{"id":6,"date":"2020-05-11T04:34:13","date_gmt":"2020-05-11T04:34:13","guid":{"rendered":"https:\/\/trenamanlaw.com\/?page_id=6"},"modified":"2020-09-06T15:20:58","modified_gmt":"2020-09-06T15:20:58","slug":"elementor-6","status":"publish","type":"page","link":"http:\/\/trenamanlaw.com\/","title":{"rendered":"Front Page"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"6\" class=\"elementor elementor-6\">\n\t\t\t\t\t\t<div class=\"elementor-inner\">\n\t\t\t\t<div class=\"elementor-section-wrap\">\n\t\t\t\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-0eaa359 elementor-section-full_width elementor-section-content-bottom elementor-section-height-default elementor-section-height-default\" data-id=\"0eaa359\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-72e86e3\" data-id=\"72e86e3\" data-element_type=\"column\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-76fc1f8 elementor-nav-menu__align-center elementor-widget__width-inherit elementor-nav-menu--stretch elementor-nav-menu--dropdown-tablet elementor-nav-menu__text-align-aside elementor-nav-menu--toggle elementor-nav-menu--burger elementor-widget elementor-widget-nav-menu\" data-id=\"76fc1f8\" data-element_type=\"widget\" data-settings=\"{&quot;full_width&quot;:&quot;stretch&quot;,&quot;submenu_icon&quot;:{&quot;value&quot;:&quot;&lt;i class=\\&quot;fas fa-chevron-down\\&quot;&gt;&lt;\\\/i&gt;&quot;,&quot;library&quot;:&quot;fa-solid&quot;},&quot;layout&quot;:&quot;horizontal&quot;,&quot;toggle&quot;:&quot;burger&quot;}\" data-widget_type=\"nav-menu.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t<nav migration_allowed=\"1\" migrated=\"0\" class=\"elementor-nav-menu--main elementor-nav-menu__container elementor-nav-menu--layout-horizontal e--pointer-none\">\n\t\t\t\t<ul id=\"menu-1-76fc1f8\" class=\"elementor-nav-menu\"><li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-60\"><a href=\"#\" class=\"elementor-item elementor-item-anchor\">Home<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-61\"><a href=\"#about\" class=\"elementor-item elementor-item-anchor\">About<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-has-children menu-item-62\"><a href=\"#practiceareas\" class=\"elementor-item elementor-item-anchor\">Practice Areas<\/a>\n<ul class=\"sub-menu elementor-nav-menu--dropdown\">\n\t<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-64\"><a href=\"#personalinjury\" class=\"elementor-sub-item elementor-item-anchor\">Personal Injury<\/a><\/li>\n\t<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-65\"><a href=\"#familylaw\" class=\"elementor-sub-item elementor-item-anchor\">Family Law<\/a><\/li>\n<\/ul>\n<\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-66\"><a href=\"#contact\" class=\"elementor-item elementor-item-anchor\">Contact<\/a><\/li>\n<\/ul>\t\t\t<\/nav>\n\t\t\t\t\t<div class=\"elementor-menu-toggle\" role=\"button\" tabindex=\"0\" aria-label=\"Menu Toggle\" aria-expanded=\"false\">\n\t\t\t<i aria-hidden=\"true\" role=\"presentation\" class=\"elementor-menu-toggle__icon--open eicon-menu-bar\"><\/i><i aria-hidden=\"true\" role=\"presentation\" class=\"elementor-menu-toggle__icon--close eicon-close\"><\/i>\t\t\t<span class=\"elementor-screen-only\">Menu<\/span>\n\t\t<\/div>\n\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-2-76fc1f8\" class=\"elementor-nav-menu\"><li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-60\"><a href=\"#\" class=\"elementor-item elementor-item-anchor\" tabindex=\"-1\">Home<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-61\"><a href=\"#about\" class=\"elementor-item elementor-item-anchor\" tabindex=\"-1\">About<\/a><\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-has-children menu-item-62\"><a href=\"#practiceareas\" class=\"elementor-item elementor-item-anchor\" tabindex=\"-1\">Practice Areas<\/a>\n<ul class=\"sub-menu elementor-nav-menu--dropdown\">\n\t<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-64\"><a href=\"#personalinjury\" class=\"elementor-sub-item elementor-item-anchor\" tabindex=\"-1\">Personal Injury<\/a><\/li>\n\t<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-65\"><a href=\"#familylaw\" class=\"elementor-sub-item elementor-item-anchor\" tabindex=\"-1\">Family Law<\/a><\/li>\n<\/ul>\n<\/li>\n<li class=\"menu-item menu-item-type-custom menu-item-object-custom menu-item-66\"><a href=\"#contact\" class=\"elementor-item elementor-item-anchor\" tabindex=\"-1\">Contact<\/a><\/li>\n<\/ul>\t\t\t<\/nav>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-31b9f97 elementor-section-full_width elementor-section-height-full elementor-hidden-tablet elementor-hidden-phone elementor-section-height-default