\/+0A9zz41n3sA5NlIXaSvAUcGgYESFkBAMbeeba2qeWzIkiBRneFfF2yuEMLesyYYLKzX1q29+QKpqX6ZCcUR9KnOuOComItb2memKq6zuLt0wQbbQzrvp7ElXp+BqWolb48Ds339b3f6sW7g8czhvttN\/XYvXfyeY1\/1vsueCIqgJyZrMeduvuoFB8sRAztdD+faFk7a2tDi+73ue\/cbRLz3\/v\/DgvX+0KmIiySgE1sbNE6cSBIQ0qQ\/X\/Zllpv7mov8O77KYgx5CmEsGYoizlp1z1d7iO6\/fXl9a7g8Z0u\/1Gdej5j68F44nTMQrVWrFE5kCb7Lvu1hX+XaShbiKdqdd6M2Csp6tudo2hkdu7X13Ld9\/29n+Tmjn3Xb6r+22O6H\/m+f9B2GxvwdHKYAFT6Q6Q10hBVQJKlFZJttIB+6Lx\/L+xz747ff92f\/sL\/G5z\/w7ysJ6FL4fkALY22tKtBdN71yipPbR\/NdkzQXY+EEI745YBz2EMLcMmjP+mUsHOX3+qOS6JwjuGW3mnNOMfVMcxBXUkGb1lWboW37bLewO3cX+1bZx5lgPtK+2nXdXygS\/l++\/a7H9WbcQ5YHNAAAgAElEQVShMbPXf4b936z\/frZru\/tvDsujNRyjJKFJ6ecCE3N1tTEuOYlYr++nqpz3PnD3xY\/9mR\/6q3zo\/f+MUkf1wn5PdFXZacesd\/TtY+\/4+wvvgZiDHkKYW04NqnDqjTvPv3nmhpwziURd1xRa+BXSDHFqDiGEEGbIBSqvSZSME7jVmNdeuKBWq+K2iubVBUnFPbevPPDl535cv\/Sp\/4c9C0M8S9FVlglhh4o56CGEuaRAYQ7uidfeePTCmTcPYJmkQnZHJAmotHPaRLzrKzevuhpCCCGE94oDrgn6ibFm1mzsgnjRzEuXRE9XVH10dN\/o0a98\/h8c++rz\/yv7yov0RegPPI\/qSE+GHS3moIcQ5pIAfUlQ2+DsiRO3jy6t9hVQVXIzcH2y5rk6qONR2CuEEEKYLRNnJDXjwshmnlD2FgtaUnqNWr20IHrrMe773LM\/e9MPfP5\/4tYjp9dszKU8dhJN1fdIT4YdLOaghxDmk+NkFy5cXDz9yomjVONyfeaZYe7SftyW9TJZ\/1FoVkmNGcUhhBDCe80ERIQCoSSJkjjDJb2AWXHgSH3Hc5\/4pTv+5Jf\/W+645SVK0P6SOwWrlbHQL\/7jGwhhhiKDHkKYJ+v3zN0gG5w+s3T+5Mkjyb1IbmDuguLuzSg62mWxZrbLIYQQQpiWEE+G9zKU4OM620VgdPSIH\/nUR\/7VHV\/94n\/HI\/d+k17yYWVIW409F0JFBD9hZ4s56CGEebJeGsaAqlLOXTg4Onf+QM9E2mXTpDmN0w6Ca6q54zpZu9roTu4xFz2EEEJ4LykgdU0aGk4tNcjaoJT64OF8+KMf+rcP\/tD3\/w985LHf9TzMDvT7S4zWhpChFKHyOHuHnS0y6CGE+eTuGAxfevmefPHSofHyMnsHi5iNvab2VBZOG5I3y6pNi1N7CCGE8G4pioLsmcorAFJKiAiq6ktl3w\/SE7Wh9FjgEonv5FVZ+vDD\/+7x\/\/QH\/mc+\/P5\/y0JZy4FDSFEiruztLzLQZm5vKbHkZdjZYg56CGEeNf3eaKxrp8885iurh3oAdYUgUlDg7m0KXVEUd0N9vcOMTjOEEEJ4d4yrMYLQ0x4pJcyMbBnD8FxzlD2skDgvsHxg0fY\/cve37v9jz\/1l\/cgH\/yV7+mNSITXJ0\/S65t6uLy0xfDjsbJFBDyHMJwNWR\/1zL796e7V8aaEvgtUZQbxIPXJ27+6xX1bwVYzIoocQQgjvDsNImiiKAjOjzjWOuyAILoqyQs3pgSIP3\/XCHV\/6zI8c+sKnfo6jhy6RSmiDc2gC8knK3EAyEf2EHS0y6CGE61ZT5+3KXxJzWL609+yrJ270tWFvoAXkiiQqdVLqcS0FacMPTQfp6\/PQQwghhHAtlVqSUiLnzCiPAOhpD1UVauMMI85RWO\/+O16\/+wvP\/u3bPv\/s3+fmIxdISYzk6tKcswVxcAdkEvEYMcg97GQFcY0ZQphHbvDmmTtXTp25uTCTnhZ4rhHpezM9vcmQt6dw8WapNWj\/n678rCGEEELYpm5Ye51rAE8kERExM1YwLjDiwGOPnLrjj3367xz7wqd\/gntvP1WnQsaI9xC0m4smuEiTRXcxJE2PfosgPexMkUEPIVy33iaDjrhLfvXVB4bLFw\/uSUrKRo2hCanrGpnky7vFLtrnEoseM4QQQngXTQ1rp6c9V1XqupZMZk21Xjt+5NKjzz\/z88e++Nmf4M5bXiWp1CTPKCOgENaHugmIQhajbk\/gPWIeeti5IoMeQphHAvROvPTKbePl1YUCxesxgiMiXntNKgZQT+agy\/rabJ2Ygx5CCCG8G0QEw1wQUkpqZtTUPigGtv+WI6Obvvjs1278wsf\/Onff+i3EIYMUSgZqmkrtPWk\/ACgMEgwxrC0c15vZbxfC24t10EMIu9ukpLrh7aP7vJqipoCSRakVshqCObnuD18\/eUO5NuqXolRkKgxHJZOl0CRg7cMBIznopHRc8\/8uTL\/adrumB+Z167O\/l61s89bubt\/\/Thz\/3WnWr9+s21kfv93++s\/69dspttP\/mQiOIC4kh6J9JDcEoywUwdwwH5uxnCsuILm68dBw4ZH7fvv+r37pb\/LY+36HXqrQ5KTSFcBsPfC+rMIrxLD2sBvEuzSEsHt1F0neVFXPkyC7vQxoh7dlgyzIGsIqFSJZOXVqYfWbLx45Wmu5unIR05Ii7WGlrlnUJWxc0dSRrXHGQE1ypzBFvMApMBSXdjNX2V6LQE1pLhRn0V6Lk8du3\/+tHPc4\/jvHLF+\/Wbc74fjthNdhN79+s7at\/k+EsSRqSpREH2ERoY+h1IgPPbl5ZiTgUiwu2qXBwE7tH+T+00\/83gN\/4b\/8UR595F\/RW6goktDvgwsFsFeVPlBCc6CK9gNtlkxdILFEooyjGHawGOIeQtidnKkAvflfE\/g0Bd6Sa5f4RksYAxXGAAWv4eSpI+WltaNpnNMIwVTcEHEzlKYInGzqHtdvxG88sbtsrb0Wva\/OqL1Wduv+TwfYcfx3r1m9frNud4pZvw67\/fWblWvR\/yUSODhOppkwLjgFQqJkPFrxg71DMkZ4ffUS9Y2Hq4e\/52O\/\/8D3f+7HePCun6csVy0VAri0k9CEKxRwnTpogsaw9rArRJG4EMJ1o+vIMpC6oW0ZkrYnba9lICpU2KWXXr13bXnlxqKqURQREcuGuyHNZybPa1fYRpcNCCGEEMI7pw6lG45T41RkXI2Eex+hh+KWRUx82WtbGZRy0\/sf\/sZDX37+R3jmIz\/DoFxuI\/GIX8J1SYk3dwjhOjJZn7wLnq3p4hRIVUWBOWMvzr9y8qHx8sphq2oKlCQK5jhNBr27I9\/pEvbd8OQIzkMIIYSrpzgFNQUG4lSlMCxgpE7leG1OYolT9aovL\/T8to99+A8f\/fLnf\/T\/Z+\/NgyS57ju\/z++9l1nVx\/RcuO\/7IkCCBEGcJAgSIEjxkERpJZFahXZl7YbDEd4Ih2P\/sB126I8NO+yNsNdaSSuJWklmrC2tYuUVQ5dXK5GieIkEAZK473MwAObsmT6qKjPf7+c\/XmZ1dWNACugRe2r6fRCFrK6qrnyZk53v932\/i5uu\/0P6\/hhOQXI8Q+b0JXvQM5nMaYORvOe0W+8Al5S0B8qIUAPLIzc8cPi8ZnU4rxpJmWkQ21uhiLyhRVvnRc\/CPJPJZDKZt08KcKsRPATBAqaq1KgFE1EcNVHrnbs4+\/b3PPOOz\/zYr\/DhO\/89e+eP46CSto1aJnOaknPQM5nMacLaWmMn1H2bkKYK3sOcOGjUOHB0pjq4eLbUsSdYV\/yn1d4iGwX6pMd8UqDnSr6ZTCaTybx1FMWTctGDGmqYqRDxjEIhx4PzF91+03PX\/MynfpO7b\/89zlg4RumpzHASMLM8B2dOW7IHPZPJnAY4Oh93F4aeSsY5CEmgOwF8aayO4JXXzhsdOHxW0NTfXACL6fcDzhwiirGxP0tXgXa8V8kiPZPJZDKZt0Iq5QoOsxAj1mDOcFGC2exMHO6YCWfddMPrF\/\/YR36Le27\/PGftOlaLYQQKAdFUUu7kNa7MZE4tcg56JpM5rZAJoR51w+RtZgxGwqEjV9bHjp\/tVZEkzw3aNjpICnFvb40nCm3PYe6ZTCaTybw9VNrlbxG8mgVTcYg2oWB1x2w4fubOw9f9zKd+a+aDt36Os3cfGQXHattXRRRo8uJ45vQme9Azmcx0M3H32qibxYPWkdDzUNdg6hCZGbz++jXV8aXdNhwSJjzlDkdFhcZIP\/SpmvqHdhiZTCaTyZwu1FbT8z2899R1jZriXSq9rqoWEbBoDqRglqGjeV1rd8a1lx3+kV\/87G+Ej931r5krD1VeUAIzXghd\/pqlGnGSC8VlTlNyDnomk5lOJtV4W2JdJBWDMwxBcS6gUouqGFrjTJS6mlk6dPjc5cVj\/R3O4fE4calqu\/cUsUCJDJoBnjAOnhdb85znlftMJpPJZN6cQEBEiDESLaIoomkSVRTFmZceZqJLDlYWZuXMay59\/bJP3PO58IFbf5W58tCoV6A4AkLR5a\/BCZqdZzKnF9mDnslkppuJO5hnrR1al1fuQrAohpnhRBzHjvUOHTq0oNpIjNEUI1ojMUYC3rwPOHVUVr3BBhAbF4Uf\/5zJZDKZTGY9zjnMjBhju2guiIgBJhakQZ0vSh1g8TWtmbvywoO3\/eOf\/rXyU\/f8G\/buODoMIoq3mehSWHs33wZoXJrvc7ZZ5nQle9AzmczUYpNF2qyt2s6aQI\/1iNCbATEkODBldOg1d+DwgSjeVc77GYfzqkpjtRmGM4d3jhDDOPbdMW6nnslkMplM5gdgZqgqhuFweOfx3qfXzRF6fd23etzijnk7493vfO3yT937G+XH7\/l1zth59OBomdliFwUeiXSVXyGAudQS1Wd5njmNyR70TCYzlXTRbq4rNrPBiy6AtflpBuDFaIzl0aA+fGxxefnI4eGsK+YE50Lw4honErUzKExRAr67N44z3TqhfoJCcW8s+57JZDKZzDZEbU2cO+fMOWcxRlRVRg6re6HZV6GXvecdr7\/vn\/2TX+b9t\/wmO3rLjUNm53ZZwFvoxDmAM3BGbF9QQo50z5y2ZA96JpOZWjqR7id\/cGuCXYoCLNJIBGsIDlvYvbC0sGfh0eOeQ6srK3sEbQLBzYa+C0UQbaKpGS51YBvfHzvlPSnUN4j0LM4zmUwmk2npwtpFhKZpqKkN0JEr5YXhol1yz5377\/q5n\/5VPnjr55grl2sxKhwBT2HtfNv1m\/IK3hAMD7huws9kTkP8L\/3SL2WjMpPJTCWRND07g\/Eyu3SObAETNDZEL6g1UjgRH8p4wUAPnF\/OLoSVwRWyUi2MdGheHYUPztQETEpfYGZC8p7b2JWeHiKdx3wTd9BsWkwvb1i5eRts53\/\/fP4ymbfPVv\/9vIX9m3PORESiRWeYlVI2umdHPf++d716x3\/x2f\/T33f35+jJcqVR\/MwcpQSkWktZw0MMSvTaRrk3bUvUnIWeOX3xv\/RLv7TVY8hkMpm3jTBhaAhJOneTthoRA18Ahm8iUvQtnHfhyo7LL390PsZXVoQzD6+MzqmdKy0UVjcNakmgo4Zrs9y7ruipP7oJGA4Tl7ZIu0UMMRkPIT3txrT2EJN1Be3e6jF3aPvzW92eLN7u\/je73WpOhoHcfc9WnL+t3nZ\/RZvhZAj0ab3+ThWm\/fxN6\/hP1v1HNjwXaL3Ta4+NnxtHnCO48ZJ1WhufmOUsFYaDYB5zQiVOh8FrPGOhHl109kt3\/Q\/\/7b\/y77vx\/2LH7ApBcDMzYnisBt\/lqrlUEK6R9G1pvmVidKfCv0Ymc\/KR1kOUw9wzmczUMfZqj5\/ohg+kePdWXIugEA1qjKYR6jjL9x4+58n\/9Nc\/9fhfffUXhk++dOnO1cqfYYE5wMUKiEQalIiIIwRHNDVrRvSAAociUqM0CJ5gLvTEfGBUVyiCM9eOs92Om7c1mNgbqsFvFB4bTZDutyNrhfLe6vZE+3mr6Cb2v9ntyRj\/Zo8dNi8yYWvO36mw3SzjChFvk81cv5A9+NN+\/qZ5\/Cfn\/iOpMwmMF7onRfnkvrr5ZvKcCZEePSgCtdZorCEtVpuilG6GRisxIJQ745Gg1TO6Mjr\/R25\/4UP\/\/J\/9S66\/4Q8pi9QuRZyl2DWHmKwFwk0cYwpo14n5cKuvoEzm7w8x2+QMl8lkMtNFWpQ0pT626IqypyxVfb7z2JXP\/sWX\/+HzX\/7mT648+fxlbmWRi8qdzIIFB7EZyaBZpWKogYLZspCyim1ROpEIZs5LY1CbMaKhoIeJpIWC1tcA4FqJra1AHw\/sTQy\/HyTQ3y6bETgnU6C+XTYr0DbDqXD8252tvn638vrbaqb9\/OXxQzeziK15zTsP+iSRtMgdgdgueDuD3eU8q9UyS4wQHIUrUjE4NQp1MmLVFGc7Zs6S12nqp2V16aofu+fxm\/+rn\/+fue6yv2J+d2UhdAN5w9kUyTfXzPYle9Azmcx2I836phDVMBPq2qijZ2kww6NPXv3Un\/3lLzz3pa\/\/A158\/Yzi+HGZpWI3M8wWPWodsRSH2jByfVcYqgLOvPMEVyBqNKoSiRYoO3+LdCVtgDZIT9Fx75j1\/CC\/QHfT7rwZb5etFjibZfoN5Mxm2OrrNwv06T1\/efy0AehtSLqtDxgfF0Mdf3Ztvumc2ztcyWpcoUHxvk89W9iorrBhzSzIbvo46evzNhgd2Du7dNlP3Pe3N\/78P\/gXXHfNg5ReKUoshDc9i1mgZ7Yz2YOeyWS2JwZoqu5uGpMxYA6q2vPSq32ef+WGJ\/7v\/\/hzi488+bFjTzxzcaiHMk+gh5gTkbJXyKgZWNTaUPA46cIEPUG882YaZdJz3t1tuyA9w8YG0CTfT6B3dWs3K85h6wXOZpl2AzmzObb6+s0CfXrPXx5\/EuhpeTn9\/Hf5qnE2GeCsJhCQEKi92JKL1LGRXiPWt8AcpR2xWL26u3fkyk\/f95+v\/W9+8X\/i4vNfZjg05ndACGLeZYGeyZyA7EHPZDLbEgOWhqvM9mcFFI9iVW2uaUA81OoY6gxf\/JsrH\/nj\/+8XX33wkZ+w146cWa6O\/ExlVmL0SkS16drISNM0VFrhcdYLPTRGAJzRineFcQqfQ1NZuTdwItE+HvcpksN7KgjUaTeQM5tjq6\/fLNCn9\/zl8a950HXiOzZ+32R9lEkhL2YIDWXRY+DUlkarKCLzvXlmixlGZvrSyrFqeObug7f+wmf+wwW\/+A\/\/BWfvOoI00J9Jc6wIJm++HJ0FemY7kz3omUxmW9Ll1ClQVRViKrO90gQFM+zYIuICSOEYNj2+9d0bn\/j9L\/yTJ770tQ\/bgWMXnBEKp4MlPLWWrpR+ryeiaqPR0ASj54JghjMFEETbyMDOBw5Y4ET+8hMJ9L8PIbjVAmezTLuBnNkcW339ZoE+vecvjx\/G2V4kkW7Sbte9m4S5WLulE+2GEdGA1QZNbKRPYaHsyUqj+rIOarn6kn3v+eyP\/9alP\/fT\/5Kz9kRCEuUURdsN5fsnc2WBntnOZA96JpPZtjQ1hNZGiLUmT3rpxZyZJvluPtawOoJKPKuxz+PP3vj8\/\/tn\/\/Tbf\/qfPr6nqXfq0aVg1Yi50GPWOXxV40y1j3dGY7SZ5lGUxinRGVFExBy9Jpi31Jxtclzfz\/iafG1j9fe3ylYLnM0y\/QZyZjNs9fWbBfr0nr88fvDtLytJmKtAdOsFQQplB69tAbl2sooYQxlZbcpM0Ze5MIMbNByjisfnZptjF+158d3\/9T\/6Py76qY\/\/W3burJtRRejtAAKjWEPwFF6+7xyWBXpmO5M96JlMZnsyLoPOmjwOqUptjbGiAwnO0cNbD0UaoFIYqePQsT7Pv3Dbt3\/jt3\/++HMv3Hl032vn94Z12GleZkaNzTSRGXAeNVBrUBpURl5tFExqhzgTm61KCereMKyOjcbX9ws\/fDtstcDZLNNuIGc2x1Zfv1mgT+\/52+7jT5XbZV1HkE6kd550WPOe+25L8ntHzIY9GIxWZUH6NlfOyeJoWQ9hze47bnrqkk9\/5H8587\/87O\/VvjF68xiBemlIv+jje4E11+Cbn8Qs0DPbmexBz2Qy25MIVKS7X0iPykHNOAhd0suKN22rspmNTaO6EQb1DF\/\/5rsf+MKf\/\/wzX7v\/Y+HVI2ftraQ8Y4j1taaHSgGMqG1ILcs01hSOpvSIOcJqZN7N4pyTUTMiEgkECl+AE5qmWTfkLNDXM80GcmbzbPX1mwX69J6\/7T5+bxCQcUeQcSu1iRD3yhoKfPsZRTA8zjyCIixRS1mW7NDAoInxyEyQ2fde+9g7f\/Ez\/2Pvxz\/yJ8wEJXit0iyK4AgkbzxKUvv5\/pnJnJDsQc9kMtsTJQl0AA9WwIhkqLQvUdAaYdrmkTswUauAkogcPAShByvNHA89fvNLf\/7XP\/fMl\/\/2rtFzr1w4v1IVe30hEkcGNYEg9L3VEm21qRjVI9nhZqwMPSci1HWNqppzTsyMxhqChDcMuysSdzLYaoGzWabZQM5snq2+frNAn97zt93H7w2KCQ+6MdFKrdtK8mKbppaggiGIeRyKsEpjZTnjRlWtx0rfnHvP7Q\/e8E9\/9r\/jrpu+woyPlD1BgkWEhkAkrYWX3WqA4wf3FM1ktinZg57JZLYvbTX0SaMEkjj3sN5iERV8EvAN4IkEU6NuhIhRm3B0qc\/3HnvPc3\/9tc++\/OAj9x149Inz5gZ1b2djthNPqGovNtQCJwUlx6ksOnFmhpqaIIQQxMyIMeLFGSCTgjxXcV9jmg3kzObZ6us3C\/TpPX\/bffyTHvQOm9gq0LTL1e0U2Gp4EUFweCmlp0etscG5u+N5H7ntK1d\/9pP\/nPe\/97uUHlwwtO2sLg6coyLp8dCtBgjZg57JvAnZg57JZLYlkeQxN5IYD+1WOuNhspRtZ0SITr4sqMJohFW1Sa9Mr0aFVw\/0ePm1dz31pb\/56f0PPHL3gQceurh\/eHn+HCvKhSjMYAYqK06tckqMkWjRAAl4QgjiRdAmvkGgdw6H3Ad9ug3kzObZ6us3C\/TpPX\/bffyTOejj6a37zvYxoh5\/kuAlOrTWiArqXQ+pC3Pnn7187qc\/+Bfn\/uNP\/\/dce9FLjWuaKsJsb36i4pyj21G3IN6+mvV5JvMmZA96JpPZllTACunm1wdmIBWC66wH0RT67taHvQt0\/dmEKrbudgFvqEs+eUc0ogqHjoXBw09d\/erXH\/jxw\/c\/et\/yw89dqy8f2LVTTXaIl1UZokHNIWJmFmMUVPE4Cu8NTbdmsZQTD+uNqM2K9K0WOJtlmg3kzObZ6us3C\/TpPX95\/CDtL3dC2U+8l\/LSzSJgZcAKL6uxZqUeRQqvfnahmt1z3tEbf+JH\/6D38x\/737j8rNetDFQ4enRV5vyGwaY5deRSj5QeYd0+M5nMGtmDnslktiUNMEAxlD6OEk0r\/mOBThLo8qYCPal3g6g1dYEQCmJqWmNRV1mggFrh6EB47Nkrj3312z\/24je++9FDTz13rRw5utcWDxclNV48ZVEAoE00USM4bw7EaRLnrR1mnVAfF6HPAn1LOBWOf7uz1ddvFujTe\/62+\/iTJ7sV6Na2UmNNrBtYqqOqUnuxoTdbjhVNkGbhjD1V\/4ILnr7lZ\/\/R5\/ngrb\/LFecsUhpHmxGzvR2UOBmtDqw\/M5N2FrsRK3hj2M6pfTw+J6FnMicke9Azmcw2RdOKfpcMJ5P91lo2NIRdl5KOoxkovTKQischq1XEiPTLEk+DGEZVCSsDS5ZUEF49cNGzf\/3ljz\/7l1\/++DnP77+x2H\/wzOPHjweiSvDexDCiOoeYA5wiXXTgREigGFCD2Voh3rdsqm21wNks02wgZzbPVl+\/WaBP7\/nb7uOPAo0TTJI4L+I6kW4K0mAMiQxRRoVY7Idm4Zwzl6+76cZv7bztpl\/mF372PzNT1kmAexAhArUHc0Kfts+5tiP2EUOpUQxHOS5Tl8lkNpI96JlMZntimvLFYc1bTlrZFzpPQmuqmEsh7+JoUGJbftaTXgZwE3aGxkisG\/Fi+CKk9mxVAxqh8DCq4JUD5w3\/4E\/vPf69xz76zGNPvGvpwOGLfN3MlY3hq2hFVOmL4AxzGAJm4+6043D3sTA32h62dEabW9dTfdIMGheZm7Duxl9shuMHr9tOGojd9\/0wtxuP6e3SttR7W9utPP6TuTAwrePfrEAaV6p+m9dfx9u9frZyu1m2u8CFrR1\/N0eNe5i7JLrX9y8XvBligttwP08CPQWNSedBN3A6EeruAwNrWA6e0XwZOWvP4fNvesefXvepH\/lfuefOJ+sdgaM+cEZT4qRof8moCsGAkomaLqKYKIq1LdscbpwFn8lkNpI96JlMZntisGamMVaotu7H1gTqBDoOQ9HWqPgBRW6kM0wwLGns8T6N2mDYwP4Du\/R7j9zx2Fe+8al99z\/0wfql1y\/uLw2L+ap2cwY+jpJXo+esopHVOLTalL5zzNbKDB4jUGPSYEQnRIEobsL4dK0RJmNjLDponBsb7GKpP603xZkby3tpz0p3XlLDufa82dp5mDaB0R3LNAu0zYrcyYWOaRz\/yRBI07xAs5ULXNMucKd9\/AHok4qWDnEMHKwWQpOiuQgKvcZRRqXX3s+7f+\/U5cxwPrAaVxhSUYYZK8uAqSLDWkCoMZMwb0vzc1ZfdPb+Sz75kd+79Gd\/9H\/nigteH1ITilnAparsa4hJik0bC\/3xpKrrxEYW55nMm5M96JlMJvPDozMHk+KNEdRgtYKXX9+hjz9918HvPPrxV7\/98HuPPf3sFXJ0cZesrOLjiALDOVBRKwpvM0WJWx5JYWIRk4hJwzgv3QzEXGsimRubQl1hIANq51qD3bXCvM1HBGSd\/93WFaUzUSTtYGpNrGk30PP4p3\/8W812ThGY9vF7oNcexQDHyMEwCI0HUZf6nMfUc7yEsUBXumM3jIa5mXliwJZWjstAhxZcSekDtTmhP8NhtWbn9dc99p7P\/ORv+Y\/d9Vucv2dwfDZgrmSG9N2ZTObkkz3omUwm88NhnSloQE1jHvBm0ChUCvtenRk+9PjNx5589iPPf+P+Dw9e2HfVcN9rO+cHtd\/rS92hOKtGtsKqDfFuJNGEZCwW+LZlnOAQ8RO7HBuk42DHSf9FMt3cus\/auN1OVxNP3Xqvc9CT583+YTPtBnoe\/\/SPf6vJAn26x58WS9PPXVRE6vhxov7mNv6dKEmwmypFStWyNuxcNHhbcehhp17PPXN4\/vvec\/8NH7\/vX8v7b\/8jzthdU3oQlzqXuCm++DOZU5zsQc9kMpktwEAiSk1Em8q8Gf1QpLz4qobF5YKnnnvX6qPP3P3SV79168HvPv4u23fwwpmVqtxhgkPtuG8Y0uAVCufpqeDNzGFSAJJMKaA16Ca2gqPt3N6NZ937OvHoqsXHDQZhFugnZShvizz+6R\/\/VpMF+vSOv6E0fBQAACAASURBVHEw8innvNdAqdAjhb53XrcKocFo2nxz6HLU02JsGQqWhov08Lan3IOK6GujZV3ZMWfu8nNfP++u2\/7imk\/c+xvc+p5vU3hjVEN\/Pq3U1g3MldM7AWQypzjZg57JZDJbgSEpNz1KY5HKaigcJc48ipjCoIbVBvYdvJAHH\/3Ay1\/99r2vfufR9w1ePXRpuTroz8VGdTh0UaOVLoiIoTEamBTiMLO2kJziQCZz7t2EQH+Dp7x9RGnfE\/cGgzYL9CwwNkMe\/9aTBfr0jr9qc84BZmtjVmEW6Eq1NWjKTRdNQr69UXf3bYCyLGlGDT1fIqGwg4PVeMRLdc6d73300h\/54O+f8Zkf\/T0WylfjQh+TgoCDRmBoaem359OKQCaTOelkD3omk8lsBUYKaReXEgq9MiKKgsXWb+2HFTNFL31uZLD\/8F6+98Ttz337wQ8cefTJW4ZPPH0dhxf3VqsDvAk9ExUaV4LNSIlZA5gZiLYFekxUosO8Ij1N5e\/WBLpbVwl+XDPe1svwrqicWBboW0Ue\/\/SPf6vJAn16x984WA0plH22hlkz+kBoC8dVwAAYOah8Wmz1rTjvBHolAiFQqdlxVWTv3qULbn3vl67+5L2\/7u58z19z+XnDUWksYxQUzAJh1CSBXhTQc+CndQbIZE5tsgc9k8lktgIFRqz1y7GIuShShNaTnbLFHdhweYkQoZiZS0XlDh4umxf2veelP\/uru0bPvvj+oy\/tf09z6Ohef2TFuaNLYRbVBQpxNGKo1ZiMRG0YkGHAKq8I2GytErRt0yZgOANkrVWPa6u7u7EYd5pyHBPTO3VMu4Gexz\/9499qskCf7vGrJIFeGgSsdWZr6kWOMnJtT3LSNFM2jmBYDycNcIzIcum1mp2xmYsvPHDpXXd84cKP3ftrvOvah9k5y1KzKsXCLqsBqJFRxbwPacHWDEJY3180k8mcNLIHPZPJZLYCA5r2uQCqyRsh6eeokbqupdfvd3nhZsRxt7ayrmFQOx565KrX7\/\/e7a89\/OSty4+\/ePPguX1X9Y4szy6oWV\/VHOoUtUqUUTBGQW3kEVDrN4i3sZ98LNC7ITlzSZCbG\/fIdUBXfE4n2q9NG6eDgQ55\/FtFFuiJ7fzvt5XjBxD8RMeNNDNo+1\/j1mqGpNaajqBuXER0hONI37G8aybuvvaKJ66590Of33nPBz7PVZe9xswM5p3UPrVLA0CVnlvbV+oTEpjeGKpM5tQme9AzmUxmC0hV3BNJ9E7EmncP2nK8yctuEaTNExeHaskQYgPDCC\/uP9uefPnmww89ecfLf\/vdew4+9NjVYXF5rjesXQ\/Rvoiz2FAzMsFJKAoaG5k5MeecOOcMc2JmYjFiZjikbbvmkyfdQKyrCWzjgnLTyLQb6Hn80z\/+rSYL9OkdvwA9SgyjpmZIAwjmwGOoKkakLyUOT2OKAkJhiI+LBX7xjJmVKz78\/r+95mP3\/i43XvsFzjtzmfk5oi9oaDOvDKQ7WQ4QpSKmb0ozxJYcfyZzupMFeiaTyWwBDSlPMELr1UgFfqSr0LYm0tecFA4xBzF9zGpbtb4IHmBUw\/EBHD62wAuv3DR84ZWbH\/3Lr9y+8ty+m1Zf2ndBb3nILgvMKuaaxhoqJ85pY41EiwKox4vD4cWJiNGodg17TBDp+uiu9dOd3qlj2g30PP7pH\/9WkwX69I5fgEjEEzDn0CBEp+24FKdGT4Uq1jgCrjfHUlQON6sa5hea8pJzX3znT338T3a8+7rf54ZrHuCMPZF+IPqCEY66UeaDw3eVQ9tULHNQ0WDQtmjLAj2T+fsgh7hnMpnMFpDyBNcEb+dF97BeoL\/5LVqIFRTSeTZsXH9dDZZXAy\/uv\/roI0+\/Z\/\/XvvPBIw88dlt85pXL+4eWigXQWbw3TJXGGTVg+FRY3gzFUHME0RTL6CIAllqutf1vRadXnUy7gZ7HP\/3j32qyQJ\/u8dcY4gIUyXMetcbqSKGRfupvnqqYyAyrZWGvUlPt2rF86W03ffXyu277d3P33flFzjvjNfoF+ADeoyIoHlUoO\/fdpECXNHeB4ieqkWQymZNL9qBnMpnMFrC+J3nCTTwff6B73m1t3WuCU8MhNRW1hyTx1dSGzBNgaQSvHDmfp166MT74+M3773\/4toOPPPPulf2vn9m3GqcRD1aA9PCUOKA2Q01pxMAUXAQihoqYOUl56nF6AxxPBwMd8vi3iizQE9v5328rxx8FpFdSaaTRJvXqsGiiKj2gpEBRxM2w5B2HgsNfdsGhqz5857+\/7J67f5N3XfkQu2dgvk\/Kn2rQaPiyR7tMfEImz9cUX\/qZzClP9qBnMpnMVrBRoXcPOLHls1GcT\/4sADE1afOe1CAtmjegbqCKqX\/tSjXPCy9dceTBh9974LGnPnj42w\/d6Y4snrd8ZDHo0kDKGFmgYF4CPREaHQDRDKPBLGU1iqg3PB6JKex9Gpl2Az2Pf\/rHv9VkgT69448C1i8ZVCNirOm7giI4RM1QM\/NBRmKslD1ZXZixuWuufPSaj3zod8667+4\/4JIL9uEVdsxQAQ5Dmog3BedBpJ2PUh+RyWmqTUNPTM5ZmUzmpJI96JlMJrMVnEig88bt2s05BcNLFxQ\/WQXesVHkyzjc3QxGI6OOreHloao9S6sX2zcefOfSsy++74WHH71z\/+NPvWN1\/8E9\/tgKs1XDDKa76eOIIkQzVCJqKgbSomJufY\/0qTHXpt1Az+Of\/vFvNVmgT+\/4o4AUBcNqZA6Vni8JGKtxZAMiI+fj8Z735UUXrFxy521fvvaj9\/waN7\/7rzlj7yqFQx3UwWOk+ifeDCGm9CgMrIFQEJFWpKeQeUdbqRQ2hHxlMpmTSfagZzKZzBYwGcG+Zufo2puTSHovGUppCy51ZqNtpdOmomv7FeKM5eNLLCzMAyrJ4x4hqqXetQp1hCNH9o6efObKA088+46lJ1+4Y\/npF28bPv\/KJfbakWJmVEu\/js7FxkSjpDZvZjhBRCAJ9G6R9\/v5\/085pt1Az+Of\/vFvNVmgT+\/4AYIvaGJtDhWP0NBwnEqrckbjWTu1d82lz59zy43\/z6Ufu+8LvOv6Ryh6ETViKKFInnHVdBzetQJdJld+aeecrowpOGs\/AtmDnsn8PZI96JlMJrMFGKnYTlckLoUPalszfeJDYyNovUBPv7c+wFxYM55EQE1x4lBrZNTUeO8JzpnhRK2ygOEspoEM6h6vHT6Px56+bP8Dj1y\/+NTzdzz1tW\/dPDesLipHjStHI0KM5tWsEIeIODMzSe13DTZ2xNWNQ2NjTTk\/4X3vDlk5Md0nJ7\/ihOsYJ2Djd280ysXW+gX\/XbeTY9oqlLc+7lNl\/KeDQNrM+d\/qLWz+33+arz\/Y\/PjXYr2TcO2O6Afdh1j3KUeUth9G+8ViICje1uaGtYArN\/7b6eGJbUX1GmEVYzjXo3\/5BaOZay7+03d95tO\/zjuuup8LzlnEe5qo+P4sIp66gRDacUUQRxLoY5GeZpg0os537tYOO4vzTObvlexBz2QymS3iTQXmm3jQk8HUSfoT84ONw7VGaaIiWOyq9BpqMBzB4lKfxaXzRw8\/cc2hR5\/4wPPf\/M5HFh9\/9spwdHl2Z4PNqRdnjbie0TQ12jSA4cFEBGeoESU4T1QVI4qJIB5MsCo2ghpzzCCtEaikdQKT9FgXXdB6bcYhlu0iRVrgkIkFjvV2Y5em3323Snp0ojCoIbbWNu6tbE8V3uq4T5Xxnw4CHd7++d\/q7VYf\/6nC2z6Pomgr0LuFUWduw33IrVtrVWQicsrhCChC7YzGN6mGiBhBlTIq884TmrSU2xCpcUQClQeN4IkU9LXq9ZujQf3S\/Kzfdd2Vz7zzk\/d9bteH7vwPXHr+c\/QcBAduwx+auU6Vn+CMTJ6Zjonnk\/FSmUzm74XsQc9kMpntiiGmyTfvfee7V6gqWB3BYCQcXT6TF\/dfMnr06Xe+9p1H7379kafvOPbiKxdVx47KHJGS2HhxvhBHgcOZiVhUMHGodY3UK6ulpjGAouzRL3rSrHTy+sTiHNYEurdkE\/o2ysCACoeKjA3krk3d9xPo0aWtsyTQTwWRtx05XQR6ZntyYoHeLRR27cfSvW3tHiTpHgeIOYQCgEaMxismaaHTmVKoMuMcVTNAUGaYwfX6DFRZqWtqjIX5Xby+vBwXxfyOqy47evW9d\/\/ZhR++67e5\/qpvsmfHCvNzUKQBWhedRRsxJaSCcKfUckkmk+nIHvRMJpPZjtjaI6qCdyQHkKbwSsyICo2mKvCLK332Hzi7efLpy59\/6PHbV5598cP7v\/i1d+41N1+ILyU2MKgwrawE6RGoGJqQKr674BHnrLJaBvWQASOZ97vA3Dp\/TDIXdS1Un0nDt30PiDhql0rYwYSInwgLnTzUSUHYzXrOLJunW0QW6JlpRgHa0PTuHtWxtkDoxmH03cLj2vUueA0461KbdBxLpChRYNGOs9DbTeiVrC6tWm2NzMksvdBjyaLtl8rKC8+tLrj26vuvuPWWX+7ffee3uPqKl+kFo\/RQOMx1f2sqPt3tu4gpkCzQM5lTlexBz2Qyme1IJ9ABVaNxKerREBQVaFL7nWpEaBrzvte6gUw4eHgX+w+fy9OvXLP69W998Ntf\/fr7D734ynU7fVHuKXqwPGBYHa3P658RaGrqpk592tEo4JwLWOEZ6pqB69tiRU6RrizRJCn3fi2PXSUJ9LGLnrUCRp2ghzXB\/uYnIbMVZIGeOT1YH\/zeedWNNoao\/ZTJ2r3LJN3viijjqB\/f3nkBIprKtPV6rGjNatOgCEXZp\/BltMb8IamRd1y6+I6P3PXbF997729wxeXPMteP9AooPahh\/YK63X93TxXi2m0vC\/RM5pQle9AzmUxmOzIh0DvjMQI1Rk1DpKGgIHnAIYBYM0TUrPRF+vCBIwUr1R5ePXj+8gOPvPeZr33rYwcefupWf\/j4WTsbbLR00O9mhvlQErVmoAOrqKVH38r5WQ5Vy2qCBIUQkVKVABKgFeiKgdUgNdA4qELyLhkOrwHZoPBOJNbdhFd90hxVLEv0LSIL9My00y0iptzyFERuYuu85TquH7J2rYtBoTCja99h7Td1+ekG5kJPjjRLKD16e3fHg6NhvX\/5WDj7kkuqyz9wy99c\/skP\/Zq\/\/sqvc+4FhwmSKoOGAKFgYIrzfi1aqBXonq5HWncEWaBnMqci2YOeyWQy2xRtDOdkHAYZ6arLaytex5mUAiA0bR1jrFCVQp1RNSkEvtYdHF3Zw2NPXfjaV7\/1\/le+++h9h5957npZXN7L8WX6Fpmj1BJplKYcMIil7zkVE6+i3kyCpRzz9XnkyZtUC9J4pXGpBzA4Qgy4CYWnE+Hr49D4NvR9LYd9rSpyzAJ9y8gCPTPNpMW+dPGm6uq0C4ddIUqb6FrRye72dw3KCH0Uj7a109u2Z+PeHI5lBhTsoJrp87qOWJwpOOtd137vtk999Nfm73n\/F7n8\/OcpJSIBYqRxghQzNLBOhnf11327v7W7ZBbomcypSvagZzKZzDal0QjOTQSJb8CUqqpomoaZXp8QAmPVHiOIGNoIZmvN1qpKWFmeZXl4xuEHHrr6wPce\/+hL33jg7sFTL142f2w4uyc6nR9ZiY4shXQ2Ym11+gimGOqAFGjfRsCnjE83mZtuDmcB2sDQLrc8brA3J73oG4vINVmgbxlZoGemHWll+loLNDDRiU4RqUsEouPFwm7hMKCUrSSvSQlFjUt5RmIecFoWs83AO3\/E4eP5ew9e9fEPff6in\/nUv+HaS1+h0CFFoAmpClxE2s4W47u5kLKWxgJd1gl0mXgnk8mcamQPeiaTyWxDOg+yrHnJEZ30P\/PGpuRVBLM2jBKxJpoVXtRhyQukGJECKGng+MAzqHey79De6oGHr3v+y9+855UHHvlw\/eqRi2dG1exc3VBYNMAU1ESDCoaMszXVGeKtLVynk+3UHB4nnUDvIgAmvVgdk2HukwI9e9C3jizQM9OPX7uOWbuWuzx01wp0sckc8O4epkDT\/h8aF2icI+IxcdQS4gjx9dzs6uV33vJXl\/\/cT\/8qt934dXq6RA\/iwjw1nqrNffetP7\/LiF8vzCcLbG7skZEFeiZzKpI96JlMJrMN6eoFQ9sWaLInWTctTFqfsL40eqt2o1tfJZ3k6bbQVQtuahhWMKwDK9UM+1+78LWHH7vp9Ycf+8Qzf\/7FO+YHzZmMRqWN6iZUTShVmHeevni0HlqJlyBiYESL1lCLggW8zFNiNDKkbgdXmDhPbSq1RZCxCz4NbEOF9yzPt44s0DPTjNLWRT8B0kb6JPkrlOIRjGgVDRUeT6CgCpFajKZWhkQiwaw\/q6NeyfHC11fdfuv9197zgX\/l7n7\/Nzh\/7xF6YUTpIAjHqhG9cq7dH+Pt5P3tDX8f0i1ldmSBnsmcqmQPeiaTyWxbWmPN3NqPE8XjTjgzTFqDrUVo6x3ubYZ4660xA1NL363JibO81OP1owscOnb+8a9\/655vfekr97z+9LPvmxvawi5zzh8bUA8Wm3PcLudV1ROD0lhExVAzxByIMKJPgW+b\/dYodVp2kNRJaK3N0Xj4E8fk8tS3ZWSBnplmFGictBU53PqaF20ryICjYoSh9CmtlFLEIBKpUY4xoAJmd+6i2LGg+5eX3cF6pBfedOOrN3zk7s\/tuuv23+Hi8\/azZ1eDU2prcL0+eM9kg8ixMD\/RfXvdCiXtnbEji\/NM5lQle9AzmUxmO2IA2m7dxGstsv75uDJx+q2Uz12zZgBOpDR2nxnVAwnS9gjWSDBnhCK9GxWOHRPKfo9hnOWJZ6587UvfuOeZr91\/7+C5V64rlgY7\/LGVUNQ1BU0IQEHAp7JKZjSy4PrUOtSKChApKc25ICZINKXSZi0ooAuanzg8yX3Qt4ws0DPTTJTUVSI68CrrilGuhbKnu0sg4IK3umlkhYE1mChC4XuMysCBehAPUNnu668+cvOPf+KPLrz3g5\/jkgseY\/fCKkUAJ5g4GgMnqYicKbjOvfb9FlRhojrdhm0mkzllyR70TCaT2Y50md+TAr0T2u3zlKfOOMd7UqAXQL\/7wJsZfjGC70oWqdCYmTUi0pZLEqCqYHUEvvSo73P4+DwPPHTZ4sOP3\/3Ql77yQRaX3xsPL+5yq0PpNVgf1NXq0NpCgdNYoxpR1HwamjgQwygo1o25LSQnKl1eehboW0UW6JlpJgpUXlNPcwOvjqDg26oeab0yUBEZUNMgNIDh6c3M0Z+fswNHj8oxaehdcsHguvvu+uNLPnHPr\/DOa77Hnh3LlE4bcQw0IuYofTkOXzeARgl\/l7vX5EeyQM9kpobsQc9kMpntyGS+uax\/tBXVJ4T5WqXi7lc7hCTWC8B3ldr0BN\/tNUlnr6gpLpowMsM7QdpqSrF1yXsnNOo5tjLHw09c88yXv\/Gxl7\/x4H2DZ\/ZdFY6uzs8MNTitWbSjbr7fZ+fcPF6xenlV63roCoSSYEWyTk3bAspxQqADBM0CfavIAj0zzURRGp8qtnuFoI7Cktd8rStGYJVoQwTr96QuHCs0OogxVoacceFFq5fffOM3LvnRj\/0yH7j5qyz4JfNmx8SQYoaCAKbIqEkC3UEEMZ+Sksb3243Ce0P00wmfZzKZU5rsQc9kMpntyIbKbp17pise1znH1+jqA2ub263U7c8FLgn0rs\/ZWNlr247NoPBQOBqUBqMwLz5KarbuMDxiTqmIVsUKRkN29OehbgJDKzh4bJ4nX7h++M3vfvTRr37rrpeefOyamdDMDo4fLUbHl61Q4u5ittndm\/U9leCqiDWNuIlg\/ghikrxfJ\/CgZ\/P1h0gW6JlpJgn0BiB5ztURAN\/m+UQ8NYKWPRv1gi1aw+FmIPVMKXvPP7\/eeckFX73905\/+VW5+z5c5b+9RgsalZhXZvYBKL30vULbfD4BBNIihTTGaLOi5IfoJTmzYy+Qb+Y6XyZyyZA96JpPJbEfeUOF3UrN3FqFOVAW21LvMLKkqad3jbqIKkdD24u2+4Y1l2LRt7RYAjaCNYma4wktoiyKnunONUDeGxrXxqsHqyHH82A6OLN5w8I\/+5J7FJ5686\/nHnrxq5cCRHXPRhQUpSj+ovQ4H7KDHRJ1li6lEkrUedHVmcoLg\/swPgSzQM9OMjgW6EhQKdQRcu9qYBPoIx7KHYxLj8Z6L4ewz6yve+66H3\/mJH\/kVPnznF1goVyCaNhG3sAMkgMCoUorCyepKY71eoAjr9x0NNNYUoVhX9C3yxnXX1KMj8YZicvmOl8mcsmQPeiaTyWxXNhhqnXHnWhOv1bHrw+EnixLBuka7JlC3vx2h7dHbFkkieX3q2OCdI4hbt3tHcrg7M7wjhYl2ctqigYJz7UAQBpVnaRBYXJ7h5f1Xjh586I7H\/vZbH3jlkaduaA4fP3u2YbZXqes1UKg2XnG+dZinSU\/VRAWxLjRg3LO4O6yEylrkwEQHOlnrfdz1WU\/H4dbZvdYe4Tjyf11\/dluXV7p+Mt7YhP5EuIm4hunbbkacw\/p\/q7e6\/5PF2z3+7b7\/k7EF2nuES2XXzK2tHW7gzY75B9c0f7O\/Q039zkXNmRMxhyN1O29wNvJBVkph0YmFc89Yvvy2m795zX0f\/F3efcNfcMaew8w4bUqIvT4ehzYRp44QPBgMVyv6s+V4UMMq3YB7pUeEtFjp0oFOdsXcmLmUBXomM51kD3omk8lkxkx25Uno2huT2443hFW6sYG4ke6jncGoG36e\/Mwb9j\/Wr5q2RutK0lQRPgKDquTJZy55+ZsP3PHao09+5IX7v\/tuf2z17GJxZWZm1BQLFty8Cb5RGiqGRWNaiImpWIymVSMOsxKPF0djlQSEQCniDFGjQVGUBqiDAycUMYWhlrZWJCr50Yp2scJRASNx1B6iOARltmkIZm3CwAbhMfFsfC4nWySZQyXtRSaCGqZpe7J4O\/uHzQvVbpEh739rtiatSObNBXrX+kwA17aT7C69iLTJPIxfF0BEEGeICHUzIkUSpYW3SEQwHI5AsIiIcwVSFDZSs+NNZFAGHc3NxmbvwuJlt9\/y4Ds\/+ZHf4aZ3\/TlnLixTQFN6IjKu9r5uUc8m1une4t\/I5D33zRZisibPZKaD7EHPZDKZzDSwztFsIBWgmHlVSpEk0pso1OpYHQVe2HcBTzz7\/pe+8e37Xn7w4Xccf2n\/BXJ8Zb6oNQRtJBRWjaqVQq22HoXbPbeDmVCiVc1oMIxzMz0XY6Sua0Y2IraGevAFUgYGcQQgzlK4daGe0jzeUiZqbIW34og4GoHatZEDopSxwXWL5KI4c63ggBN77tb7+6zNd828PTYTIr\/VIfqnw\/43j64bwzg6xdb+JjqPsdi6YB9AqGGdQDdILSBEEDEsKo01QGRGSkofDDWMKJijNqxGrHFellA5JobuWmh2X3X54sKVF\/\/tjT\/56X\/Lhef8FZdetEy\/gNLZUGDYjmGWlGeeyWQyG8ke9Ewmk8lMHTbhT3ZgFmuhjuYsCqk0nNEojCIcXRYOHDqLF166af9jj3\/4uUefuGX5uZcu9M\/t23UGxVzPBR+bimqwYjWVBIxA0IbKCQEnAdcrTIOjprFGI9pEemri1IiYqICJT82JXUhGflScCUEhxLUiUgFoUIai1H7tiNyG9fKU5r8myt2G6Vosi\/PNsNUCdbvvfzOIQdlGq3RZN+tCvGXtc5PCvPOSd7\/TdIto0h6TE8wJIsJsr081HGF1TUAoUqsJERTFWUXQpt+nnuu7lfly0Jy7+9VzbnrnN6\/\/6Ic\/zx03f5FeWVM4cGFyB+1KQoR+YOIQMplMZkz2oGcymUxmKokx4n2ncFNuemwqvJlhCk0DoVwLgVeDlRXh5Vd288prN43uf\/zDhx956oYnH3r0mpXDh\/fu9L25nWUvhCpSr6zSK8qoTeVHdU1FTY1hATUvFIbNRBOvEB1SixElha9rq5sdgjckCXSh1LYdHW1EvkDl3xh22gnxcShy9\/MbzkCeujfDVgvU7b7\/zSAmFG1oeCrMtj5JZGO4d\/ds\/SEbsc2WgTZ8XgTBmTmhaioACQSCLw01aazBIcSiZKnndGW2WN5x8fkvX\/eh27+852P3\/Duuv+KbzDilGgm7FqhVrakNL4HS99tCFO0OC3IATCaTOSHZg57JZDKZ6cS6TcQklXHTNemAAwGzWA3BjJ5vvVkGNAp1hKXVkpdeuWr5e4\/f9fI3H7rtwCNPXVe9fPCccmmw0BvWM0XTOEfTBpN7xDlTUdDGgrVV7r1DRMxERDGLpmJmEtP8Km8mYsRknVd8nM7fesbXh+SuF+gG1Ch2oopYmb8TWy1Qt\/v+N4dgbYB4MIdv00\/SdjLPnLa1I22KCe0CmuIsImZ4TfnpafHM4fFmeBlSW8SjRWlV8G6FRofetDe\/w+yMnYuzV1\/88KW33PgX53zgjj\/k8kueIRhYDb0CZvqYpNQWEDxOxJy1N6m0KlBwolW3TCaTyR70TCaTyUwp7cwVaYgpMxTFaDRSxYrZYl6MaIKJINb52sUUVCm9CMMh1GZIASMCL796Lg8+dtORx56+\/YX7v3u7O766Nx45dm48tjTLoCqoK8yaaFR+Fq8Bcw6nDieCoKJqZmJiZmYujotZpf7r1j6cImV060SSTDxzG56l99bqWCtKRIlZoL9ttlqgbvf9bwZDqF1aNis0RZl0DmnPWieKJNChEqURR+O1\/T2lsIiPEa\/OgjkpEAIewVvEWyUiSyCL3ljpB4175lZ3XXrBq5e98\/pv77n2si\/s\/uQ9X2Rh5mDbBy39qTpvONf1hYC2kKOaEqOllpJ4nHN4n9V5JpM5MdmDnslkMpmppGkqxDucdJXj1yrIR2o8xYQH2gipQVGbgKopKhZNWaCY0TSgEYJPHvb9B2d5ft\/Vh7772PsPfu+JW1effeVKO7B4FscHu8pBNVOMhoVrGovWSBLMEWsddJL86Hd80gAAIABJREFU5gJmgrYpr6mMlUuVmsW\/aXzrm9W13yjQbYuLdE03Wy1Qt\/v+N4NJlw3u1locTlRsnywgZ0B0hoqgkrbOjGCKi4Yzpx6cw2N4lMCo8LqojRvumI1y3pmvzV91yeN7b7jqby648R3\/ceHdNzzCubtZalZw8\/MUpHB7G1W4aKR+5q5dU\/PgxfBIg7MGqEl\/yT1ykbhMJnNisgc9k8lkMlOJjfNNjVojGmk9UwEB1FJl9M5wX9cwWBWCS+GmhRGdULdeaUUxq1mQkIT6UGG5Drx04AoeevymA9959L2Hn33u\/OMv7btMBsM99erwrDgczOiodkGVPkIJ0NS4Lgw+LR9MtCjWdihrfdYnhXkaqpPUVK5dYshi\/KSy1QJ1u+9\/s3TBIzYRnaKyJsrTh1L7NTFwljJCvI1XvczMzBCiOKm8kyokcb5aFisLl164b\/6yix6\/5Jb3\/umZd9zyx1x92UFKBx5GNmLYn6UiLZcFInMEgrXdJEYVFOVajoqDRoQRSoUhGPMUWaBnMpkTkj3omUwmk5l6JmcymXxx42Pyw11JZ5c0cCQ90tuKENvK6xO91puY+q\/X6poHHrx46eVXbnrlyWdvOvzUczeM9h28VA4dO6c8trows1qFMKopiBRI6o8uaGOqA0auYkQPb04Q7wvMojRqZmZiThDnBFwSHIBZ8panBYiC4Dy2WuPFIW1ggKqmRyufvIxLxGdOwFYL1O2+\/80QTNmBR6kZ0DDEqBBiL2BFgXqhqiq8wAyF9cxRNmahjniiNBg13oZ4NwyO1dLbaKEfw\/nnHJ69\/MKHy\/PP\/sotP\/apP+P8c7\/N2WeCDym6RiR5yEtH5YWGddXhxcFaKk032BPenDKZTObNyR70TCaTyUwnG2eujcbvRkF+ote6QHSXREcEtO3EFDHxGIJa0vFJ5QsRH2Pyvo9qOLYCBw7P8eJr1x998rlbjj7+3I2r+147tzl09CI9evzM4ZGju3RlUASEsvAaQhDvVGI9NNVKYoxEjQiieEdRFHjvZWVlxVzwEkIAEVSVuq6pNWXc73YLqXCdCJOL7amPsxBjPAkn+fRlqwXqdt\/\/ZihNmaXGkcLcKycMvLGiNSsxWkXD3NxOETWTOoprohYIfYLNU3p6M+xvRozme1H2LCwW5+3dN3\/1ZQ+dd9MNf3nm+979Ja669GWqISzsgP+\/vXN7bhvJ0vx3TgIgKepiyRfJl3K5XFNVPdM9PS8bE\/uwM3\/4vm3ExsRGzETMds\/0TndUd5Wr7JItW7IkSiIJIPOcfcgECFKULNelbdnnp2BAJJFAIgGS+PLc8h4BpNBsVstN0QS7pwSVTWhNGhfM5v8c0lg3NeAaHEywG4axFLOgG4ZhGNePrtDu3OQ2gmGuJnJn9eb+OANQ6Kx9oNkNdtOusYgRQA6iDiAEVYgCElIFY9F2ywpgWgL7B8DRaPjy\/\/3p76c\/vPzvR19\/\/w9nT374Mrw4vCeHo81wfLaKyZnb6DuoBIh4EBEcxZzu4iuIBDA4GveJwUTEDHHEFAW4o7LypNrNXB\/LKnOyqtvv++W8a4H6se\/\/p+BUUCDApdJpCopZ0wkKchqI6cxXyLMeuMghICqDoA4BzIzJoBjnXz1+svbFp79\/\/A+\/\/t8bf\/+3\/xOPP\/ka21uxPnlOAGcIYCgIpIBD1szgETw0usWgcWFX5Rhf3q2kxojfNRnQzv41Xy7IYGXWDMNYigl0wzAM4\/rRVd3AzBKOmSVcF5ZNM0G8Nx5gPknT4uZU0aSVa1YgxETMRBIUpICvocEjMIAiQ+ZSPLkK4BUYl8AP+z083XuEpy9\/c\/zNs9+8+vO3j8a7L+6OvnvyCOPxdlmWawS4ghxyAqT2kKrEWn8F8F7hA0G8EjTE1FgKgImorwJl0Vi3iTozFQqFI0sTfRnvWqB+7Pv\/aYiWOlaGEsNRzN7OIDhxyFXJ0USJfeYwdkCZO9H1wenWg\/sv7n3++M+DT+7+but\/\/OP\/ws7Wv2DnzglurAIZAVkszliph8v7EAA+CCCEHjkwu\/kvFGDOVB6oGyazYEHvzho2At0+oYZhLMEEumEYhnH9+IkCvZtFOQNmlq3mseDGCgcEBiogJYYC1pp2BIAECpCH1xACQQL6eQ8QUXjEGHYP4PQU2HsFvDjcxh++\/u30h5f\/7fnTZ7\/af\/H8b8ZHo\/vV6ektf3LaD+Ox6yujEEUhigEIBUGcQEPw7OHVcR5LKqsSEYGZAUBTLDql2PQmjM2kwALvWqB+7Pv\/KXgnMs6h6kA9yikPTFIHaK0QMDwIY3bIbt6Y9h\/cfTp8\/OA\/N7549O93f\/3Vv2R\/99W\/4tH9EVZcrM3WmLG9jwfkHMCUPjEc3VJS7YXu9wctfge9icWxsk+kYRgXYALdMAzD+CDo\/ppJ53n3f4XE0kyQpLsFDojF0aSzbBo0hZUd4AkoMSuTxKVHjxzynObiUIF47z0pz8AKOCgKl4GyLJrlFUAVgLECJ2Pg+csh9vY+mz5\/8avXz37428Onz7cnL189PNt79amOTu\/Wx6NNPRtneVAMiFCQg4MqVRWJetVY5x0ZZ2BmlQgTUSPMm2kEYLks+CilwrsWqB\/7\/q9I9yPVaGOtHGTcI9QAhxBIBGDXQ7G2GoZbt17nGzd2h\/fv\/mX9s0\/\/eOe3v\/o3\/OrL\/4MH28+x2gfyKMwnoSItMi0oi+Hgc3HiYeY+w9xO\/tXwkOTb3ni3t8tliSibnqdHM2HYbWsYhrGICXTDMAzj2tH1GG1uctsb3sWb5BjZnZ6ke3ySWZ2m1tCMtpZ6kxKuewPNiJ7rUMTK5i6VdAqxapuqgqFg5qjrs1lzEVERITBpfF8hIuBGdgSNVvazKfDiADg43K6++e7X0xevfnPw7ZMvD757+ni89+re9Oh4pz6brGXjyconRQ90NkVZlwgIcHBwFNNRiQq4qcV83oLePO++\/tFphXctUD\/2\/S+wzMtjWQ8JiIEeEwJ8L4cO+tC1laP83vaT9c8f\/vvmF4\/\/rffg7r\/e+ud\/+i8MV04xXAF6BeDSRy0VZOjl8SsghOjoAg2Us1M4oibGJagouSa6BahQQcHIkEHB3UIQs5xvFyWixPwknuWIMwzjIkygG4ZhGNeOZWGgrRWrWaG1aMnsNZKYsr0R6IRUOil6oIckzAUc47hBTRljZF3\/eQJC3lEQmjaX4taJgOmkRpYxXOZiHWQFqaqC481+2W4qoAdCHwAFIXgF6qAICkxK4HBUYP\/1PTx\/8fj4+2df7j55slU+33usT57t0PHJ45Pj0XY1md5gBWcM5EJgUaXgiRVwAjiNIfOdpNMUbfnRTCidytHNSCl1xq593hlzPZ\/hihZuKebXmM0JCGLNammMlG+4FVmq3BZ39oa+LL4e+9YYZa+2FBKwxqW+Rbvzy27\/unMlb17GzOWx8WUCedl7zdl0ChRK7flZ1JTt9hfadbc5N76dz9VsXC7uCynUaXtkKgSFMgmnTyaRCEGFAAGzEqgpOQgApctOhp8+3O3fvf3N7cePvr39xWd\/yj9\/+Ds8uv87PNg5wvpqjCfPHTx4Mflj\/K4o4yq8UIxckfJPMFD6GiBB7vK0b0m+N0jHOW8Nn7OKdwV6Z\/9mQTcM402YQDcMwzCuJYu\/XudujJfSEehzjZob6POis3llzjqGJaLj8u4udcFv41kRLWpQIUhMRgcVhQLwEnW0Ipr7RifA8aiHP33zabX38vO9759+8fLZ7hcney+\/LA+PHsnh6DZOx5vZtEZR1igqj6EAK2BkCghKqVHDYUABrAqFICBAKQoHp84RylADpKRprAJCPEQmMJyKB2VINdlVIRo7niEDM0MlJAGmaXwYBIWDQwDhjAU+DW5X7DVifc57YeGcCgGB50Vg205nz1v3gO7227PRJBxYLqSFzr+uJCCNSzTLHynQZxWz59+n5vq8YBknRrq22LQ5ml9K9\/+F93qesKaMHuavxWb+SSAI0CRsCcrx4UmhKmAF8uDh0vsEBchBNaSJLt+8CmYAjuM1oYogAvJB15ArQRAQJ8cUGXyWkWeiyrFORKhyDO8YkudYWV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14.4121 