elementor-section-items-middle\" data-id=\"31b9f97\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;slideshow&quot;,&quot;background_slideshow_gallery&quot;:[{&quot;id&quot;:37,&quot;url&quot;:&quot;http:\\\/\\\/trenamanlaw.com\\\/wp-content\\\/uploads\\\/2020\\\/05\\\/MetroHallJeffStatue03-scaled.jpg&quot;},{&quot;id&quot;:35,&quot;url&quot;:&quot;http:\\\/\\\/trenamanlaw.com\\\/wp-content\\\/uploads\\\/2020\\\/05\\\/MetroHallJeffStatue-Rev2@0.5x-scaled.jpg&quot;}],&quot;background_slideshow_transition_duration&quot;:1000,&quot;background_slideshow_loop&quot;:&quot;yes&quot;,&quot;background_slideshow_slide_duration&quot;:5000,&quot;background_slideshow_slide_transition&quot;:&quot;fade&quot;}\">\n\t\t\t\t\t\t\t<div class=\"elementor-background-overlay\"><\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-2f20ba4\" data-id=\"2f20ba4\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\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-33 elementor-top-column elementor-element elementor-element-05b9851\" data-id=\"05b9851\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-a399330 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"a399330\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-e25b1b9\" data-id=\"e25b1b9\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-b6f1402 elementor-invisible elementor-widget elementor-widget-image\" data-id=\"b6f1402\" data-element_type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;slideInLeft&quot;}\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-image\">\n\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" src=\"http:\/\/trenamanlaw.com\/wp-content\/uploads\/2020\/05\/TLawLogoV7.svg\" class=\"attachment-full size-full wp-image-343\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-54e57df elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"54e57df\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-a250b7a\" data-id=\"a250b7a\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\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-7567305\" data-id=\"7567305\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-b76e2d0 elementor-invisible elementor-widget elementor-widget-heading\" data-id=\"b76e2d0\" data-element_type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;slideInRight&quot;}\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Delivering Excellence in Litigation<\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\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-33 elementor-top-column elementor-element elementor-element-ebc072f\" data-id=\"ebc072f\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-731e613 elementor-section-full_width elementor-section-height-full elementor-hidden-desktop elementor-hidden-phone elementor-section-height-default elementor-section-items-middle\" data-id=\"731e613\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;slideshow&quot;,&quot;background_slideshow_gallery&quot;:[{&quot;id&quot;:37,&quot;url&quot;:&quot;http:\\\/\\\/trenamanlaw.com\\\/wp-content\\\/uploads\\\/2020\\\/05\\\/MetroHallJeffStatue03-scaled.jpg&quot;},{&quot;id&quot;:35,&quot;url&quot;:&quot;http:\\\/\\\/trenamanlaw.com\\\/wp-content\\\/uploads\\\/2020\\\/05\\\/MetroHallJeffStatue-Rev2@0.5x-scaled.jpg&quot;}],&quot;background_slideshow_transition_duration&quot;:1000,&quot;background_slideshow_loop&quot;:&quot;yes&quot;,&quot;background_slideshow_slide_duration&quot;:5000,&quot;background_slideshow_slide_transition&quot;:&quot;fade&quot;}\">\n\t\t\t\t\t\t\t<div class=\"elementor-background-overlay\"><\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-c12160f\" data-id=\"c12160f\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\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-33 elementor-top-column elementor-element elementor-element-f3f2a68\" data-id=\"f3f2a68\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-6f46e0b elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"6f46e0b\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-7c9a0bc\" data-id=\"7c9a0bc\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-bcff3d5 elementor-invisible elementor-widget elementor-widget-image\" data-id=\"bcff3d5\" data-element_type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;slideInLeft&quot;}\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-image\">\n\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" src=\"http:\/\/trenamanlaw.com\/wp-content\/uploads\/2020\/05\/TLawLogoV7.svg\" class=\"attachment-full size-full wp-image-343\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-130f4da elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"130f4da\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-07590b5\" data-id=\"07590b5\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\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-d9156d9\" data-id=\"d9156d9\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-11ebdf9 elementor-invisible elementor-widget elementor-widget-heading\" data-id=\"11ebdf9\" data-element_type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;slideInRight&quot;}\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h5 class=\"elementor-heading-title elementor-size-default\">Delivering Excellence in Litigation<\/h5>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\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-33 elementor-top-column elementor-element elementor-element-54f7c53\" data-id=\"54f7c53\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-bc7d1dd elementor-section-full_width elementor-section-height-full elementor-hidden-desktop elementor-hidden-tablet elementor-section-height-default elementor-section-items-middle\" data-id=\"bc7d1dd\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;slideshow&quot;,&quot;background_slideshow_gallery&quot;:[{&quot;id&quot;:37,&quot;url&quot;:&quot;http:\\\/\\\/trenamanlaw.com\\\/wp-content\\\/uploads\\\/2020\\\/05\\\/MetroHallJeffStatue03-scaled.jpg&quot;},{&quot;id&quot;:35,&quot;url&quot;:&quot;http:\\\/\\\/trenamanlaw.com\\\/wp-content\\\/uploads\\\/2020\\\/05\\\/MetroHallJeffStatue-Rev2@0.5x-scaled.jpg&quot;}],&quot;background_slideshow_transition_duration&quot;:1000,&quot;background_slideshow_loop&quot;:&quot;yes&quot;,&quot;background_slideshow_slide_duration&quot;:5000,&quot;background_slideshow_slide_transition&quot;:&quot;fade&quot;}\">\n\t\t\t\t\t\t\t<div class=\"elementor-background-overlay\"><\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-4115d14\" data-id=\"4115d14\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\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-33 elementor-top-column elementor-element elementor-element-9fb020c\" data-id=\"9fb020c\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\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-33 elementor-top-column elementor-element elementor-element-6538a34\" data-id=\"6538a34\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-6ba80e8 elementor-widget elementor-widget-spacer\" data-id=\"6ba80e8\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-f685a7c elementor-section-content-bottom elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"f685a7c\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-36bb494\" data-id=\"36bb494\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-a693a2c elementor-invisible elementor-widget elementor-widget-image\" data-id=\"a693a2c\" data-element_type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;slideInLeft&quot;}\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-image\">\n\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" src=\"http:\/\/trenamanlaw.com\/wp-content\/uploads\/2020\/05\/TLawLogoV7.svg\" class=\"attachment-full size-full wp-image-343\" alt=\"\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-0e02d13 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"0e02d13\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-inner-column elementor-element elementor-element-4f398dc\" data-id=\"4f398dc\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\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-33 elementor-inner-column elementor-element elementor-element-b8aefc2\" data-id=\"b8aefc2\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\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-33 elementor-inner-column elementor-element elementor-element-d519fd2\" data-id=\"d519fd2\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4d01d36 elementor-invisible elementor-widget elementor-widget-heading\" data-id=\"4d01d36\" data-element_type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;slideInRight&quot;}\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<p class=\"elementor-heading-title elementor-size-default\">Delivering Excellence in Litigation<\/p>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-1ad4fd8 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"1ad4fd8\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-0b7dcc8\" data-id=\"0b7dcc8\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-45d61a7 elementor-align-right elementor-icon-list--layout-inline elementor-mobile-align-right elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"45d61a7\" data-element_type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<ul class=\"elementor-icon-list-items elementor-inline-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item elementor-inline-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"fas fa-map-pin\"><\/i>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">600 West Main Street, Louisville, KY 40202<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-36042c3 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"36042c3\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-70dd2e9\" data-id=\"70dd2e9\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-3e28017 