16.5898 14.4199C16.6894 14.4277 16.7695 14.4453 16.832 14.4727C16.8945 14.498 16.9413 14.5313 16.9706 14.5723C17.0722 14.7012 17.0527 14.9863 16.912 15.4297C16.7714 15.873 16.6386 16.2266 16.5136 16.4883C16.4589 16.5996 16.4589 16.668 16.5136 16.6973C16.5683 16.7266 16.6445 16.6992 16.746 16.6191C17.0507 16.3809 17.3046 16.0215 17.5097 15.5391C17.6288 15.2539 17.7148 14.957 17.7655 14.6465C17.8124 14.3359 17.8046 14.1348 17.7402 14.041V14.041Z\" fill=\"#222222\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-2bea73f0 elementor-widget elementor-widget-heading\" data-id=\"2bea73f0\" 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<p class=\"elementor-heading-title elementor-size-default\">Amazon<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column 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elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4d5c0ec4 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"4d5c0ec4\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M5.00016 18.3337C4.54183 18.3337 4.14961 18.1706 3.8235 17.8445C3.49683 17.5178 3.3335 17.1253 3.3335 16.667V3.33366C3.3335 2.87533 3.49683 2.48283 3.8235 2.15616C4.14961 1.83005 4.54183 1.66699 5.00016 1.66699H10.9793C11.2016 1.66699 11.4135 1.70866 11.6152 1.79199C11.8163 1.87533 11.9932 1.99338 12.146 2.14616L16.1877 6.18783C16.3404 6.3406 16.4585 6.51755 16.5418 6.71866C16.6252 6.92033 16.6668 7.13227 16.6668 7.35449V10.0003H15.0002V7.50033H11.6668C11.4307 7.50033 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class=\"elementor-widget-container\">\n\t\t\t\t\t<p class=\"elementor-heading-title elementor-size-default\">XML file<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-10e9158a\" data-id=\"10e9158a\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2e4ae3d6 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"2e4ae3d6\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><g clip-path=\"url(#clip0_273_990)\"><path d=\"M16.6668 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id=\"clip0_273_990\"><rect width=\"20\" height=\"20\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-50e8aec3 elementor-widget elementor-widget-heading\" data-id=\"50e8aec3\" 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<p class=\"elementor-heading-title elementor-size-default\">Various shipping service providers<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<div class=\"elementor-element elementor-element-7765579 elementor-widget elementor-widget-ha-creative-button happy-addon ha-creative-button\" data-id=\"7765579\" data-element_type=\"widget\" data-widget_type=\"ha-creative-button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div data-magnetic=\"no\" class=\"ha-creative-btn-wrap\">\n\t\t\t<a class=\"ha-creative-btn ha-stl--symbolab ha-eft--back-in-left\" href=\"\/en\/contact\/\" rel=\"nofollow\">Contact us now<i aria-hidden=\"true\" class=\"hm hm-arrow-right\"><\/i><\/a>\n\t\t<\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-72fd47e elementor-widget elementor-widget-text-editor\" data-id=\"72fd47e\" 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>Free of charge &amp; without obligation!<\/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<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-1d30dc9c animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default elementor-invisible\" data-id=\"1d30dc9c\" data-element_type=\"section\" id=\"stammdaten\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-fed210c animated-slow elementor-invisible\" data-id=\"fed210c\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-7044953f elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"7044953f\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-13172034\" data-id=\"13172034\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-85b7a2e elementor-widget elementor-widget-heading\" data-id=\"85b7a2e\" 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\">Master data<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5caa5bcd elementor-widget elementor-widget-text-editor\" data-id=\"5caa5bcd\" 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>In WEMALO you manage global settings and information about the products in one place.<\/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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-3a03b108\" data-id=\"3a03b108\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-24d17c1b elementor-widget elementor-widget-image\" data-id=\"24d17c1b\" 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=\"914\" height=\"519\" src=\"https:\/\/wemalo.com\/wp-content\/uploads\/chargen-wemalo-wms.webp\" class=\"attachment-large size-large wp-image-15208\" alt=\"\" srcset=\"https:\/\/wemalo.com\/wp-content\/uploads\/chargen-wemalo-wms.webp 914w, https:\/\/wemalo.com\/wp-content\/uploads\/chargen-wemalo-wms-300x170.webp 300w, https:\/\/wemalo.com\/wp-content\/uploads\/chargen-wemalo-wms-150x85.webp 150w, https:\/\/wemalo.com\/wp-content\/uploads\/chargen-wemalo-wms-768x436.webp 768w\" sizes=\"auto, (max-width: 914px) 100vw, 914px\" \/>\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\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-474795e5 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"474795e5\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-8504388\" data-id=\"8504388\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4fa0bd69 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"4fa0bd69\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M5.83317 13.75L1.88317 11.375M5.83317 13.75L9.99984 11.25M5.83317 13.75V18.0583M14.1665 13.75L9.99984 11.25M14.1665 13.75L18.1165 11.375M14.1665 13.75V18.0583M2.47484 10.7667C2.2288 10.9145 2.02511 11.1233 1.88349 11.373C1.74188 11.6226 1.66713 11.9046 1.6665 12.1917V14.8917C1.66713 15.1787 1.74188 15.4607 1.88349 15.7103C2.02511 15.96 2.2288 16.1688 2.47484 16.3167L4.97484 17.8167C5.23406 17.9724 5.53076 18.0547 5.83317 18.0547C6.13558 18.0547 6.43228 17.9724 6.6915 17.8167L9.99984 15.8333V11.25L5.83317 8.75L2.47484 10.7667V10.7667ZM9.99984 11.25V15.8333L13.3082 17.8167C13.5674 17.9724 13.8641 18.0547 14.1665 18.0547C14.4689 18.0547 14.7656 17.9724 15.0248 17.8167L17.5248 16.3167C17.7709 16.1688 17.9746 15.96 18.1162 15.7103C18.2578 15.4607 18.3325 15.1787 18.3332 14.8917V12.1917C18.3325 11.9046 18.2578 11.6226 18.1162 11.373C17.9746 11.1233 17.7709 10.9145 17.5248 10.7667L14.1665 8.75L9.99984 11.25V11.25Z\" stroke=\"#ED8516\" stroke-width=\"1.4\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M9.99967 6.66666L6.04967 4.29166M9.99967 6.66666L13.9497 4.29166M9.99967 11.25V6.66666M6.64134 3.68333C6.39531 3.83115 6.19161 4.04 6.05 4.28965C5.90838 4.53931 5.83364 4.8213 5.83301 5.10833V8.75L9.99967 11.25L14.1663 8.75V5.10833C14.1657 4.8213 14.091 4.53931 13.9494 4.28965C13.8077 4.04 13.604 3.83115 13.358 3.68333L10.858 2.18333C10.5988 2.02759 10.3021 1.94531 9.99967 1.94531C9.69727 1.94531 9.40056 2.02759 9.14134 2.18333L6.64134 3.68333V3.68333Z\" stroke=\"#ED8516\" stroke-width=\"1.4\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-2258a4f8 elementor-widget elementor-widget-heading\" data-id=\"2258a4f8\" 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<p class=\"elementor-heading-title elementor-size-default\">Create and edit products<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-733e2d71\" data-id=\"733e2d71\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-18eb605a elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"18eb605a\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M5.00016 18.3337C4.54183 18.3337 4.14961 18.1706 3.8235 17.8445C3.49683 17.5178 3.3335 17.1253 3.3335 16.667V3.33366C3.3335 2.87533 3.49683 2.48283 3.8235 2.15616C4.14961 1.83005 4.54183 1.66699 5.00016 1.66699H10.9793C11.2016 1.66699 11.4135 1.70866 11.6152 1.79199C11.8163 1.87533 11.9932 1.99338 12.146 2.14616L16.1877 6.18783C16.3404 6.3406 16.4585 6.51755 16.5418 6.71866C16.6252 6.92033 16.6668 7.13227 16.6668 7.35449V10.0003H15.0002V7.50033H11.6668C11.4307 7.50033 11.2329 7.42033 11.0735 7.26033C10.9135 7.10088 10.8335 6.9031 10.8335 6.66699V3.33366H5.00016V16.667H10.0002V18.3337H5.00016Z\" fill=\"#ED8516\"><\/path><path d=\"M14.0833 17V12M14.0833 12L12 14.0833M14.0833 12L16.1667 14.0833\" stroke=\"#ED8516\" stroke-width=\"1.66667\" stroke-linecap=\"square\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-7dc72d40 elementor-widget elementor-widget-heading\" data-id=\"7dc72d40\" 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<p class=\"elementor-heading-title elementor-size-default\">Deposit of product images<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-4d16c5ea\" data-id=\"4d16c5ea\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-1e30976a elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"1e30976a\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M5.00016 18.3337C4.54183 18.3337 4.14961 18.1706 3.8235 17.8445C3.49683 17.5178 3.3335 17.1253 3.3335 16.667V3.33366C3.3335 2.87533 3.49683 2.48283 3.8235 2.15616C4.14961 1.83005 4.54183 1.66699 5.00016 1.66699H10.9793C11.2016 1.66699 11.4135 1.70866 11.6152 1.79199C11.8163 1.87533 11.9932 1.99338 12.146 2.14616L16.1877 6.18783C16.3404 6.3406 16.4585 6.51755 16.5418 6.71866C16.6252 6.92033 16.6668 7.13227 16.6668 7.35449V10.0003H15.0002V7.50033H11.6668C11.4307 7.50033 11.2329 7.42033 11.0735 7.26033C10.9135 7.10088 10.8335 6.9031 10.8335 6.66699V3.33366H5.00016V16.667H10.0002V18.3337H5.00016ZM15.2502 12.1045L16.146 13.0003L12.9168 16.2087V17.0837H13.7918L17.021 13.8753L17.896 14.7503L14.5627 18.0837C14.4793 18.167 14.3854 18.2295 14.281 18.2712C14.1771 18.3128 14.0696 18.3337 13.9585 18.3337H12.0835C11.9724 18.3337 11.8752 18.292 11.7918 18.2087C11.7085 18.1253 11.6668 18.0281 11.6668 17.917V16.042C11.6668 15.9309 11.6877 15.8234 11.7293 15.7195C11.771 15.615 11.8335 15.5212 11.9168 15.4378L15.2502 12.1045ZM17.896 14.7503L15.2502 12.1045L16.4585 10.8962C16.6113 10.7434 16.8057 10.667 17.0418 10.667C17.2779 10.667 17.4724 10.7434 17.6252 10.8962L19.1043 12.3753C19.2571 12.5281 19.3335 12.7225 19.3335 12.9587C19.3335 13.1948 19.2571 13.3892 19.1043 13.542L17.896 14.7503Z\" fill=\"#ED8516\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-65168e9c elementor-widget elementor-widget-heading\" data-id=\"65168e9c\" 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<p class=\"elementor-heading-title elementor-size-default\">Deposit of further document<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-287a5191\" data-id=\"287a5191\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-ecc4a09 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"ecc4a09\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-far-user-circle\" viewBox=\"0 0 496 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M248 104c-53 0-96 43-96 96s43 96 96 96 96-43 96-96-43-96-96-96zm0 144c-26.5 0-48-21.5-48-48s21.5-48 48-48 48 21.5 48 48-21.5 48-48 48zm0-240C111 8 0 119 0 256s111 248 248 248 248-111 248-248S385 8 248 8zm0 448c-49.7 0-95.1-18.3-130.1-48.4 14.9-23 40.4-38.6 69.6-39.5 20.8 6.4 40.6 9.6 60.5 9.6s39.7-3.1 60.5-9.6c29.2 1 54.7 16.5 69.6 39.5-35 30.1-80.4 48.4-130.1 48.4zm162.7-84.1c-24.4-31.4-62.1-51.9-105.1-51.9-10.2 0-26 9.6-57.6 9.6-31.5 0-47.4-9.6-57.6-9.6-42.9 0-80.6 20.5-105.1 51.9C61.9 339.2 