elementor-widget elementor-widget-menu-anchor\" data-id=\"3e28017\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"about\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9b25b21 elementor-view-stacked elementor-shape-square elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"9b25b21\" 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<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span class=\"elementor-icon elementor-animation-grow\" >\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 398.19 544.5\"><defs><style>.cls-1{fill:#e8b04a;}.cls-2,.cls-3{fill:none;stroke:#e8b04c;}.cls-2{stroke-linecap:round;stroke-linejoin:round;stroke-width:1.27px;}.cls-3{stroke-miterlimit:10;stroke-width:1.99px;}<\/style><\/defs><g id=\"Layer_2\" data-name=\"Layer 2\"><g id=\"Layer_1-2\" data-name=\"Layer 1\"><path class=\"cls-1\" d=\"M29.67,9.14A11.85,11.85,0,0,1,29.25,12a.2.2,0,0,1-.19.14.19.19,0,0,1-.19-.14,4.93,4.93,0,0,0-.72-1.88,3.53,3.53,0,0,0-1.23-1.14,5.24,5.24,0,0,0-1.67-.58,11.17,11.17,0,0,0-2-.17H17.67V35.34a4.52,4.52,0,0,0,1.18,3.16,4.94,4.94,0,0,0,3,1.58.16.16,0,0,1,.11.21c0,.11-.07.16-.16.16-1.09-.09-2.18-.17-3.28-.23s-2.21-.09-3.32-.09c-.81,0-1.61,0-2.4.07s-1.59.1-2.39.16a.16.16,0,0,1-.16-.16.16.16,0,0,1,.11-.21,9.79,9.79,0,0,0,1.75-.51,2.21,2.21,0,0,0,.93-.75,2.65,2.65,0,0,0,.37-1.18c0-.48.07-1.1.07-1.84V8.23H5.77a3.76,3.76,0,0,0-2.63,1,6.79,6.79,0,0,0-1.7,2.34q-.09.15-.21.12c-.08,0-.11-.07-.11-.16a3.82,3.82,0,0,1-.1-.84,6.87,6.87,0,0,1,.24-1.81c.15-.59.32-1.2.51-1.82.09-.31.18-.61.28-.9s.17-.58.23-.86.15-.22.28-.1A5.29,5.29,0,0,0,4.46,6a12.45,12.45,0,0,0,2.14.16H26.78a3.15,3.15,0,0,0,.82-.11l.81-.21.53-.09.63-.1c.1,0,.14.06.14.19v.37C29.71,7.13,29.7,8.1,29.67,9.14Z\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-1\" d=\"M64.05,40.82a9.63,9.63,0,0,1-2.35.28,7.68,7.68,0,0,1-3.35-.74,12.14,12.14,0,0,1-2.83-1.91,18.38,18.38,0,0,1-2.42-2.62c-.75-1-1.44-1.95-2.09-2.91s-1.39-2-2.21-3a17.86,17.86,0,0,0-2.44-2.61,4.17,4.17,0,0,0-2.14-.95,17.88,17.88,0,0,0-2.42-.16h-1c-.34,0-.69,0-1,0v9a4.78,4.78,0,0,0,1.14,3.23,4.37,4.37,0,0,0,3,1.51v.37c-1-.09-1.92-.17-2.88-.23S39.09,40,38.13,40s-1.91,0-2.84.11-1.88.18-2.84.31q-.14,0-.18-.12a.22.22,0,0,1,.09-.26,5.52,5.52,0,0,0,2.26-1.88,4.7,4.7,0,0,0,.9-2.77V10.18a3.58,3.58,0,0,0-1.09-2.6A5.35,5.35,0,0,0,31.9,6.09a.15.15,0,0,1-.12-.19.14.14,0,0,1,.16-.13h.89c.46,0,.93,0,1.39,0s.91,0,1.35.07C36.5,6,37.43,6,38.36,6s2,0,3-.14c.53,0,1-.06,1.51-.07s1,0,1.51,0a15.67,15.67,0,0,1,3.82.46,10.39,10.39,0,0,1,3.32,1.46,7.5,7.5,0,0,1,2.35,2.59,7.77,7.77,0,0,1,.88,3.85,9.73,9.73,0,0,1-.46,3,14.88,14.88,0,0,1-1.23,2.81,17.91,17.91,0,0,1-1.77,2.53,28.53,28.53,0,0,1-2,2.17q.65.73,1.53,1.95c.59.81,1.19,1.63,1.81,2.46q1.4,1.92,2.93,3.91a28.82,28.82,0,0,0,3.23,3.58A15,15,0,0,0,62.33,39a6.71,6.71,0,0,0,3.83.67l.1.37A11.22,11.22,0,0,1,64.05,40.82ZM49.91,13.21a9.85,9.85,0,0,0-1.44-3A7.64,7.64,0,0,0,46.12,8a6.17,6.17,0,0,0-3.25-.84,10.05,10.05,0,0,0-1.56.12,7.46,7.46,0,0,0-1.51.39V23.48c.71.12,1.43.21,2.16.26s1.44.07,2.12.07c2.35,0,4-.65,4.93-2a9,9,0,0,0,1.39-5.3A11.69,11.69,0,0,0,49.91,13.21Z\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-1\" d=\"M88.41,36.66c-.11.76-.22,1.51-.35,2.26v-.05L87.92,40a.16.16,0,0,1-.18.18s0,0-.14.1l-.7.14h-3c-1,0-2,0-3,0l-2.93,0c-1,0-1.94,0-2.93,0h-3c-1,0-2,0-3,.1V40a3.28,3.28,0,0,0,1.63-.44,2.68,2.68,0,0,0,.93-1,4.76,4.76,0,0,0,.44-1.44,13.06,13.06,0,0,0,.11-1.65V9.21a3,3,0,0,0-.16-1.1,1.52,1.52,0,0,0-.44-.62A1.78,1.78,0,0,0,71,7.14a6.54,6.54,0,0,0-.77-.21,5.77,5.77,0,0,1-.9-.26,3.84,3.84,0,0,1-.95-.53.15.15,0,0,1,.09-.28h2.83c1,0,2.25,0,3.68.07l4.09,0,2.91,0,2.55-.07c.76,0,1.41-.08,2-.14a3.88,3.88,0,0,0,1.09-.23c.18-.13.28-.08.28.14-.1.86-.23,1.73-.4,2.6s-.35,1.71-.53,2.51c0,.16-.07.29-.1.4s-.06.24-.09.39a.18.18,0,0,1-.21.12c-.11,0-.16-.07-.16-.17a3.43,3.43,0,0,0-1.54-3,7.22,7.22,0,0,0-3.44-.73h-5V20.92h7.3a2.11,2.11,0,0,0,.81-.21c.33-.14.66-.28,1-.44A8,8,0,0,1,86.3,20a6.39,6.39,0,0,1,.74-.24c.16-.06.23,0,.23.19l-.18,1.49c-.07.49-.13,1-.19,1.44-.09.62-.18,1.22-.26,1.79s-.14,1.15-.2,1.74a.18.18,0,0,1-.12.19.17.17,0,0,1-.21-.05,1.7,1.7,0,0,1-.37-.58,5.5,5.5,0,0,1-.23-.72,7.07,7.07,0,0,0-.24-.74,2.09,2.09,0,0,0-.51-.75,2.16,2.16,0,0,0-1.14-.51A12.68,12.68,0,0,0,81.76,23c-.66-.05-1.32-.07-2-.07h-3.3V35.8a4.57,4.57,0,0,0,1.16,1.35,7.3,7.3,0,0,0,1.51.93,8.26,8.26,0,0,0,1.7.56,8.52,8.52,0,0,0,1.72.18,6.27,6.27,0,0,0,3.79-1.16,5.45,5.45,0,0,0,2.11-3.3l.33,0C88.65,35.15,88.52,35.9,88.41,36.66Z\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-1\" d=\"M127.49,6.46a.41.41,0,0,0-.18,0l-.91.28a4.91,4.91,0,0,0-.91.35,1.82,1.82,0,0,0-.67.55,1.38,1.38,0,0,0-.26.82v3.81c0,1.27,0,2.54,0,3.81s0,2.55,0,3.82v3.81q0,4.23-.12,8.44t-.49,8.48a.21.21,0,0,1-.11.17.16.16,0,0,1-.21,0,139.93,139.93,0,0,1-12-11.62Q106.06,23,100.57,16.74c-.62-.71-1.17-1.36-1.65-1.93s-1-1.2-1.65-1.88c-.06.59-.12,1.16-.16,1.72S97,15.78,97,16.37c0,1.58,0,3.17.09,4.76s.12,3.22.19,4.86.12,3.21.18,4.79.09,3.18.09,4.79a8.23,8.23,0,0,0,.17,1.88,2.53,2.53,0,0,0,.46,1,1.63,1.63,0,0,0,.7.48,6.28,6.28,0,0,0,.86.24,9.61,9.61,0,0,1,1.07.25,3.61,3.61,0,0,1,1.16.63.21.21,0,0,1,.07.21c0,.08-.07.12-.16.12l-1.3-.1c-.44,0-.87-.07-1.3-.14L97.62,40c-.58,0-1.16-.07-1.74-.07a21.52,21.52,0,0,0-2.38.14c-.8.09-1.61.2-2.41.33-.07,0-.12,0-.17-.1a.18.18,0,0,1,0-.23,7.58,7.58,0,0,1,.83-.6l.75-.47.79-.44A2.31,2.31,0,0,0,94,38a2.79,2.79,0,0,0,.44-.88,4.81,4.81,0,0,0,.16-1.37V34.45c0-.58,0-1.28,0-2.09,0-1.7-.06-3.76-.07-6.18s0-4.88,0-7.4q0-2.55,0-4.92c0-1.59,0-3,.09-4.24s.11-2.25.19-3,.19-1.25.34-1.37.22-.06.28,0q6.89,7.06,13.39,14.06t13.07,14.39v-.37q0-5.76-.14-11.58t-.14-11.57a6,6,0,0,0-.23-1.84,2.41,2.41,0,0,0-.63-1,1.84,1.84,0,0,0-.86-.45l-.93-.18c-.28-.06-.56-.12-.84-.16a1.59,1.59,0,0,1-.74-.35.15.15,0,0,1,0-.21c0-.08.11-.1.21-.07l2.69.3a14.34,14.34,0,0,0,2.7.07l1.63-.14,1-.12a3.19,3.19,0,0,1,1,0l.6,0c.25,0,.44,0,.56,0l.05.38A.43.43,0,0,1,127.49,6.46Z\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-1\" d=\"M163.15,40.31q-.6,0-1.23,0a10.45,10.45,0,0,1-1.18-.12l-1-.09c-.34,0-.67-.05-1-.05-.77,0-1.55,0-2.32.07l-2.33.16a2.87,2.87,0,0,1-.55,0,2.28,2.28,0,0,0-.56,0c-.1,0-.16,0-.19-.12a.22.22,0,0,1,.09-.26l2.52-1.16q-1.12-3-2.28-5.93c-.78-2-1.54-3.94-2.28-5.93H141c-.22.53-.53,1.34-.93,2.42s-.8,2.21-1.18,3.37-.73,2.27-1,3.33a9.9,9.9,0,0,0-.44,2.28,1.13,1.13,0,0,0,.26.76,1.79,1.79,0,0,0,.63.49,2.57,2.57,0,0,0,.81.26L140,40v.38a5,5,0,0,0-.79,0,6.56,6.56,0,0,1-.79,0c-.53-.06-1.05-.11-1.58-.14s-1,0-1.58,0-1.12,0-1.67,0-1.1.08-1.63.14c-.34,0-.68.06-1,.07l-1,.07c-.09,0-.15-.05-.16-.16a.16.16,0,0,1,.11-.21,7,7,0,0,0,3-1.16,5.52,5.52,0,0,0,1.88-2.51q1.77-4.42,3.35-8.84t3.16-8.92c.78-2.21,1.57-4.42,2.4-6.65s1.63-4.44,2.44-6.61a.18.18,0,0,1,.18-.14.18.18,0,0,1,.19.14q.23.66.51,1.35c.19.47.36.93.51,1.4q1.26,3.48,2.65,7.2t2.91,7.44q1.5,3.72,3.11,7.33c1.07,2.4,2.2,4.72,3.37,7a5,5,0,0,0,2,2.07,7.09,7.09,0,0,0,2.74.76c.09,0,.14.07.14.19s0,.19-.14.19ZM146,11.67c-.16.43-.31.86-.45,1.28s-.27.83-.39,1.23q-.93,2.79-1.74,5.44c-.55,1.77-1.14,3.57-1.79,5.4h8.46Z\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-1\" d=\"M211.74,40.41l-5,0c-1.67,0-3.35-.05-5-.11-.19,0-.25-.08-.19-.24s.07-.18.1-.28l.09-.27c.12-.38.25-.74.37-1.1a3,3,0,0,0,.19-1c0-2.36-.12-4.78-.35-7.28s-.49-4.91-.77-7.23v.05c-.18-1.46-.35-2.81-.49-4.05s-.27-2.59-.39-4q-2.32,4.37-4.42,9T191.61,33c-.56,1.2-1.12,2.41-1.7,3.62s-1.15,2.42-1.74,3.63a.15.15,0,0,1-.14.09.3.3,0,0,1-.19-.09,51.47,51.47,0,0,1-5-8.49q-2.12-4.49-4-8.76c-.65-1.46-1.26-2.81-1.82-4s-1.21-2.55-2-4c-.09,1.09-.2,2.13-.32,3.14s-.25,2-.38,3.09c-.34,2.61-.63,5.26-.88,8s-.37,5.4-.37,8.06c0,.84.18,1.39.56,1.65a5.68,5.68,0,0,0,1.44.72l.6.21.65.26a.18.18,0,0,1,.1.23.19.19,0,0,1-.19.14c-1.18,0-2.34,0-3.49-.14s-2.34-.14-3.48-.14c-.44,0-.87,0-1.28,0a11.25,11.25,0,0,0-1.28.11c-.1,0-.16,0-.19-.14s0-.2.09-.23a1,1,0,0,1,.28,0,1.06,1.06,0,0,0,.33,0,6.08,6.08,0,0,0,1.26-.28,2.4,2.4,0,0,0,1-.93,7.15,7.15,0,0,0,.37-1.65c.15-1,.32-2.21.51-3.7s.39-3.18.61-5.07.43-3.82.65-5.81.42-3.94.6-5.88.37-3.71.56-5.32c.09-.75.18-1.49.26-2.24s.14-1.41.2-2,.14-1.29.24-2.07l.32-.09c.75,1.36,1.42,2.6,2,3.72s1.31,2.41,2.1,3.88,1.59,3,2.41,4.56,1.63,3.13,2.42,4.69,1.51,3,2.17,4.35c.77,1.64,1.47,3.23,2.11,4.74s1.15,2.67,1.56,3.44c.87-1.79,1.7-3.61,2.51-5.46s1.61-3.66,2.42-5.46q1-2.1,1.93-4.21t2-4.21q.29-.55.54-1.11l.49-1.12a25,25,0,0,1,1.13-2.3c.48-.88.94-1.74,1.38-2.56s1-1.79,1.62-2.9l.33.09c.06.74.11,1.41.16,2s.11,1.24.19,2,.14,1.41.21,2.09c.15,1.55.31,3.26.49,5.12s.35,3.74.55,5.65.41,3.76.63,5.58.43,3.45.65,4.93.44,2.71.65,3.71a6,6,0,0,0,.61,1.89,3.21,3.21,0,0,0,1.41,1.23,8.35,8.35,0,0,0,1.52.44l.86.19a4.83,4.83,0,0,1,.95.32Z\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-1\" d=\"M247.27,40.31c-.41,0-.82,0-1.24,0a10.45,10.45,0,0,1-1.18-.12l-1-.09c-.34,0-.67-.05-1-.05-.77,0-1.55,0-2.32.07l-2.32.16a3.06,3.06,0,0,1-.56,0,2.28,2.28,0,0,0-.56,0c-.09,0-.16,0-.19-.12A.22.22,0,0,1,237,40l2.51-1.16q-1.12-3-2.28-5.93C236.49,31,235.73,29,235,27h-9.86c-.21.53-.52,1.34-.93,2.42s-.8,2.21-1.18,3.37-.73,2.27-1,3.33a9.9,9.9,0,0,0-.44,2.28,1.13,1.13,0,0,0,.26.76,1.79,1.79,0,0,0,.63.49,2.65,2.65,0,0,0,.81.26l.81.11v.38a4.92,4.92,0,0,0-.79,0,6.56,6.56,0,0,1-.79,0c-.52-.06-1-.11-1.58-.14s-1.05,0-1.58,0-1.11,0-1.67,0-1.1.08-1.63.14c-.34,0-.67.06-1,.07l-1,.07c-.09,0-.15-.05-.16-.16a.16.16,0,0,1,.11-.21A7,7,0,0,0,217,38.92a5.52,5.52,0,0,0,1.88-2.51q1.77-4.42,3.35-8.84t3.16-8.92c.78-2.21,1.58-4.42,2.4-6.65s1.63-4.44,2.44-6.61a.18.18,0,0,1,.18-.14.18.18,0,0,1,.19.14c.15.44.33.89.51,1.35s.36.93.51,1.4q1.26,3.48,2.65,7.2t2.91,7.44q1.52,3.72,3.11,7.33c1.07,2.4,2.2,4.72,3.37,7a5,5,0,0,0,2,2.07,7.09,7.09,0,0,0,2.74.76c.09,0,.14.07.14.19s-.05.19-.14.19ZM230.11,11.67c-.16.43-.3.86-.44,1.28s-.28.83-.4,1.23q-.93,2.79-1.74,5.44T