48 299.2 48 256c0-110.3 89.7-200 200-200s200 89.7 200 200c0 43.2-13.9 83.2-37.3 115.9z\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-1260a2c8 elementor-widget elementor-widget-heading\" data-id=\"1260a2c8\" 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<p class=\"elementor-heading-title elementor-size-default\">Product-specific shipping profiles<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-4a780fa1 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"4a780fa1\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-2bd56455\" data-id=\"2bd56455\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-61c4e9cd elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"61c4e9cd\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-far-address-book\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M436 160c6.6 0 12-5.4 12-12v-40c0-6.6-5.4-12-12-12h-20V48c0-26.5-21.5-48-48-48H48C21.5 0 0 21.5 0 48v416c0 26.5 21.5 48 48 48h320c26.5 0 48-21.5 48-48v-48h20c6.6 0 12-5.4 12-12v-40c0-6.6-5.4-12-12-12h-20v-64h20c6.6 0 12-5.4 12-12v-40c0-6.6-5.4-12-12-12h-20v-64h20zm-68 304H48V48h320v416zM208 256c35.3 0 64-28.7 64-64s-28.7-64-64-64-64 28.7-64 64 28.7 64 64 64zm-89.6 128h179.2c12.4 0 22.4-8.6 22.4-19.2v-19.2c0-31.8-30.1-57.6-67.2-57.6-10.8 0-18.7 8-44.8 8-26.9 0-33.4-8-44.8-8-37.1 0-67.2 25.8-67.2 57.6v19.2c0 10.6 10 19.2 22.4 19.2z\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-25af3fbd elementor-widget elementor-widget-heading\" data-id=\"25af3fbd\" 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<p class=\"elementor-heading-title elementor-size-default\">Single Multi client<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-3e0c59cc\" data-id=\"3e0c59cc\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-7444a75d elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"7444a75d\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><g clip-path=\"url(#clip0_190_905)\"><path d=\"M18.125 3.75C18.2908 3.75 18.4497 3.81585 18.5669 3.93306C18.6842 4.05027 18.75 4.20924 18.75 4.375V15.625C18.75 15.7908 18.6842 15.9497 18.5669 16.0669C18.4497 16.1842 18.2908 16.25 18.125 16.25H1.875C1.70924 16.25 1.55027 16.1842 1.43306 16.0669C1.31585 15.9497 1.25 15.7908 1.25 15.625V4.375C1.25 4.20924 1.31585 4.05027 1.43306 3.93306C1.55027 3.81585 1.70924 3.75 1.875 3.75H18.125ZM1.875 2.5C1.37772 2.5 0.900805 2.69754 0.549175 3.04917C0.197544 3.40081 0 3.87772 0 4.375L0 15.625C0 16.1223 0.197544 16.5992 0.549175 16.9508C0.900805 17.3025 1.37772 17.5 1.875 17.5H18.125C18.6223 17.5 19.0992 17.3025 19.4508 16.9508C19.8025 16.5992 20 16.1223 20 15.625V4.375C20 3.87772 19.8025 3.40081 19.4508 3.04917C19.0992 2.69754 18.6223 2.5 18.125 2.5H1.875Z\" fill=\"#ED8516\"><\/path><path d=\"M8.74981 6.87514C8.74981 6.70938 8.81566 6.55041 8.93287 6.4332C9.05008 6.31599 9.20905 6.25014 9.37481 6.25014H15.6248C15.7906 6.25014 15.9495 6.31599 16.0668 6.4332C16.184 6.55041 16.2498 6.70938 16.2498 6.87514C16.2498 7.0409 16.184 7.19987 16.0668 7.31708C15.9495 7.43429 15.7906 7.50014 15.6248 7.50014H9.37481C9.20905 7.50014 9.05008 7.43429 8.93287 7.31708C8.81566 7.19987 8.74981 7.0409 8.74981 6.87514ZM6.87981 5.80764C6.93802 5.8657 6.9842 5.93467 7.0157 6.0106C7.04721 6.08653 7.06343 6.16793 7.06343 6.25014C7.06343 6.33235 7.04721 6.41375 7.0157 6.48968C6.9842 6.56561 6.93802 6.63458 6.87981 6.69264L5.00481 8.56764C4.94676 8.62584 4.87779 8.67202 4.80186 8.70353C4.72592 8.73504 4.64452 8.75126 4.56231 8.75126C4.4801 8.75126 4.3987 8.73504 4.32277 8.70353C4.24684 8.67202 4.17787 8.62584 4.11981 8.56764L3.49481 7.94264C3.4367 7.88453 3.39061 7.81554 3.35916 7.73962C3.32771 7.6637 3.31152 7.58232 3.31152 7.50014C3.31152 7.33417 3.37745 7.175 3.49481 7.05764C3.61217 6.94028 3.77134 6.87435 3.93731 6.87435C4.10328 6.87435 4.26245 6.94028 4.37981 7.05764L4.56231 7.24139L5.99481 5.80764C6.05287 5.74944 6.12184 5.70326 6.19777 5.67175C6.2737 5.64024 6.3551 5.62402 6.43731 5.62402C6.51952 5.62402 6.60092 5.64024 6.67686 5.67175C6.75279 5.70326 6.82176 5.74944 6.87981 5.80764ZM8.74981 11.8751C8.74981 11.7094 8.81566 11.5504 8.93287 11.4332C9.05008 11.316 9.20905 11.2501 9.37481 11.2501H15.6248C15.7906 11.2501 15.9495 11.316 16.0668 11.4332C16.184 11.5504 16.2498 11.7094 16.2498 11.8751C16.2498 12.0409 16.184 12.1999 16.0668 12.3171C15.9495 12.4343 15.7906 12.5001 15.6248 12.5001H9.37481C9.20905 12.5001 9.05008 12.4343 8.93287 12.3171C8.81566 12.1999 8.74981 12.0409 8.74981 11.8751ZM6.87981 10.8076C6.93802 10.8657 6.9842 10.9347 7.0157 11.0106C7.04721 11.0865 7.06343 11.1679 7.06343 11.2501C7.06343 11.3323 7.04721 11.4137 7.0157 11.4897C6.9842 11.5656 6.93802 11.6346 6.87981 11.6926L5.00481 13.5676C4.94676 13.6258 4.87779 13.672 4.80186 13.7035C4.72592 13.735 4.64452 13.7513 4.56231 13.7513C4.4801 13.7513 4.3987 13.735 4.32277 13.7035C4.24684 13.672 4.17787 13.6258 4.11981 13.5676L3.49481 12.9426C3.4367 12.8845 3.39061 12.8155 3.35916 12.7396C3.32771 12.6637 3.31152 12.5823 3.31152 12.5001C3.31152 12.418 3.32771 12.3366 3.35916 12.2607C3.39061 12.1847 3.4367 12.1157 3.49481 12.0576C3.55292 11.9995 3.62191 11.9534 3.69783 11.922C3.77376 11.8905 3.85513 11.8744 3.93731 11.8744C4.01949 11.8744 4.10087 11.8905 4.17679 11.922C4.25272 11.9534 4.3217 11.9995 4.37981 12.0576L4.56231 12.2414L5.99481 10.8076C6.05287 10.7494 6.12184 10.7033 6.19777 10.6717C6.2737 10.6402 6.3551 10.624 6.43731 10.624C6.51952 10.624 6.60092 10.6402 6.67686 10.6717C6.75279 10.7033 6.82176 10.7494 6.87981 10.8076Z\" fill=\"#ED8516\"><\/path><\/g><defs><clipPath id=\"clip0_190_905\"><rect width=\"20\" height=\"20\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-593f7e89 elementor-widget elementor-widget-heading\" data-id=\"593f7e89\" 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<p class=\"elementor-heading-title elementor-size-default\">Product specific features<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-3b73c8ea\" data-id=\"3b73c8ea\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-71fdb84c elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"71fdb84c\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><g clip-path=\"url(#clip0_283_1279)\"><path d=\"M9.99984 3.33366C11.6082 3.33366 14.1665 4.50033 14.1665 7.62533C14.1665 9.42533 12.7332 11.517 9.99984 13.7253C7.2665 11.517 5.83317 9.41699 5.83317 7.62533C5.83317 4.50033 8.3915 3.33366 9.99984 3.33366ZM9.99984 1.66699C7.27484 1.66699 4.1665 3.71699 4.1665 7.62533C4.1665 10.2253 6.10817 12.967 9.99984 15.8337C13.8915 12.967 15.8332 10.2253 15.8332 7.62533C15.8332 3.71699 12.7248 1.66699 9.99984 1.66699Z\" fill=\"#ED8516\"><\/path><path d=\"M9.99984 5.83301C9.08317 5.83301 8.33317 6.58301 8.33317 7.49967C8.33317 8.41634 9.08317 9.16634 9.99984 9.16634C10.4419 9.16634 10.8658 8.99075 11.1783 8.67819C11.4909 8.36562 11.6665 7.9417 11.6665 7.49967C11.6665 7.05765 11.4909 6.63372 11.1783 6.32116C10.8658 6.0086 10.4419 5.83301 9.99984 5.83301V5.83301ZM4.1665 16.6663H15.8332V18.333H4.1665V16.6663Z\" fill=\"#ED8516\"><\/path><\/g><defs><clipPath id=\"clip0_283_1279\"><rect width=\"20\" height=\"20\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-e2a1728 elementor-widget elementor-widget-heading\" data-id=\"e2a1728\" 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<p class=\"elementor-heading-title elementor-size-default\">Single and multi location<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-33603771\" data-id=\"33603771\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-294d8e07 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"294d8e07\" data-element_type=\"section\" id=\"reporting\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-cc2ebc4 animated-slow elementor-invisible\" data-id=\"cc2ebc4\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-ff1d48f elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"ff1d48f\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-6b5126d0\" data-id=\"6b5126d0\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-8b58426 elementor-widget elementor-widget-heading\" data-id=\"8b58426\" 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\">Reporting<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3dab58a3 elementor-widget elementor-widget-text-editor\" data-id=\"3dab58a3\" 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>Improve decision-making by identifying and solving management problems before they occur.<\/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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-40ca9966\" data-id=\"40ca9966\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5a549625 elementor-widget elementor-widget-image\" data-id=\"5a549625\" 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=\"1024\" height=\"683\" src=\"https:\/\/wemalo.com\/wp-content\/uploads\/Reporting-wemalo-1024x683.webp\" class=\"attachment-large size-large wp-image-15252\" alt=\"\" srcset=\"https:\/\/wemalo.com\/wp-content\/uploads\/Reporting-wemalo-1024x683.webp 1024w, https:\/\/wemalo.com\/wp-content\/uploads\/Reporting-wemalo-300x200.webp 300w, https:\/\/wemalo.com\/wp-content\/uploads\/Reporting-wemalo-150x100.webp 150w, https:\/\/wemalo.com\/wp-content\/uploads\/Reporting-wemalo-768x512.webp 768w, https:\/\/wemalo.com\/wp-content\/uploads\/Reporting-wemalo-1536x1024.webp 1536w, https:\/\/wemalo.com\/wp-content\/uploads\/Reporting-wemalo-2048x1365.webp 2048w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/>\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\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-4e4ca9a elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"4e4ca9a\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-77917656\" data-id=\"77917656\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-6453092c elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"6453092c\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-far-chart-bar\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M396.8 352h22.4c6.4 0 12.8-6.4 12.8-12.8V108.8c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v230.4c0 6.4 6.4 12.8 12.8 12.8zm-192 0h22.4c6.4 0 12.8-6.4 12.8-12.8V140.8c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v198.4c0 6.4 6.4 12.8 12.8 12.8zm96 0h22.4c6.4 0 12.8-6.4 12.8-12.8V204.8c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v134.4c0 6.4 6.4 12.8 12.8 12.8zM496 400H48V80c0-8.84-7.16-16-16-16H16C7.16 64 0 71.16 0 80v336c0 17.67 14.33 32 32 32h464c8.84 0 16-7.16 16-16v-16c0-8.84-7.16-16-16-16zm-387.2-48h22.4c6.4 0 12.8-6.4 12.8-12.8v-70.4c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v70.4c0 6.4 6.4 12.8 12.8 12.8z\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-64e61f34 elementor-widget elementor-widget-heading\" data-id=\"64e61f34\" 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<p class=\"elementor-heading-title elementor-size-default\">Automatic reports, customisable<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-19bfc7de\" data-id=\"19bfc7de\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-42cb6e17 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"42cb6e17\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-far-list-alt\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M464 32H48C21.49 32 0 53.49 0 80v352c0 26.51 21.49 48 48 48h416c26.51 0 48-21.49 48-48V80c0-26.51-21.49-48-48-48zm-6 400H54a6 6 0 0 1-6-6V86a6 6 0 0 1 6-6h404a6 6 0 0 1 6 6v340a6 6 0 0 1-6 6zm-42-92v24c0 6.627-5.373 12-12 12H204c-6.627 0-12-5.373-12-12v-24c0-6.627 5.373-12 12-12h200c6.627 0 12 5.373 12 12zm0-96v24c0 6.627-5.373 12-12 12H204c-6.627 0-12-5.373-12-12v-24c0-6.627 5.373-12 12-12h200c6.627 0 12 5.373 12 12zm0-96v24c0 6.627-5.373 12-12 12H204c-6.627 0-12-5.373-12-12v-24c0-6.627 5.373-12 12-12h200c6.627 0 12 5.373 12 12zm-252 12c0 19.882-16.118 36-36 36s-36-16.118-36-36 16.118-36 36-36 36 16.118 36 36zm0 96c0 19.882-16.118 36-36 36s-36-16.118-36-36 16.118-36 36-36 36 16.118 36 36zm0 96c0 19.882-16.118 36-36 36s-36-16.118-36-36 16.118-36 36-36 36 16.118 36 36z\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-3b806474 elementor-widget elementor-widget-heading\" data-id=\"3b806474\" 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<p class=\"elementor-heading-title elementor-size-default\">Booking history<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-6a56e24\" data-id=\"6a56e24\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-7de091f4\" data-id=\"7de091f4\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-14e96379 animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default elementor-invisible\" data-id=\"14e96379\" data-element_type=\"section\" id=\"personal\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-750e78e0 animated-slow elementor-invisible\" data-id=\"750e78e0\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-40da3a22 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"40da3a22\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-bfe2c02\" data-id=\"bfe2c02\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-11caf40 elementor-widget elementor-widget-heading\" data-id=\"11caf40\" 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\">Human Resources Management<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3af06f31 elementor-widget elementor-widget-text-editor\" data-id=\"3af06f31\" 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>Control your staff and assign jobs directly to employees through WEMALO.