225.74,25h8.46Z\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-1\" d=\"M287.21,6.46a.41.41,0,0,0-.19,0c-.28.09-.58.19-.91.28a5.1,5.1,0,0,0-.9.35,1.86,1.86,0,0,0-.68.55,1.37,1.37,0,0,0-.25.82v3.81c0,1.27,0,2.54,0,3.81s.05,2.55.05,3.82v3.81q0,4.23-.12,8.44c-.07,2.8-.24,5.63-.48,8.48,0,.07,0,.12-.12.17a.16.16,0,0,1-.21,0,141.4,141.4,0,0,1-12-11.62Q265.77,23,260.28,16.74c-.62-.71-1.17-1.36-1.65-1.93s-1-1.2-1.65-1.88c-.06.59-.11,1.16-.16,1.72s-.07,1.13-.07,1.72c0,1.58,0,3.17.09,4.76S257,24.35,257,26s.12,3.21.19,4.79.09,3.18.09,4.79a8.33,8.33,0,0,0,.16,1.88,2.41,2.41,0,0,0,.47,1,1.61,1.61,0,0,0,.69.48,6.71,6.71,0,0,0,.86.24,9.61,9.61,0,0,1,1.07.25,3.65,3.65,0,0,1,1.17.63.24.24,0,0,1,.07.21.15.15,0,0,1-.17.12l-1.3-.1c-.43,0-.87-.07-1.3-.14l-1.7-.16c-.57,0-1.15-.07-1.74-.07a21.21,21.21,0,0,0-2.37.14c-.81.09-1.61.2-2.42.33-.06,0-.12,0-.16-.1a.18.18,0,0,1,0-.23,7.6,7.6,0,0,1,.84-.6l.74-.47.79-.44a2.18,2.18,0,0,0,.65-.56,2.59,2.59,0,0,0,.44-.88,4.77,4.77,0,0,0,.17-1.37V34.45c0-.58,0-1.28,0-2.09q0-2.55-.07-6.18c0-2.42,0-4.88,0-7.4,0-1.7,0-3.34,0-4.92s.05-3,.09-4.24.11-2.25.19-3,.19-1.25.35-1.37.21-.06.28,0q6.87,7.06,13.39,14.06t13.06,14.39v-.37c0-3.84,0-7.7-.14-11.58s-.14-7.7-.14-11.57A5.69,5.69,0,0,0,281,8.3a2.23,2.23,0,0,0-.63-1,1.84,1.84,0,0,0-.86-.45l-.93-.18c-.27-.06-.55-.12-.83-.16a1.62,1.62,0,0,1-.75-.35.15.15,0,0,1,0-.21.16.16,0,0,1,.21-.07q1.35.13,2.7.3a14.21,14.21,0,0,0,2.69.07l1.63-.14,1-.12a3.13,3.13,0,0,1,1,0l.61,0c.25,0,.43,0,.56,0l0,.38A.39.39,0,0,1,287.21,6.46Z\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-1\" d=\"M322.33,34.38c0,.11,0,.23,0,.35-.06.9-.16,1.79-.28,2.68a9,9,0,0,1-.74,2.53s0,.09,0,.19a2.38,2.38,0,0,0-.14.23.26.26,0,0,1-.18.09q-4.74-.42-9.44-.42-3.85,0-7.67.14c-.41,0-.86,0-1.35,0s-.88,0-1.26.05c-.09,0-.14-.07-.14-.19s.05-.19.14-.19a2.24,2.24,0,0,0,1.28-.51,4.35,4.35,0,0,0,1-1.11,5.77,5.77,0,0,0,.6-1.42,5.43,5.43,0,0,0,.21-1.42V9.81a3.16,3.16,0,0,0-1-2.49,4,4,0,0,0-2.54-1V6c1.89.09,3.83.14,5.81.14.93,0,1.86,0,2.77-.1l2.72-.18c.09,0,.15,0,.16.16a.16.16,0,0,1-.11.21,5.18,5.18,0,0,0-2.44,1.14,3,3,0,0,0-1.1,2.39V33.24a5.57,5.57,0,0,0,.47,2.33,5.19,5.19,0,0,0,1.25,1.72,5.7,5.7,0,0,0,1.86,1.07,7,7,0,0,0,2.33.37,7.84,7.84,0,0,0,4.44-1.35A8.79,8.79,0,0,0,322,33.85l.37.14C322.37,34.14,322.35,34.28,322.33,34.38Z\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-1\" d=\"M357.88,40.31c-.4,0-.82,0-1.23,0a10.64,10.64,0,0,1-1.19-.12l-1-.09c-.34,0-.66-.05-1-.05-.78,0-1.55,0-2.33.07l-2.32.16a3,3,0,0,1-.56,0,2.33,2.33,0,0,0-.56,0q-.14,0-.18-.12a.22.22,0,0,1,.09-.26l2.51-1.16q-1.11-3-2.28-5.93c-.77-2-1.53-3.94-2.28-5.93h-9.85c-.22.53-.53,1.34-.93,2.42s-.8,2.21-1.19,3.37-.73,2.27-1,3.33a9.37,9.37,0,0,0-.44,2.28,1.12,1.12,0,0,0,.25.76,1.79,1.79,0,0,0,.63.49,2.75,2.75,0,0,0,.81.26l.82.11v.38a5,5,0,0,0-.79,0,6.43,6.43,0,0,1-.79,0c-.53-.06-1.06-.11-1.58-.14s-1.06,0-1.59,0-1.11,0-1.67,0-1.1.08-1.63.14c-.34,0-.67.06-1,.07l-1,.07c-.09,0-.14-.05-.16-.16s0-.18.12-.21a7,7,0,0,0,3-1.16,5.6,5.6,0,0,0,1.89-2.51q1.75-4.42,3.34-8.84T336,18.65c.77-2.21,1.57-4.42,2.39-6.65s1.63-4.44,2.44-6.61a.18.18,0,0,1,.19-.14.18.18,0,0,1,.18.14q.24.66.51,1.35c.19.47.36.93.52,1.4.83,2.32,1.72,4.72,2.65,7.2s1.89,5,2.9,7.44,2.05,4.92,3.12,7.33,2.19,4.72,3.37,7a5,5,0,0,0,1.95,2.07,7.14,7.14,0,0,0,2.74.76c.1,0,.14.07.14.19s0,.19-.14.19ZM340.72,11.67c-.15.43-.3.86-.44,1.28s-.27.83-.4,1.23Q339,17,338.14,19.62T336.35,25h8.46Z\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-1\" d=\"M397.63,7a14.53,14.53,0,0,0-1.3,1.14,7.68,7.68,0,0,0-1,2.07c-.41,1.1-.85,2.46-1.33,4.07s-1,3.41-1.53,5.39l-1.65,5.95c-.44,1.49-.87,3-1.31,4.61s-.86,3.07-1.28,4.48-.8,2.67-1.16,3.77-.64,1.93-.86,2.49a.18.18,0,0,1-.18.09.14.14,0,0,1-.14-.09,75.2,75.2,0,0,1-3.86-8.79q-1.68-4.56-3.21-9.11-.8-2.43-1.54-4.65t-1.67-4.61q-1.35,3.16-2.53,6.28t-2.4,6.28c-.4,1-.84,2.17-1.32,3.44s-1,2.56-1.49,3.88-1,2.61-1.51,3.88-1,2.4-1.4,3.4c-.06.09-.13.13-.21.11a.22.22,0,0,1-.16-.16c-.25-.77-.5-1.67-.77-2.7s-.53-2.1-.81-3.23-.55-2.32-.81-3.56-.52-2.46-.77-3.67c-.37-1.77-.75-3.53-1.14-5.3s-.78-3.45-1.19-5-.82-3.06-1.25-4.37a24.86,24.86,0,0,0-1.3-3.28,11.6,11.6,0,0,0-.72-1.19,5.89,5.89,0,0,0-.72-.81,5.18,5.18,0,0,0-.79-.56l-.93-.51-.49-.28c-.17-.09-.37-.2-.58-.33s-.12-.13-.07-.21a.15.15,0,0,1,.21-.06,2.1,2.1,0,0,0,.41,0,2.5,2.5,0,0,1,.47.05q1.35.13,2.7.3a22,22,0,0,0,2.69.16c.84,0,1.68,0,2.54-.09S363,6.08,363.88,6c.09,0,.15,0,.18.14s0,.2-.09.23a9.33,9.33,0,0,0-1.39.61,6,6,0,0,0-1.26.88c.31,2.92.75,5.86,1.33,8.84s1.17,6,1.79,8.92c.24,1.27.5,2.53.76,3.77s.51,2.51.72,3.81q2.52-6.73,5.12-13.6T376.29,6a.21.21,0,0,1,.17-.11.2.2,0,0,1,.2.07,83.47,83.47,0,0,1,3.91,9.25q1.68,4.74,3.25,9.63c.5,1.48,1,2.89,1.4,4.23s.91,2.74,1.44,4.23q.84-2.66,1.81-5.91c.65-2.17,1.26-4.38,1.82-6.65s1-4.48,1.39-6.65a35.28,35.28,0,0,0,.56-5.9,1,1,0,0,0-.32-.74,3.11,3.11,0,0,0-.77-.56,4.7,4.7,0,0,0-.91-.37,4.65,4.65,0,0,0-.79-.19c-.09,0-.14-.06-.14-.19s.05-.18.14-.18q1.53.13,3.09.18c1,0,2.07.05,3.09.05h1.82c.59,0,1.17,0,1.76-.05v.38A2.17,2.17,0,0,0,397.63,7Z\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"181.93\" y1=\"172.14\" x2=\"179.04\" y2=\"171.1\"><\/line><line class=\"cls-2\" x1=\"179.49\" y1=\"138.58\" x2=\"179.07\" y2=\"139.69\"><\/line><line class=\"cls-2\" x1=\"179.07\" y1=\"139.69\" x2=\"179.37\" y2=\"140.87\"><\/line><line class=\"cls-2\" x1=\"181.44\" y1=\"115.76\" x2=\"179.07\" y2=\"116.04\"><\/line><line class=\"cls-2\" x1=\"222.97\" y1=\"100.87\" x2=\"166.56\" y2=\"100.87\"><\/line><line class=\"cls-2\" x1=\"137.52\" y1=\"90.34\" x2=\"183.38\" y2=\"90.34\"><\/line><line class=\"cls-2\" x1=\"137.52\" y1=\"88.82\" x2=\"182.81\" y2=\"88.82\"><\/line><line class=\"cls-2\" x1=\"130.35\" y1=\"83.04\" x2=\"182.85\" y2=\"83.04\"><\/line><line class=\"cls-2\" x1=\"130.35\" y1=\"81.53\" x2=\"259.31\" y2=\"81.53\"><\/line><line class=\"cls-2\" x1=\"238.38\" y1=\"205.15\" x2=\"151.28\" y2=\"205.15\"><\/line><line class=\"cls-2\" x1=\"154.53\" y1=\"207.51\" x2=\"235.13\" y2=\"207.51\"><\/line><line class=\"cls-2\" x1=\"151.28\" y1=\"204.48\" x2=\"238.38\" y2=\"204.48\"><\/line><line class=\"cls-2\" x1=\"151.28\" y1=\"201.46\" x2=\"238.38\" y2=\"201.46\"><\/line><line class=\"cls-2\" x1=\"178.07\" y1=\"156.92\" x2=\"180.31\" y2=\"147.09\"><\/line><line class=\"cls-2\" x1=\"178.82\" y1=\"180.27\" x2=\"179.75\" y2=\"179.89\"><\/line><line class=\"cls-2\" x1=\"178.46\" y1=\"276.36\" x2=\"179.37\" y2=\"239.27\"><\/line><line class=\"cls-2\" x1=\"176.71\" y1=\"96.11\" x2=\"183.01\" y2=\"100.65\"><\/line><path class=\"cls-2\" d=\"M179.23,116a1.51,1.51,0,0,0,1.51,0\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M176.25,105.66c0,.25-.07.51-.09.76a11.8,11.8,0,0,0,.07,2.45,12.33,12.33,0,0,0,.57,2.4,7.2,7.2,0,0,0,.87,1.73,4.32,4.32,0,0,0,1.28,1.24,1.61,1.61,0,0,0,1.07.23,1.51,1.51,0,0,0,1-.5,4.23,4.23,0,0,0,.93-1.53,7.64,7.64,0,0,0,.39-1.9,11.8,11.8,0,0,0-.08-2.45\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"167.05\" y1=\"112.76\" x2=\"222.78\" y2=\"112.76\"><\/line><line class=\"cls-2\" x1=\"178.37\" y1=\"146.09\" x2=\"179.21\" y2=\"146.64\"><\/line><line class=\"cls-2\" x1=\"180.18\" y1=\"144\" x2=\"178.65\" y2=\"143.72\"><\/line><line class=\"cls-2\" x1=\"178.37\" y1=\"129.95\" x2=\"181.04\" y2=\"128.35\"><\/line><line class=\"cls-2\" x1=\"178.37\" y1=\"113.26\" x2=\"179.9\" y2=\"113.95\"><\/line><line class=\"cls-2\" x1=\"176.15\" y1=\"127.45\" x2=\"179.63\" y2=\"128\"><\/line><line class=\"cls-2\" x1=\"180.55\" y1=\"125.98\" x2=\"178.9\" y2=\"125.62\"><\/line><line class=\"cls-2\" x1=\"178.19\" y1=\"121.91\" x2=\"179.54\" y2=\"120.56\"><\/line><line class=\"cls-2\" x1=\"255.28\" y1=\"519.69\" x2=\"134.38\" y2=\"519.69\"><\/line><line class=\"cls-2\" x1=\"255.28\" y1=\"517\" x2=\"134.38\" y2=\"517\"><\/line><line class=\"cls-2\" x1=\"248.9\" y1=\"514.31\" x2=\"140.76\" y2=\"514.31\"><\/line><line class=\"cls-2\" x1=\"248.9\" y1=\"512.97\" x2=\"140.76\" y2=\"512.97\"><\/line><line class=\"cls-2\" x1=\"248.9\" y1=\"510.28\" x2=\"140.76\" y2=\"510.28\"><\/line><line class=\"cls-2\" x1=\"248.9\" y1=\"508.94\" x2=\"140.76\" y2=\"508.94\"><\/line><line class=\"cls-2\" x1=\"246.21\" y1=\"506.25\" x2=\"143.45\" y2=\"506.25\"><\/line><line class=\"cls-2\" x1=\"246.21\" y1=\"503.57\" x2=\"143.45\" y2=\"503.57\"><\/line><line class=\"cls-2\" x1=\"143.45\" y1=\"495.51\" x2=\"246.21\" y2=\"495.51\"><\/line><line class=\"cls-2\" x1=\"143.45\" y1=\"492.48\" x2=\"246.21\" y2=\"492.48\"><\/line><line class=\"cls-2\" x1=\"130.35\" y1=\"543.87\" x2=\"259.31\" y2=\"543.87\"><\/line><line class=\"cls-2\" x1=\"130.35\" y1=\"527.75\" x2=\"259.31\" y2=\"527.75\"><\/line><path class=\"cls-2\" d=\"M178.33,487.66a5.08,5.08,0,0,0,10.16,0\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"158.63\" y1=\"148.36\" x2=\"156.33\" y2=\"148.62\"><\/line><line class=\"cls-2\" x1=\"156.33\" y1=\"137.93\" x2=\"160.69\" y2=\"138.14\"><\/line><line class=\"cls-2\" x1=\"157.41\" y1=\"169.35\" x2=\"160.31\" y2=\"169.58\"><\/line><line class=\"cls-2\" x1=\"158.95\" y1=\"182.45\" x2=\"158.07\" y2=\"186.38\"><\/line><line class=\"cls-2\" x1=\"157.64\" y1=\"177.43\" x2=\"158.73\" y2=\"179.83\"><\/line><line class=\"cls-2\" x1=\"158.07\" y1=\"170.01\" x2=\"160.26\" y2=\"169.79\"><\/line><path class=\"cls-2\" d=\"M163.3,220.46a2.12,2.12,0,1,0-4.24,0\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"158.04\" y1=\"349.96\" x2=\"159.18\" y2=\"312.87\"><\/line><line class=\"cls-2\" x1=\"157.88\" y1=\"312.9\" x2=\"159.46\" y2=\"275.81\"><\/line><line class=\"cls-2\" x1=\"130.35\" y1=\"83.04\" x2=\"130.35\" y2=\"81.53\"><\/line><path class=\"cls-2\" d=\"M137.12,87.83a11.22,11.22,0,0,0,3.69,5.78\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"137.52\" y1=\"88.82\" x2=\"137.52\" y2=\"90.34\"><\/line><path