<\/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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-55209b23\" data-id=\"55209b23\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-69fc3e90 elementor-widget elementor-widget-image\" data-id=\"69fc3e90\" 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=\"1024\" height=\"447\" src=\"https:\/\/wemalo.com\/wp-content\/uploads\/work-team-wemalo-1024x447.webp\" class=\"attachment-large size-large wp-image-15212\" alt=\"\" srcset=\"https:\/\/wemalo.com\/wp-content\/uploads\/work-team-wemalo-1024x447.webp 1024w, https:\/\/wemalo.com\/wp-content\/uploads\/work-team-wemalo-300x131.webp 300w, https:\/\/wemalo.com\/wp-content\/uploads\/work-team-wemalo-150x65.webp 150w, https:\/\/wemalo.com\/wp-content\/uploads\/work-team-wemalo-768x335.webp 768w, https:\/\/wemalo.com\/wp-content\/uploads\/work-team-wemalo.webp 1222w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/>\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\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-4db9c1ba elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"4db9c1ba\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-4ea60b02\" data-id=\"4ea60b02\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-28ef481a elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"28ef481a\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-far-address-book\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M436 160c6.6 0 12-5.4 12-12v-40c0-6.6-5.4-12-12-12h-20V48c0-26.5-21.5-48-48-48H48C21.5 0 0 21.5 0 48v416c0 26.5 21.5 48 48 48h320c26.5 0 48-21.5 48-48v-48h20c6.6 0 12-5.4 12-12v-40c0-6.6-5.4-12-12-12h-20v-64h20c6.6 0 12-5.4 12-12v-40c0-6.6-5.4-12-12-12h-20v-64h20zm-68 304H48V48h320v416zM208 256c35.3 0 64-28.7 64-64s-28.7-64-64-64-64 28.7-64 64 28.7 64 64 64zm-89.6 128h179.2c12.4 0 22.4-8.6 22.4-19.2v-19.2c0-31.8-30.1-57.6-67.2-57.6-10.8 0-18.7 8-44.8 8-26.9 0-33.4-8-44.8-8-37.1 0-67.2 25.8-67.2 57.6v19.2c0 10.6 10 19.2 22.4 19.2z\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-79b2a163 elementor-widget elementor-widget-heading\" data-id=\"79b2a163\" 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<p class=\"elementor-heading-title elementor-size-default\">Authorisation profiles<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-209c6484\" data-id=\"209c6484\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-676bba75 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"676bba75\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M5.00016 18.3337C4.54183 18.3337 4.14961 18.1706 3.8235 17.8445C3.49683 17.5178 3.3335 17.1253 3.3335 16.667V3.33366C3.3335 2.87533 3.49683 2.48283 3.8235 2.15616C4.14961 1.83005 4.54183 1.66699 5.00016 1.66699H10.9793C11.2016 1.66699 11.4135 1.70866 11.6152 1.79199C11.8163 1.87533 11.9932 1.99338 12.146 2.14616L16.1877 6.18783C16.3404 6.3406 16.4585 6.51755 16.5418 6.71866C16.6252 6.92033 16.6668 7.13227 16.6668 7.35449V10.0003H15.0002V7.50033H11.6668C11.4307 7.50033 11.2329 7.42033 11.0735 7.26033C10.9135 7.10088 10.8335 6.9031 10.8335 6.66699V3.33366H5.00016V16.667H10.0002V18.3337H5.00016ZM15.2502 12.1045L16.146 13.0003L12.9168 16.2087V17.0837H13.7918L17.021 13.8753L17.896 14.7503L14.5627 18.0837C14.4793 18.167 14.3854 18.2295 14.281 18.2712C14.1771 18.3128 14.0696 18.3337 13.9585 18.3337H12.0835C11.9724 18.3337 11.8752 18.292 11.7918 18.2087C11.7085 18.1253 11.6668 18.0281 11.6668 17.917V16.042C11.6668 15.9309 11.6877 15.8234 11.7293 15.7195C11.771 15.615 11.8335 15.5212 11.9168 15.4378L15.2502 12.1045ZM17.896 14.7503L15.2502 12.1045L16.4585 10.8962C16.6113 10.7434 16.8057 10.667 17.0418 10.667C17.2779 10.667 17.4724 10.7434 17.6252 10.8962L19.1043 12.3753C19.2571 12.5281 19.3335 12.7225 19.3335 12.9587C19.3335 13.1948 19.2571 13.3892 19.1043 13.542L17.896 14.7503Z\" fill=\"#ED8516\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-161a7dd5 elementor-widget elementor-widget-heading\" data-id=\"161a7dd5\" 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<p class=\"elementor-heading-title elementor-size-default\">Picklist profiles &amp; assignment<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-2da87c3a\" data-id=\"2da87c3a\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-ffda7a3 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"ffda7a3\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M10 2C10.9548 2 11.8705 2.37928 12.5456 3.05442C13.2207 3.72955 13.6 4.64522 13.6 5.6C13.6 6.257 13.429 6.869 13.114 7.4H15.4C16.255 7.4 16.975 8.003 17.155 8.804C18.964 16.013 19 16.202 19 16.4C19 16.8774 18.8104 17.3352 18.4728 17.6728C18.1352 18.0104 17.6774 18.2 17.2 18.2H2.8C2.32261 18.2 1.86477 18.0104 1.52721 17.6728C1.18964 17.3352 1 16.8774 1 16.4C1 16.202 1.036 16.013 2.845 8.804C3.025 8.003 3.745 7.4 4.6 7.4H6.886C6.56428 6.85496 6.39632 6.2329 6.4 5.6C6.4 4.64522 6.77928 3.72955 7.45442 3.05442C8.12955 2.37928 9.04522 2 10 2M10 3.8C9.52261 3.8 9.06477 3.98964 8.72721 4.32721C8.38964 4.66477 8.2 5.12261 8.2 5.6C8.2 6.07739 8.38964 6.53523 8.72721 6.87279C9.06477 7.21036 9.52261 7.4 10 7.4C10.4774 7.4 10.9352 7.21036 11.2728 6.87279C11.6104 6.53523 11.8 6.07739 11.8 5.6C11.8 5.12261 11.6104 4.66477 11.2728 4.32721C10.9352 3.98964 10.4774 3.8 10 3.8M4.6 9.2V16.4H6.4V14.15L7.3 15.05V16.4H9.1V14.6L7.3 12.8L9.1 11V9.2H7.3V10.55L6.4 11.45V9.2H4.6ZM12.7 9.2C11.701 9.2 10.9 10.001 10.9 11V14.6C10.9 15.599 11.701 16.4 12.7 16.4H15.4V11.9H13.6V14.6H12.7V11H15.4V9.2H12.7Z\" fill=\"#ED8516\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-5eb5e183 elementor-widget elementor-widget-heading\" data-id=\"5eb5e183\" 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<p class=\"elementor-heading-title elementor-size-default\">Weight limit<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-2f577f89\" data-id=\"2f577f89\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-637d58a5 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"637d58a5\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><g clip-path=\"url(#clip0_190_905)\"><path d=\"M18.125 3.75C18.2908 3.75 18.4497 3.81585 18.5669 3.93306C18.6842 4.05027 18.75 4.20924 18.75 4.375V15.625C18.75 15.7908 18.6842 15.9497 18.5669 16.0669C18.4497 16.1842 18.2908 16.25 18.125 16.25H1.875C1.70924 16.25 1.55027 16.1842 1.43306 16.0669C1.31585 15.9497 1.25 15.7908 1.25 15.625V4.375C1.25 4.20924 1.31585 4.05027 1.43306 3.93306C1.55027 3.81585 1.70924 3.75 1.875 3.75H18.125ZM1.875 2.5C1.37772 2.5 0.900805 2.69754 0.549175 3.04917C0.197544 3.40081 0 3.87772 0 4.375L0 15.625C0 16.1223 0.197544 16.5992 0.549175 16.9508C0.900805 17.3025 1.37772 17.5 1.875 17.5H18.125C18.6223 17.5 19.0992 17.3025 19.4508 16.9508C19.8025 16.5992 20 16.1223 20 15.625V4.375C20 3.87772 19.8025 3.40081 19.4508 3.04917C19.0992 2.69754 18.6223 2.5 18.125 2.5H1.875Z\" fill=\"#ED8516\"><\/path><path d=\"M8.74981 6.87514C8.74981 6.70938 8.81566 6.55041 8.93287 6.4332C9.05008 6.31599 9.20905 6.25014 9.37481 6.25014H15.6248C15.7906 6.25014 15.9495 6.31599 16.0668 6.4332C16.184 6.55041 16.2498 6.70938 16.2498 6.87514C16.2498 7.0409 16.184 7.19987 16.0668 7.31708C15.9495 7.43429 15.7906 7.50014 15.6248 7.50014H9.37481C9.20905 7.50014 9.05008 7.43429 8.93287 7.31708C8.81566 7.19987 8.74981 7.0409 8.74981 6.87514ZM6.87981 5.80764C6.93802 5.8657 6.9842 5.93467 7.0157 6.0106C7.04721 6.08653 7.06343 6.16793 7.06343 6.25014C7.06343 6.33235 7.04721 6.41375 7.0157 6.48968C6.9842 6.56561 6.93802 6.63458 6.87981 6.69264L5.00481 8.56764C4.94676 8.62584 4.87779 8.67202 4.80186 8.70353C4.72592 8.73504 4.64452 8.75126 4.56231 8.75126C4.4801 8.75126 4.3987 8.73504 4.32277 8.70353C4.24684 8.67202 4.17787 8.62584 4.11981 8.56764L3.49481 7.94264C3.4367 7.88453 3.39061 7.81554 3.35916 7.73962C3.32771 7.6637 3.31152 7.58232 3.31152 7.50014C3.31152 7.33417 3.37745 7.175 3.49481 7.05764C3.61217 6.94028 3.77134 6.87435 3.93731 6.87435C4.10328 6.87435 4.26245 6.94028 4.37981 7.05764L4.56231 7.24139L5.99481 5.80764C6.05287 5.74944 6.12184 5.70326 6.19777 5.67175C6.2737 5.64024 6.3551 5.62402 6.43731 5.62402C6.51952 5.62402 6.60092 5.64024 6.67686 5.67175C6.75279 5.70326 6.82176 5.74944 6.87981 5.80764ZM8.74981 11.8751C8.74981 11.7094 8.81566 11.5504 8.93287 11.4332C9.05008 11.316 9.20905 11.2501 9.37481 11.2501H15.6248C15.7906 11.2501 15.9495 11.316 16.0668 11.4332C16.184 11.5504 16.2498 11.7094 16.2498 11.8751C16.2498 12.0409 16.184 12.1999 16.0668 12.3171C15.9495 12.4343 15.7906 12.5001 15.6248 12.5001H9.37481C9.20905 12.5001 9.05008 12.4343 8.93287 12.3171C8.81566 12.1999 8.74981 12.0409 8.74981 11.8751ZM6.87981 10.8076C6.93802 10.8657 6.9842 10.9347 7.0157 11.0106C7.04721 11.0865 7.06343 11.1679 7.06343 11.2501C7.06343 11.3323 7.04721 11.4137 7.0157 11.4897C6.9842 11.5656 6.93802 11.6346 6.87981 11.6926L5.00481 13.5676C4.94676 13.6258 4.87779 13.672 4.80186 13.7035C4.72592 13.735 4.64452 13.7513 4.56231 13.7513C4.4801 13.7513 4.3987 13.735 4.32277 13.7035C4.24684 13.672 4.17787 13.6258 4.11981 13.5676L3.49481 12.9426C3.4367 12.8845 3.39061 12.8155 3.35916 12.7396C3.32771 12.6637 3.31152 12.5823 3.31152 12.5001C3.31152 12.418 3.32771 12.3366 3.35916 12.2607C3.39061 12.1847 3.4367 12.1157 3.49481 12.0576C3.55292 11.9995 3.62191 11.9534 3.69783 11.922C3.77376 11.8905 3.85513 11.8744 3.93731 11.8744C4.01949 11.8744 4.10087 11.8905 4.17679 11.922C4.25272 11.9534 4.3217 11.9995 4.37981 12.0576L4.56231 12.2414L5.99481 10.8076C6.05287 10.7494 6.12184 10.7033 6.19777 10.6717C6.2737 10.6402 6.3551 10.624 6.43731 10.624C6.51952 10.624 6.60092 10.6402 6.67686 10.6717C6.75279 10.7033 6.82176 10.7494 6.87981 10.8076Z\" fill=\"#ED8516\"><\/path><\/g><defs><clipPath id=\"clip0_190_905\"><rect width=\"20\" height=\"20\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-2f9c9bb2 elementor-widget elementor-widget-heading\" data-id=\"2f9c9bb2\" 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<p class=\"elementor-heading-title elementor-size-default\">Process evaluation<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-75ae619b elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"75ae619b\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-768306d4\" data-id=\"768306d4\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-3c9341b5 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"3c9341b5\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><g clip-path=\"url(#clip0_283_1291)\"><path d=\"M15 13.3337C15.663 13.3337 16.2989 13.5971 16.7678 14.0659C17.2366 14.5347 17.5 15.1706 17.5 15.8337C17.5 16.4967 17.2366 17.1326 16.7678 17.6014C16.2989 18.0703 15.663 18.3337 15 18.3337C14.337 18.3337 13.7011 18.0703 13.2322 17.6014C12.7634 17.1326 12.5 16.4967 12.5 15.8337C12.5 15.1706 12.7634 14.5347 13.2322 14.0659C13.7011 13.5971 14.337 13.3337 15 13.3337ZM12.9167 3.33366C13.9112 3.33366 14.8651 3.72875 15.5683 4.43201C16.2716 5.13527 16.6667 6.0891 16.6667 7.08366C16.6667 8.07822 16.2716 9.03205 15.5683 9.73531C14.8651 10.4386 13.9112 10.8337 12.9167 10.8337H7.08333C6.5308 10.8337 6.00089 11.0532 5.61019 11.4439C5.21949 11.8346 5 12.3645 5 12.917C5 13.4695 5.21949 13.9994 5.61019 14.3901C6.00089 14.7808 6.5308 15.0003 7.08333 15.0003H10.8333C11.0543 15.0003 11.2663 15.0881 11.4226 15.2444C11.5789 15.4007 11.6667 15.6126 11.6667 15.8337C11.6667 16.0547 11.5789 16.2666 11.4226 16.4229C11.2663 16.5792 11.0543 16.667 10.8333 16.667H7.08333C6.08877 16.667 5.13494 16.2719 4.43168 15.5686C3.72842 14.8654 3.33333 13.9116 3.33333 12.917C3.33333 11.9224 3.72842 10.9686 4.43168 10.2653C5.13494 9.56208 6.08877 9.16699 7.08333 9.16699H12.9167C13.4692 9.16699 13.9991 8.9475 14.3898 8.5568C14.7805 8.1661 15 7.63619 15 7.08366C15 6.53112 14.7805 6.00122 14.3898 5.61052C13.9991 5.21982 13.4692 5.00033 12.9167 5.00033H9.16667C8.94565 5.00033 8.73369 4.91253 8.57741 4.75625C8.42113 4.59997 8.33333 4.38801 8.33333 4.16699C8.33333 3.94598 8.42113 3.73402 8.57741 3.57774C8.73369 3.42146 8.94565 3.33366 9.16667 3.33366H12.9167ZM5 1.66699C5.66304 1.66699 6.29893 1.93038 6.76777 2.39923C7.23661 2.86807 7.5 3.50395 7.5 4.16699C7.5 4.83003 7.23661 5.46592 6.76777 5.93476C6.29893 6.4036 5.66304 6.66699 5 6.66699C4.33696 6.66699 3.70107 6.4036 3.23223 5.93476C2.76339 5.46592 2.5 4.83003 2.5 4.16699C2.5 3.50395 2.76339 2.86807 3.23223 2.39923C3.70107 1.93038 4.33696 1.66699 5 1.66699V1.66699Z\" fill=\"#ED8516\"><\/path><\/g><defs><clipPath id=\"clip0_283_1291\"><rect width=\"20\" height=\"20\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-57f8970f elementor-widget elementor-widget-heading\" data-id=\"57f8970f\" 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<p class=\"elementor-heading-title elementor-size-default\">Area restrictions<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-1a55e45b\" data-id=\"1a55e45b\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-29b0eca6 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"29b0eca6\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><g clip-path=\"url(#clip0_176_1620)\"><path d=\"M18.5 15.8337V16.667L11.8333 18.7503L6 17.1337V18.3337H1V9.16699H7.64167L12.775 11.0837C13.7083 11.4337 14.3333 12.3337 14.3333 13.3337H16C17.3833 13.3337 18.5 14.4503 18.5 15.8337ZM4.33333 16.667V10.8337H2.66667V16.667H4.33333ZM16.75 15.4753C16.6167 15.2003 16.325 15.0087 16 15.0087H11.5417C11.0917 15.0087 10.65 14.9337 10.225 14.792L8.24167 14.1337L8.76667 12.5503L10.75 13.2087C11.0083 13.292 12.6667 13.3337 12.6667 13.3337C12.6667 13.0253 12.475 12.7503 12.1917 12.642L7.34167 10.8337H6V15.4003L11.8083 17.0087L16.75 15.4753Z\" fill=\"#ED8516\"><\/path><path d=\"M16.2856 4.42829L12.2856 2.14258\" stroke=\"#ED8516\" stroke-width=\"1.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M18 7.00035V3.57108C17.9998 3.42074 17.9587 3.27308 17.8807 3.14292C17.8027 3.01275 17.6906 2.90467 17.5556 2.8295L14.4444 1.11486C14.3093 1.03961 14.156 1 14 1C13.844 1 13.6907 1.03961 13.5556 1.11486L10.4444 2.8295C10.3095 2.90467 10.1973 3.01275 10.1193 3.14292C10.0413 3.27308 10.0002 3.42074 10 3.57108V7.00035C10.0002 7.15069 10.0413 7.29835 10.1193 7.42851C10.1973 7.55867 10.3095 7.66676 10.4444 7.74193L13.5556 9.45657C13.6907 9.53181 13.844 9.57143 14 9.57143C14.156 9.57143 14.3093 9.53181 14.4444 9.45657L17.5556 7.74193C17.6906 7.66676 17.8027 7.55867 17.8807 7.42851C17.9587 7.29835 17.9998 7.15069 18 7.00035Z\" stroke=\"#ED8516\" stroke-width=\"1.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M10.5713 3.28613L14.2856 5.57185L17.9999 3.28613\" stroke=\"#ED8516\" stroke-width=\"1.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M14 9.57129V5.57129\" stroke=\"#ED8516\" stroke-width=\"1.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/g><defs><clipPath id=\"clip0_176_1620\"><rect width=\"20\" height=\"20\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-5c18012d elementor-widget elementor-widget-heading\" data-id=\"5c18012d\" 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<p class=\"elementor-heading-title elementor-size-default\">Intermediate scans in case of quality problems<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-418777e8\" data-id=\"418777e8\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-1b093581 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"1b093581\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-far-hand-paper\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M372.57 112.641v-10.825c0-43.612-40.52-76.691-83.039-65.546-25.629-49.5-94.09-47.45-117.982.747C130.269 26.456 89.144 57.945 89.144 102v126.13c-19.953-7.427-43.308-5.068-62.083 8.871-29.355 21.796-35.794 63.333-14.55 93.153L132.48 498.569a32 32 0 0 0 26.062 13.432h222.897c14.904 0 27.835-10.289 31.182-24.813l30.184-130.958A203.637 203.637 0 0 0 448 310.564V179c0-40.62-35.523-71.992-75.43-66.359zm27.427 197.922c0 11.731-1.334 23.469-3.965 34.886L368.707 464h-201.92L51.591 302.303c-14.439-20.27 15.023-42.776 29.394-22.605l27.128 38.079c8.995 12.626 29.031 6.287 29.031-9.283V102c0-25.645 36.571-24.81 36.571.691V256c0 8.837 7.163 16 16 16h6.856c8.837 0 16-7.163 16-16V67c0-25.663 36.571-24.81 36.571.691V256c0 8.837 7.163 16 16 16h6.856c8.837 0 16-7.163 16-16V101.125c0-25.672 36.57-24.81 36.57.691V256c0 8.837 7.163 16 16 16h6.857c8.837 0 16-7.163 16-16v-76.309c0-26.242 36.57-25.64 36.57-.691v131.563z\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-15cf89a5 elementor-widget elementor-widget-heading\" data-id=\"15cf89a5\" 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<p class=\"elementor-heading-title elementor-size-default\">Manual quantity input<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-555d4228\" data-id=\"555d4228\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-1e7c07f elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"1e7c07f\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-far-eye-slash\" viewBox=\"0 0 640 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M634 471L36 3.51A16 16 0 0 0 13.51 6l-10 12.49A16 16 0 0 0 6 41l598 467.49a16 16 0 0 0 22.49-2.49l10-12.49A16 16 0 0 0 634 471zM296.79 146.47l134.79 105.38C429.36 191.91 380.48 144 320 144a112.26 112.26 0 0 0-23.21 2.47zm46.42 219.07L208.42 260.16C210.65 320.09 259.53 368 320 368a113 113 0 0 0 23.21-2.46zM320 112c98.65 0 189.09 55 237.93 144a285.53 285.53 0 0 1-44 60.2l37.74 29.5a333.7 333.7 0 0 0 52.9-75.11 32.35 32.35 0 0 0 0-29.19C550.29 135.59 442.93 64 320 64c-36.7 0-71.71 7-104.63 18.81l46.41 36.29c18.94-4.3 38.34-7.1 58.22-7.1zm0 288c-98.65 0-189.08-55-237.93-144a285.47 285.47 0 0 1 44.05-60.19l-37.74-29.5a333.6 333.6 0 0 0-52.89 75.1 32.35 32.35 0 0 0 0 29.19C89.72 376.41 197.08 448 320 448c36.7 0 71.71-7.05 104.63-18.81l-46.41-36.28C359.28 397.2 339.89 400 320 400z\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-309c425e elementor-widget elementor-widget-heading\" data-id=\"309c425e\" 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<p class=\"elementor-heading-title elementor-size-default\">Restrict view<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-7c6a2a6c elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"7c6a2a6c\" data-element_type=\"section\" id=\"fakturierung\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-3b176891 animated-slow elementor-invisible\" data-id=\"3b176891\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-7ffaaa0f elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"7ffaaa0f\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-3bec6a63\" data-id=\"3bec6a63\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5efd77c elementor-widget elementor-widget-heading\" data-id=\"5efd77c\" 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\">Invoicing<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-35a218ff elementor-widget elementor-widget-text-editor\" data-id=\"35a218ff\" 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>With WEMALO you can create invoices and provide them to your customer with one click.<\/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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-3af19521\" data-id=\"3af19521\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4553f46c elementor-widget elementor-widget-image\" data-id=\"4553f46c\" 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=\"1024\" height=\"642\" src=\"https:\/\/wemalo.com\/wp-content\/uploads\/mywemalo-buchhaltung.webp\" class=\"attachment-large size-large wp-image-15179\" alt=\"\" srcset=\"https:\/\/wemalo.com\/wp-content\/uploads\/mywemalo-buchhaltung.webp 1024w, https:\/\/wemalo.com\/wp-content\/uploads\/mywemalo-buchhaltung-300x188.webp 300w, https:\/\/wemalo.com\/wp-content\/uploads\/mywemalo-buchhaltung-150x94.webp 150w, https:\/\/wemalo.com\/wp-content\/uploads\/mywemalo-buchhaltung-768x482.webp 768w\" sizes=\"auto, (max-width: 1024px) 100vw, 1024px\" \/>\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\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-5264c7d elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"5264c7d\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-78bfb07\" data-id=\"78bfb07\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-6f262a9 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"6f262a9\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M7.91651 8.74973H9.99984C10.2209 8.74973 10.4328 8.66193 10.5891 8.50565C10.7454 8.34937 10.8332 8.13741 10.8332 7.9164C10.8332 7.69538 10.7454 7.48342 10.5891 7.32714C10.4328 7.17086 10.2209 7.08306 9.99984 7.08306H9.16651V6.6664C9.16651 6.44538 9.07871 6.23342 8.92243 6.07714C8.76615 5.92086 8.55419 5.83306 8.33318 5.83306C8.11216 5.83306 7.9002 5.92086 7.74392 6.07714C7.58764 6.23342 7.49984 6.44538 7.49984 6.6664V7.12473C6.99353 7.22754 6.54348 7.51481 6.23706 7.93078C5.93064 8.34675 5.78971 8.86174 5.84163 9.37577C5.89355 9.8898 6.13462 10.3662 6.51804 10.7125C6.90145 11.0588 7.39986 11.2503 7.91651 11.2497H8.74984C8.86035 11.2497 8.96633 11.2936 9.04447 11.3718C9.12261 11.4499 9.16651 11.5559 9.16651 11.6664C9.16651 11.7769 9.12261 11.8829 9.04447 11.961C8.96633 12.0392 8.86035 12.0831 8.74984 12.0831H6.66651C6.4455 12.0831 6.23354 12.1709 6.07725 12.3271C5.92097 12.4834 5.83318 12.6954 5.83318 12.9164C5.83318 13.1374 5.92097 13.3494 6.07725 13.5057C6.23354 13.6619 6.4455 13.7497 6.66651 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16.5786 16.0542 16.6664 15.8332 16.6664C15.6122 16.6664 15.4002 16.5786 15.2439 16.4223C15.0876 16.266 14.9998 16.0541 14.9998 15.8331V11.6664H16.6665V15.8331Z\" fill=\"#222222\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-1e49593f elementor-widget elementor-widget-heading\" data-id=\"1e49593f\" 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<p class=\"elementor-heading-title elementor-size-default\">Weekly and monthly statements <\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-61f7cc0\" data-id=\"61f7cc0\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5c72e4e1 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"5c72e4e1\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M5.00016 18.3337C4.54183 18.3337 4.14961 18.1706 3.8235 17.8445C3.49683 17.5178 3.3335 17.1253 3.3335 16.667V3.33366C3.3335 2.87533 3.49683 2.48283 3.8235 2.15616C4.14961 1.83005 4.54183 1.66699 5.00016 1.66699H10.9793C11.2016 1.66699 11.4135 1.70866 11.6152 1.79199C11.8163 1.87533 11.9932 1.99338 12.146 2.14616L16.1877 6.18783C16.3404 6.3406 16.4585 6.51755 16.5418 6.71866C16.6252 6.92033 16.6668 7.13227 16.6668 7.35449V10.0003H15.0002V7.50033H11.6668C11.4307 7.50033 11.2329 7.42033 11.0735 7.26033C10.9135 7.10088 10.8335 6.9031 10.8335 6.66699V3.33366H5.00016V16.667H10.0002V18.3337H5.00016Z\" fill=\"#222222\"><\/path><path d=\"M12.5 10V11C11.65 11.15 11 11.85 11 12.75C11 13.75 11.75 14.5 12.75 14.5H13.25C13.65 14.5 14 14.85 14 15.25C14 15.65 13.65 16 13.25 16H11.5V17H12.5V18H13.5V17C14.35 16.85 15 16.15 15 15.25C15 14.25 14.25 13.5 13.25 13.5H12.75C12.35 13.5 12 13.15 12 12.75C12 12.35 12.35 12 12.75 12H14.5V11H13.5V10H12.5Z\" fill=\"#222222\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-56e0ce4b elementor-widget elementor-widget-heading\" data-id=\"56e0ce4b\" 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<p class=\"elementor-heading-title elementor-size-default\">Process times and costs<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-4e288a5b\" data-id=\"4e288a5b\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-192f5d5d elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"192f5d5d\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M13.299 16.7054H3.33314V3.33704H9.14897V7.48704H13.299V8.33371H15.0081V6.67871L13.2998 4.96871L11.6665 3.33704L10.0081 1.67871H3.34147C2.90069 1.68026 2.47852 1.85661 2.16762 2.16908C1.85671 2.48154 1.68248 2.90459 1.68314 3.34538L1.67481 16.6787C1.67414 17.1195 1.84838 17.5425 2.15928 17.855C2.47019 18.1675 2.89235 18.3438 3.33314 18.3454H15.0081V16.6787L13.299 16.7054ZM17.7165 15.012L18.4456 12.512L19.1748 10.012H17.9248L17.0915 12.8704L16.2581 10.012H15.0081L16.4665 15.012H17.7165Z\" fill=\"#222222\"><\/path><path d=\"M8.34163 10.0117H5.84163C5.62082 10.0124 5.40924 10.1004 5.25311 10.2565C5.09697 10.4127 5.00896 10.6242 5.0083 10.8451V14.1784C5.00896 14.3992 5.09697 14.6108 5.25311 14.7669C5.40924 14.923 5.62082 15.0111 5.84163 15.0117H8.34163C8.56244 15.0111 8.77402 14.923 8.93016 14.7669C9.0863 14.6108 9.17431 14.3992 9.17497 14.1784V13.3451H7.92497V13.7617H6.2583V11.2617H7.92497V11.6784H9.17497V10.8451C9.17431 10.6242 9.0863 10.4127 8.93016 10.2565C8.77402 10.1004 8.56244 10.0124 8.34163 10.0117V10.0117ZM14.175 11.2667V10.0117H10.8416C10.6206 10.0117 10.4087 10.0995 10.2524 10.2558C10.0961 10.4121 10.0083 10.624 10.0083 10.8451V12.3092C10.0083 12.5302 10.0961 12.7422 10.2524 12.8985C10.4087 13.0548 10.6206 13.1426 10.8416 13.1426H12.9333V13.7617H10.0083V15.0176H13.3416C13.5626 15.0176 13.7746 14.9298 13.9309 14.7735C14.0872 14.6172 14.175 14.4052 14.175 14.1842V12.7201C14.175 12.499 14.0872 12.2871 13.9309 12.1308C13.7746 11.9745 13.5626 11.8867 13.3416 11.8867H11.25V11.2676L14.175 11.2667Z\" fill=\"#222222\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-1bc56b20 elementor-widget elementor-widget-heading\" data-id=\"1bc56b20\" 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<p class=\"elementor-heading-title elementor-size-default\">Settlement export as MS Excel<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-6c46483b\" data-id=\"6c46483b\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-34f81109 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"34f81109\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M6.25 14.0417C6.41667 14.0417 6.5625 13.9792 6.6875 13.8542C6.8125 13.7292 6.875 13.5833 6.875 13.4167C6.875 13.25 6.8125 13.1042 6.6875 12.9792C6.5625 12.8542 6.41667 12.7917 6.25 12.7917C6.08333 12.7917 5.9375 12.8542 5.8125 12.9792C5.6875 13.1042 5.625 13.25 5.625 13.4167C5.625 13.5833 5.6875 13.7292 5.8125 13.8542C5.9375 13.9792 6.08333 14.0417 6.25 14.0417ZM6.25 10.625C6.41667 10.625 6.5625 10.5625 6.6875 10.4375C6.8125 10.3125 6.875 10.1667 6.875 10C6.875 9.83333 6.8125 9.6875 6.6875 9.5625C6.5625 9.4375 6.41667 9.375 6.25 9.375C6.08333 9.375 5.9375 9.4375 5.8125 9.5625C5.6875 9.6875 5.625 9.83333 5.625 10C5.625 10.1667 5.6875 10.3125 5.8125 10.4375C5.9375 10.5625 6.08333 10.625 6.25 10.625ZM6.25 7.20833C6.41667 7.20833 6.5625 7.14583 6.6875 7.02083C6.8125 6.89583 6.875 6.75 6.875 6.58333C6.875 6.41667 6.8125 6.27083 6.6875 6.14583C6.5625 6.02083 6.41667 5.95833 6.25 5.95833C6.08333 5.95833 5.9375 6.02083 5.8125 6.14583C5.6875 6.27083 5.625 6.41667 5.625 6.58333C5.625 6.75 5.6875 6.89583 5.8125 7.02083C5.9375 7.14583 6.08333 7.20833 6.25 7.20833ZM9 14.0417H14.0833V12.7917H9V14.0417ZM9 10.625H14.0833V9.375H9V10.625ZM9 7.20833H14.0833V5.95833H9V7.20833ZM3.75 17.5C3.41667 17.5 3.125 17.375 2.875 17.125C2.625 16.875 2.5 16.5833 2.5 16.25V3.75C2.5 3.41667 2.625 3.125 2.875 2.875C3.125 2.625 3.41667 2.5 3.75 2.5H16.25C16.5833 2.5 16.875 2.625 17.125 2.875C17.375 3.125 17.5 3.41667 17.5 3.75V16.25C17.5 16.5833 17.375 16.875 17.125 17.125C16.875 17.375 16.5833 17.5 16.25 17.5H3.75ZM3.75 16.25H16.25V3.75H3.75V16.25ZM3.75 3.75V16.25V3.75Z\" fill=\"#222222\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-75a52559 elementor-widget elementor-widget-heading\" data-id=\"75a52559\" 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<p class=\"elementor-heading-title elementor-size-default\">Manage different price lists <\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<div class=\"elementor-element elementor-element-132c885 elementor-widget elementor-widget-ha-creative-button happy-addon ha-creative-button\" data-id=\"132c885\" data-element_type=\"widget\" data-widget_type=\"ha-creative-button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div data-magnetic=\"no\" class=\"ha-creative-btn-wrap\">\n\t\t\t<a class=\"ha-creative-btn ha-stl--symbolab ha-eft--back-in-left\" href=\"\/en\/contact\/\" rel=\"nofollow\">Contact us now<i aria-hidden=\"true\" class=\"hm hm-arrow-right\"><\/i><\/a>\n\t\t<\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0cb3d90 elementor-widget elementor-widget-text-editor\" data-id=\"0cb3d90\" 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>Free of charge &amp; without obligation!<\/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<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-2d0bb6e4 animated-slow elementor-section-boxed elementor-section-height-default elementor-section-height-default elementor-invisible\" data-id=\"2d0bb6e4\" data-element_type=\"section\" id=\"refurbishment\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-1ea40319 animated-slow elementor-invisible\" data-id=\"1ea40319\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-22c97360 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"22c97360\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-659b96ea\" data-id=\"659b96ea\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-7f07904 elementor-widget elementor-widget-heading\" data-id=\"7f07904\" 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\">Refurbishment technology<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4aef1728 elementor-widget elementor-widget-text-editor\" data-id=\"4aef1728\" 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>With the WEMALO Refurbishment Technology Module, you can offer your customers even more!<\/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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-1198f6b6\" data-id=\"1198f6b6\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-605c4f83 elementor-widget elementor-widget-image\" data-id=\"605c4f83\" 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=\"650\" height=\"430\" src=\"https:\/\/wemalo.com\/wp-content\/uploads\/2017-ueberuns-wemalo.webp\" class=\"attachment-large size-large wp-image-15129\" alt=\"\" srcset=\"https:\/\/wemalo.com\/wp-content\/uploads\/2017-ueberuns-wemalo.webp 650w, https:\/\/wemalo.com\/wp-content\/uploads\/2017-ueberuns-wemalo-300x198.webp 300w, https:\/\/wemalo.com\/wp-content\/uploads\/2017-ueberuns-wemalo-150x99.webp 150w\" sizes=\"auto, (max-width: 650px) 100vw, 650px\" \/>\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\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-4260402 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"4260402\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-513963b2\" data-id=\"513963b2\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-3e1840f5 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"3e1840f5\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"18\" height=\"14\" viewBox=\"0 0 18 14\" fill=\"none\"><g clip-path=\"url(#clip0_176_1627)\"><path d=\"M1 0V14\" stroke=\"#ED8516\" stroke-linejoin=\"round\"><\/path><path d=\"M3 0V9\" stroke=\"#ED8516\" stroke-linejoin=\"round\"><\/path><path d=\"M6 0V9\" stroke=\"#ED8516\" stroke-width=\"3\" stroke-linejoin=\"round\"><\/path><path d=\"M12 0V9\" stroke=\"#ED8516\" stroke-linejoin=\"round\"><\/path><path d=\"M14 0V9\" stroke=\"#ED8516\" stroke-width=\"2\" stroke-linejoin=\"round\"><\/path><path d=\"M9 0V9\" stroke=\"#ED8516\" stroke-width=\"0.5\" stroke-linejoin=\"round\"><\/path><path 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elementor-widget elementor-widget-icon\" data-id=\"79e3661f\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M5.00016 18.3337C4.54183 18.3337 4.14961 18.1706 3.8235 17.8445C3.49683 17.5178 3.3335 17.1253 3.3335 16.667V3.33366C3.3335 2.87533 3.49683 2.48283 3.8235 2.15616C4.14961 1.83005 4.54183 1.66699 5.00016 1.66699H10.9793C11.2016 1.66699 11.4135 1.70866 11.6152 1.79199C11.8163 1.87533 11.9932 1.99338 12.146 2.14616L16.1877 6.18783C16.3404 6.3406 16.4585 6.51755 16.5418 6.71866C16.6252 6.92033 16.6668 7.13227 16.6668 7.35449V10.0003H15.0002V7.50033H11.6668C11.4307 7.50033 11.2329 7.42033 11.0735 7.26033C10.9135 7.10088 10.8335 6.9031 10.8335 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3.39061 12.8155 3.35916 12.7396C3.32771 12.6637 3.31152 12.5823 3.31152 12.5001C3.31152 12.418 3.32771 12.3366 3.35916 12.2607C3.39061 12.1847 3.4367 12.1157 3.49481 12.0576C3.55292 11.9995 3.62191 11.9534 3.69783 11.922C3.77376 11.8905 3.85513 11.8744 3.93731 11.8744C4.01949 11.8744 4.10087 11.8905 4.17679 11.922C4.25272 11.9534 4.3217 11.9995 4.37981 12.0576L4.56231 12.2414L5.99481 10.8076C6.05287 10.7494 6.12184 10.7033 6.19777 10.6717C6.2737 10.6402 6.3551 10.624 6.43731 10.624C6.51952 10.624 6.60092 10.6402 6.67686 10.6717C6.75279 10.7033 6.82176 10.7494 6.87981 10.8076Z\" fill=\"#ED8516\"><\/path><\/g><defs><clipPath id=\"clip0_190_905\"><rect width=\"20\" height=\"20\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-1abbed82 elementor-widget elementor-widget-heading\" data-id=\"1abbed82\" 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<p class=\"elementor-heading-title elementor-size-default\">Editing instructions <\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-8a4bd99 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"8a4bd99\" data-element_type=\"section\" id=\"lagerung\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-1754f954 animated-slow elementor-invisible\" data-id=\"1754f954\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-31a95d elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"31a95d\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-6c001ff8\" data-id=\"6c001ff8\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-d9d7ecd elementor-widget elementor-widget-heading\" data-id=\"d9d7ecd\" 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\">Storage<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-509735a1 elementor-widget elementor-widget-text-editor\" data-id=\"509735a1\" 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>After a purchase, sale, return or movement in your warehouses and distribution channels, the stock is updated immediately. The storage of products can be easily controlled and mapped through WEMALO.<\/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<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-2c317ede\" data-id=\"2c317ede\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-3e6f01bc elementor-widget elementor-widget-image\" data-id=\"3e6f01bc\" 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=\"619\" height=\"644\" src=\"https:\/\/wemalo.com\/wp-content\/uploads\/team-work-mitarbeiter-in-lager-wemalo.webp\" class=\"attachment-full size-full wp-image-15103\" alt=\"\" srcset=\"https:\/\/wemalo.com\/wp-content\/uploads\/team-work-mitarbeiter-in-lager-wemalo.webp 619w, https:\/\/wemalo.com\/wp-content\/uploads\/team-work-mitarbeiter-in-lager-wemalo-288x300.webp 288w, https:\/\/wemalo.com\/wp-content\/uploads\/team-work-mitarbeiter-in-lager-wemalo-144x150.webp 144w\" sizes=\"auto, (max-width: 619px) 100vw, 619px\" \/>\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\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-281ae286 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"281ae286\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-7960aaae\" data-id=\"7960aaae\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-341c415c elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"341c415c\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><g clip-path=\"url(#clip0_303_2387)\"><path d=\"M13.8833 3.76654L16.2417 6.12487L13.8833 8.4832L11.525 6.12487L13.8833 3.76654V3.76654ZM7.5 4.16654V7.49987H4.16667V4.16654H7.5ZM15.8333 12.4999V15.8332H12.5V12.4999H15.8333ZM7.5 12.4999V15.8332H4.16667V12.4999H7.5ZM13.8833 1.4082L9.16667 6.11654L13.8833 10.8332L18.6 6.11654L13.8833 1.4082ZM9.16667 2.49987H2.5V9.16654H9.16667V2.49987ZM17.5 10.8332H10.8333V17.4999H17.5V10.8332ZM9.16667 10.8332H2.5V17.4999H9.16667V10.8332Z\" fill=\"#222222\"><\/path><\/g><defs><clipPath id=\"clip0_303_2387\"><rect width=\"20\" height=\"20\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-1577cbc5 elementor-widget elementor-widget-heading\" data-id=\"1577cbc5\" 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<p class=\"elementor-heading-title elementor-size-default\">Article Pure &amp; Mixed Storage<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-41a8320b\" data-id=\"41a8320b\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-3d669db elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"3d669db\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M6.25 16.625C4.79133 16.625 3.55167 16.1147 2.531 15.094C1.51033 14.0727 1 12.833 1 11.375C1 9.917 1.51033 8.67733 2.531 7.656C3.55167 6.63533 4.79133 6.125 6.25 6.125H6.625L5.562 5.062L6.625 4L9.5 6.875L6.625 9.75L5.562 8.688L6.646 7.625H6.25C5.20867 7.625 4.32333 7.98967 3.594 8.719C2.86467 9.44767 2.5 10.333 2.5 11.375C2.5 12.417 2.86467 13.3023 3.594 14.031C4.32333 14.7603 5.20867 15.125 6.25 15.125H9.5V16.625H6.25ZM11 9.625V4.625H18V9.625H11ZM11 16.625V11.625H18V16.625H11ZM12.5 15.125H16.5V13.125H12.5V15.125Z\" fill=\"#222222\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-36f2abea elementor-widget elementor-widget-heading\" data-id=\"36f2abea\" 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<p class=\"elementor-heading-title elementor-size-default\">Locking bearing<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-3aa6bb1b\" data-id=\"3aa6bb1b\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-383af9e0 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"383af9e0\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-grip-horizontal\" viewBox=\"0 0 448 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M96 288H32c-17.67 0-32 14.33-32 32v64c0 17.67 14.33 32 32 32h64c17.67 0 32-14.33 32-32v-64c0-17.67-14.33-32-32-32zm160 0h-64c-17.67 0-32 14.33-32 32v64c0 17.67 14.33 32 32 32h64c17.67 0 32-14.33 32-32v-64c0-17.67-14.33-32-32-32zm160 0h-64c-17.67 0-32 14.33-32 32v64c0 17.67 14.33 32 32 32h64c17.67 0 32-14.33 32-32v-64c0-17.67-14.33-32-32-32zM96 96H32c-17.67 0-32 14.33-32 32v64c0 17.67 14.33 32 32 32h64c17.67 0 32-14.33 32-32v-64c0-17.67-14.33-32-32-32zm160 0h-64c-17.67 0-32 14.33-32 32v64c0 17.67 14.33 32 32 32h64c17.67 0 32-14.33 32-32v-64c0-17.67-14.33-32-32-32zm160 0h-64c-17.67 0-32 14.33-32 32v64c0 17.67 14.33 32 32 32h64c17.67 0 32-14.33 32-32v-64c0-17.67-14.33-32-32-32z\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-18cd7a76 elementor-widget elementor-widget-heading\" data-id=\"18cd7a76\" 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<p class=\"elementor-heading-title elementor-size-default\">Subdivision into zones<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-506825a0\" data-id=\"506825a0\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-35aae6d8 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"35aae6d8\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><g clip-path=\"url(#clip0_283_1287)\"><path d=\"M15 13.3337C15.663 13.3337 16.2989 13.5971 16.7678 14.0659C17.2366 14.5347 17.5 15.1706 17.5 15.8337C17.5 16.4967 17.2366 17.1326 16.7678 17.6014C16.2989 18.0703 15.663 18.3337 15 18.3337C14.337 18.3337 13.7011 18.0703 13.2322 17.6014C12.7634 17.1326 12.5 16.4967 12.5 15.8337C12.5 15.1706 12.7634 14.5347 13.2322 14.0659C13.7011 13.5971 14.337 13.3337 15 13.3337ZM12.9167 3.33366C13.9112 3.33366 14.8651 3.72875 15.5683 4.43201C16.2716 5.13527 16.6667 6.0891 16.6667 7.08366C16.6667 8.07822 16.2716 9.03205 15.5683 9.73531C14.8651 10.4386 13.9112 10.8337 12.9167 10.8337H7.08333C6.5308 10.8337 6.00089 11.0532 5.61019 11.4439C5.21949 11.8346 5 12.3645 5 12.917C5 13.4695 5.21949 13.9994 5.61019 14.3901C6.00089 14.7808 6.5308 15.0003 7.08333 15.0003H10.8333C11.0543 15.0003 11.2663 15.0881 11.4226 15.2444C11.5789 15.4007 11.6667 15.6126 11.6667 15.8337C11.6667 16.0547 11.5789 16.2666 11.4226 16.4229C11.2663 16.5792 11.0543 16.667 10.8333 16.667H7.08333C6.08877 16.667 5.13494 16.2719 4.43168 15.5686C3.72842 14.8654 3.33333 13.9116 3.33333 12.917C3.33333 11.9224 3.72842 10.9686 4.43168 10.2653C5.13494 9.56208 6.08877 9.16699 7.08333 9.16699H12.9167C13.4692 9.16699 13.9991 8.9475 14.3898 8.5568C14.7805 8.1661 15 7.63619 15 7.08366C15 6.53112 14.7805 6.00122 14.3898 5.61052C13.9991 5.21982 13.4692 5.00033 12.9167 5.00033H9.16667C8.94565 5.00033 8.73369 4.91253 8.57741 4.75625C8.42113 4.59997 8.33333 4.38801 8.33333 4.16699C8.33333 3.94598 8.42113 3.73402 8.57741 3.57774C8.73369 3.42146 8.94565 3.33366 9.16667 3.33366H12.9167ZM5 1.66699C5.66304 1.66699 6.29893 1.93038 6.76777 2.39923C7.23661 2.86807 7.5 3.50395 7.5 4.16699C7.5 4.83003 7.23661 5.46592 6.76777 5.93476C6.29893 6.4036 5.66304 6.66699 5 6.66699C4.33696 6.66699 3.70107 6.4036 3.23223 5.93476C2.76339 5.46592 2.5 4.83003 2.5 4.16699C2.5 3.50395 2.76339 2.86807 3.23223 2.39923C3.70107 1.93038 4.33696 1.66699 5 1.66699V1.66699Z\" fill=\"#222222\"><\/path><\/g><defs><clipPath id=\"clip0_283_1287\"><rect width=\"20\" height=\"20\" fill=\"white\"><\/rect><\/clipPath><\/defs><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-51b666ae elementor-widget elementor-widget-heading\" data-id=\"51b666ae\" 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<p class=\"elementor-heading-title elementor-size-default\">Transfer of articles, loading aids &amp; parcels<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-c162897 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"c162897\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-782066a\" data-id=\"782066a\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-20c056a4 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"20c056a4\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg aria-hidden=\"true\" class=\"e-font-icon-svg e-fas-vector-square\" viewBox=\"0 0 512 512\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"><path d=\"M512 128V32c0-17.67-14.33-32-32-32h-96c-17.67 0-32 14.33-32 32H160c0-17.67-14.33-32-32-32H32C14.33 0 0 14.33 0 32v96c0 17.67 14.33 32 32 32v192c-17.67 0-32 14.33-32 32v96c0 17.67 14.33 32 32 32h96c17.67 0 32-14.33 32-32h192c0 17.67 14.33 32 32 32h96c17.67 0 32-14.33 32-32v-96c0-17.67-14.33-32-32-32V160c17.67 0 32-14.33 32-32zm-96-64h32v32h-32V64zM64 64h32v32H64V64zm32 384H64v-32h32v32zm352 0h-32v-32h32v32zm-32-96h-32c-17.67 0-32 14.33-32 32v32H160v-32c0-17.67-14.33-32-32-32H96V160h32c17.67 0 32-14.33 32-32V96h192v32c0 17.67 14.33 32 32 32h32v192z\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-647da68c elementor-widget elementor-widget-heading\" data-id=\"647da68c\" 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<p class=\"elementor-heading-title elementor-size-default\">Storage facility aisles and squares<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-18369073\" data-id=\"18369073\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-d1b5dc0 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"d1b5dc0\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M18.4261 5.38989L12.1761 1.95239C12.0838 1.90162 11.9801 1.875 11.8748 1.875C11.7695 1.875 11.6658 1.90162 11.5736 1.95239L5.32356 5.38989C5.22556 5.44385 5.14385 5.52311 5.08694 5.61941C5.03002 5.71572 5 5.82553 5 5.93739C5 6.04926 5.03002 6.15907 5.08694 6.25537C5.14385 6.35168 5.22556 6.43094 5.32356 6.48489L11.2498 9.74427V16.4436L9.35231 15.3999L8.74981 16.4943L11.5736 18.0474C11.6658 18.0983 11.7694 18.125 11.8748 18.125C11.9802 18.125 12.0838 18.0983 12.1761 18.0474L18.4261 14.6099C18.5241 14.556 18.6058 14.4767 18.6628 14.3804C18.7197 14.2841 18.7498 14.1743 18.7498 14.0624V5.93739C18.7498 5.82551 18.7197 5.71568 18.6628 5.61938C18.6058 5.52307 18.5241 5.44382 18.4261 5.38989ZM11.8748 3.21364L16.8279 5.93739L11.8748 8.66114L6.92168 5.93739L11.8748 3.21364ZM17.4998 13.693L12.4998 16.443V9.74364L17.4998 6.99364V13.693Z\" fill=\"#222222\"><\/path><path d=\"M6.25 10H1.25V8.75H6.25V10ZM7.5 15H2.5V13.75H7.5V15ZM8.75 12.5H3.75V11.25H8.75V12.5Z\" fill=\"#222222\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-45baa715 elementor-widget elementor-widget-heading\" data-id=\"45baa715\" 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<p class=\"elementor-heading-title elementor-size-default\">Cardboard warehouse<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-694c461d\" data-id=\"694c461d\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-25064383 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"25064383\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><path d=\"M5.83317 13.75L1.88317 11.375M5.83317 13.75L9.99984 11.25M5.83317 13.75V18.0583M14.1665 13.75L9.99984 11.25M14.1665 13.75L18.1165 11.375M14.1665 13.75V18.0583M2.47484 10.7667C2.2288 10.9145 2.02511 11.1233 1.88349 11.373C1.74188 11.6226 1.66713 11.9046 1.6665 12.1917V14.8917C1.66713 15.1787 1.74188 15.4607 1.88349 15.7103C2.02511 15.96 2.2288 16.1688 2.47484 16.3167L4.97484 17.8167C5.23406 17.9724 5.53076 18.0547 5.83317 18.0547C6.13558 18.0547 6.43228 17.9724 6.6915 17.8167L9.99984 15.8333V11.25L5.83317 8.75L2.47484 10.7667V10.7667ZM9.99984 11.25V15.8333L13.3082 17.8167C13.5674 17.9724 13.8641 18.0547 14.1665 18.0547C14.4689 18.0547 14.7656 17.9724 15.0248 17.8167L17.5248 16.3167C17.7709 16.1688 17.9746 15.96 18.1162 15.7103C18.2578 15.4607 18.3325 15.1787 18.3332 14.8917V12.1917C18.3325 11.9046 18.2578 11.6226 18.1162 11.373C17.9746 11.1233 17.7709 10.9145 17.5248 10.7667L14.1665 8.75L9.99984 11.25V11.25Z\" stroke=\"#222222\" stroke-width=\"1.4\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M9.99967 6.66666L6.04967 4.29166M9.99967 6.66666L13.9497 4.29166M9.99967 11.25V6.66666M6.64134 3.68333C6.39531 3.83115 6.19161 4.04 6.05 4.28965C5.90838 4.53931 5.83364 4.8213 5.83301 5.10833V8.75L9.99967 11.25L14.1663 8.75V5.10833C14.1657 4.8213 14.091 4.53931 13.9494 4.28965C13.8077 4.04 13.604 3.83115 13.358 3.68333L10.858 2.18333C10.5988 2.02759 10.3021 1.94531 9.99967 1.94531C9.69727 1.94531 9.40056 2.02759 9.14134 2.18333L6.64134 3.68333V3.68333Z\" stroke=\"#222222\" stroke-width=\"1.4\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-41a73dca elementor-widget elementor-widget-heading\" data-id=\"41a73dca\" 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<p class=\"elementor-heading-title elementor-size-default\">Pallet warehouse <\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-25 elementor-inner-column elementor-element elementor-element-6c9fface\" data-id=\"6c9fface\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-3e6073a2 elementor-view-default elementor-widget elementor-widget-icon\" data-id=\"3e6073a2\" data-element_type=\"widget\" data-widget_type=\"icon.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-wrapper\">\n\t\t\t<div class=\"elementor-icon\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"20\" height=\"20\" viewBox=\"0 0 20 20\" fill=\"none\"><rect x=\"7\" y=\"5\" width=\"10\" height=\"7\" rx=\"1\" fill=\"#222222\"><\/rect><rect x=\"11\" y=\"6\" width=\"2\" height=\"1\" fill=\"#D9D9D9\"><\/rect><path d=\"M5 3V14H18\" stroke=\"#222222\" stroke-width=\"1.5\" stroke-linejoin=\"round\"><\/path><circle cx=\"14.5\" cy=\"16.5\" r=\"1.5\" fill=\"#222222\"><\/circle><circle cx=\"7.5\" cy=\"16.5\" r=\"1.5\" fill=\"#222222\"><\/circle><line x1=\"5\" y1=\"3.75\" x2=\"1\" y2=\"3.75\" stroke=\"#222222\" stroke-width=\"1.5\"><\/line><\/svg>\t\t\t<\/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 class=\"elementor-element elementor-element-7a0c8882 elementor-widget elementor-widget-heading\" data-id=\"7a0c8882\" 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<p class=\"elementor-heading-title elementor-size-default\">Pickboxing<\/p>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-77f61f6 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"77f61f6\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-1bafb31d\" data-id=\"1bafb31d\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-270a0ed2 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"270a0ed2\" data-element_type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-7bfb0930\" data-id=\"7bfb0930\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-62ecd5d9 elementor-widget elementor-widget-heading\" data-id=\"62ecd5d9\" 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\">Don't waste time! Save money and win new customers.<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7604ee1b elementor-widget elementor-widget-text-editor\" data-id=\"7604ee1b\" 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>Request an online presentation and make an appointment with us! We will be happy to advise you.<\/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-c3f1533 elementor-widget elementor-widget-ha-creative-button happy-addon ha-creative-button\" data-id=\"c3f1533\" data-element_type=\"widget\" data-widget_type=\"ha-creative-button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div data-magnetic=\"no\" class=\"ha-creative-btn-wrap\">\n\t\t\t<a class=\"ha-creative-btn ha-stl--symbolab ha-eft--back-in-left\" href=\"\/en\/contact\/\" rel=\"nofollow\">Contact us now<i aria-hidden=\"true\" class=\"hm hm-arrow-right\"><\/i><\/a>\n\t\t<\/div>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f415f3e elementor-widget elementor-widget-text-editor\" data-id=\"f415f3e\" 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>Free of charge &amp; without obligation!<\/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<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Increase your efficiency with WEMALO Save time and manage your warehouse with WEMALO. Contact us now Free of charge &amp; without obligation! WEMALO WMS functions With WEMALO you increase your efficiency, are effective in the warehouse and manage all processes. Incoming goods Manage your orders with WEMALO and assign incoming [&hellip;]<\/p>\n","protected":false},"author":3,"featured_media":26733,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_yoast_wpseo_focuskw":"","_yoast_wpseo_title":"Warehouse Management System WEMALO | Functions","_yoast_wpseo_metadesc":"Functions of the WEMALO\u2713 Warehouse and management software\u2713 Efficient, effective software for warehouse management. More \u25ba","_yoast_wpseo_opengraph-title":"","_yoast_wpseo_opengraph-description":"","_yoast_wpseo_twitter-title":"","_yoast_wpseo_twitter-description":"","content-type":"","site-sidebar-layout":"no-sidebar","site-content-layout":"page-builder","ast-site-content-layout":"full-width-container","site-content-style":"unboxed","site-sidebar-style":"unboxed","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"disabled","ast-breadcrumbs-content":"","ast-featured-img":"disabled","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"_yoast_wpseo_meta_description":"","footnotes":""},"class_list":["post-15444","page","type-page","status-publish","has-post-thumbnail","hentry"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v26.6 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Warehouse Management System WEMALO | Functions<\/title>\n<meta name=\"description\" content=\"Functions of the WEMALO\u2713 Warehouse and management software\u2713 Efficient, effective software for warehouse management. 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