class=\"cls-2\" d=\"M131.37,87.83a8.65,8.65,0,0,0,7.17,5.78\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"148.68\" y1=\"140.55\" x2=\"150.37\" y2=\"142.52\"><\/line><line class=\"cls-2\" x1=\"149.56\" y1=\"138.14\" x2=\"151.35\" y2=\"139.15\"><\/line><line class=\"cls-2\" x1=\"154.8\" y1=\"174.6\" x2=\"156.18\" y2=\"171.54\"><\/line><line class=\"cls-2\" x1=\"156.18\" y1=\"171.54\" x2=\"158.07\" y2=\"170.01\"><\/line><line class=\"cls-2\" x1=\"151.08\" y1=\"180.49\" x2=\"152.77\" y2=\"178.81\"><\/line><line class=\"cls-2\" x1=\"152.77\" y1=\"178.81\" x2=\"154.8\" y2=\"174.6\"><\/line><line class=\"cls-2\" x1=\"154.08\" y1=\"176.19\" x2=\"156.11\" y2=\"176.56\"><\/line><line class=\"cls-2\" x1=\"142.55\" y1=\"173.72\" x2=\"142.77\" y2=\"176.55\"><\/line><line class=\"cls-2\" x1=\"142.77\" y1=\"176.55\" x2=\"143.66\" y2=\"178.74\"><\/line><line class=\"cls-2\" x1=\"143.63\" y1=\"170.74\" x2=\"142.55\" y2=\"173.72\"><\/line><line class=\"cls-2\" x1=\"145.62\" y1=\"169.36\" x2=\"143.63\" y2=\"170.74\"><\/line><line class=\"cls-2\" x1=\"156.33\" y1=\"157.13\" x2=\"154.14\" y2=\"147.97\"><\/line><line class=\"cls-2\" x1=\"157.2\" y1=\"163.9\" x2=\"156.33\" y2=\"157.13\"><\/line><line class=\"cls-2\" x1=\"156.76\" y1=\"159.97\" x2=\"157.2\" y2=\"163.9\"><\/line><line class=\"cls-2\" x1=\"154.58\" y1=\"152.55\" x2=\"156.76\" y2=\"159.97\"><\/line><line class=\"cls-2\" x1=\"153.27\" y1=\"147.75\" x2=\"154.58\" y2=\"152.55\"><\/line><line class=\"cls-2\" x1=\"157.2\" y1=\"152.77\" x2=\"156.76\" y2=\"148.62\"><\/line><line class=\"cls-2\" x1=\"157.64\" y1=\"159.32\" x2=\"157.2\" y2=\"152.77\"><\/line><line class=\"cls-2\" x1=\"156.76\" y1=\"168.92\" x2=\"157.64\" y2=\"159.32\"><\/line><line class=\"cls-2\" x1=\"153.04\" y1=\"152.03\" x2=\"155.23\" y2=\"160.41\"><\/line><line class=\"cls-2\" x1=\"151.07\" y1=\"146.92\" x2=\"153.04\" y2=\"152.03\"><\/line><line class=\"cls-2\" x1=\"145.62\" y1=\"141.86\" x2=\"147.37\" y2=\"141.5\"><\/line><line class=\"cls-2\" x1=\"147.37\" y1=\"141.5\" x2=\"149.33\" y2=\"143.03\"><\/line><line class=\"cls-2\" x1=\"149.33\" y1=\"143.03\" x2=\"151.07\" y2=\"146.92\"><\/line><line class=\"cls-2\" x1=\"151.61\" y1=\"138.54\" x2=\"153.27\" y2=\"137.49\"><\/line><line class=\"cls-2\" x1=\"150.64\" y1=\"141.87\" x2=\"151.61\" y2=\"138.54\"><\/line><line class=\"cls-2\" x1=\"150.48\" y1=\"144.43\" x2=\"150.64\" y2=\"141.87\"><\/line><line class=\"cls-2\" x1=\"151.48\" y1=\"146.92\" x2=\"150.48\" y2=\"144.43\"><\/line><line class=\"cls-2\" x1=\"153.49\" y1=\"147.97\" x2=\"151.48\" y2=\"146.92\"><\/line><line class=\"cls-2\" x1=\"156.33\" y1=\"148.62\" x2=\"153.49\" y2=\"147.97\"><\/line><line class=\"cls-2\" x1=\"153.27\" y1=\"137.49\" x2=\"156.33\" y2=\"137.93\"><\/line><line class=\"cls-2\" x1=\"145.19\" y1=\"139.24\" x2=\"148.68\" y2=\"140.55\"><\/line><line class=\"cls-2\" x1=\"143\" y1=\"138.8\" x2=\"145.19\" y2=\"139.24\"><\/line><line class=\"cls-2\" x1=\"141.26\" y1=\"140.33\" x2=\"143\" y2=\"138.8\"><\/line><line class=\"cls-2\" x1=\"140.82\" y1=\"143.6\" x2=\"141.26\" y2=\"140.33\"><\/line><line class=\"cls-2\" x1=\"141.69\" y1=\"145.57\" x2=\"140.82\" y2=\"143.6\"><\/line><line class=\"cls-2\" x1=\"143.66\" y1=\"147.09\" x2=\"141.69\" y2=\"145.57\"><\/line><line class=\"cls-2\" x1=\"155.23\" y1=\"160.41\" x2=\"156.54\" y2=\"168.92\"><\/line><line class=\"cls-2\" x1=\"144.53\" y1=\"143.17\" x2=\"145.62\" y2=\"141.86\"><\/line><line class=\"cls-2\" x1=\"144.1\" y1=\"145.13\" x2=\"144.53\" y2=\"143.17\"><\/line><line class=\"cls-2\" x1=\"144.53\" y1=\"146.66\" x2=\"144.1\" y2=\"145.13\"><\/line><line class=\"cls-2\" x1=\"143.88\" y1=\"147.75\" x2=\"144.53\" y2=\"146.66\"><\/line><line class=\"cls-2\" x1=\"141.47\" y1=\"146.44\" x2=\"143.88\" y2=\"147.75\"><\/line><line class=\"cls-2\" x1=\"139.95\" y1=\"144.26\" x2=\"141.47\" y2=\"146.44\"><\/line><line class=\"cls-2\" x1=\"139.95\" y1=\"141.2\" x2=\"139.95\" y2=\"144.26\"><\/line><line class=\"cls-2\" x1=\"141.47\" y1=\"138.58\" x2=\"139.95\" y2=\"141.2\"><\/line><line class=\"cls-2\" x1=\"144.1\" y1=\"137.49\" x2=\"141.47\" y2=\"138.58\"><\/line><line class=\"cls-2\" x1=\"146.5\" y1=\"137.05\" x2=\"144.1\" y2=\"137.49\"><\/line><line class=\"cls-2\" x1=\"149.56\" y1=\"138.14\" x2=\"146.5\" y2=\"137.05\"><\/line><line class=\"cls-2\" x1=\"153.02\" y1=\"169.06\" x2=\"157.41\" y2=\"169.35\"><\/line><line class=\"cls-2\" x1=\"149.77\" y1=\"169.06\" x2=\"153.02\" y2=\"169.06\"><\/line><line class=\"cls-2\" x1=\"149.77\" y1=\"169.06\" x2=\"145.62\" y2=\"169.36\"><\/line><line class=\"cls-2\" x1=\"157.85\" y1=\"196.2\" x2=\"158.29\" y2=\"201.01\"><\/line><line class=\"cls-2\" x1=\"157.42\" y1=\"191.62\" x2=\"157.85\" y2=\"196.2\"><\/line><line class=\"cls-2\" x1=\"156.76\" y1=\"196.64\" x2=\"156.54\" y2=\"201.01\"><\/line><line class=\"cls-2\" x1=\"157.42\" y1=\"191.62\" x2=\"156.76\" y2=\"196.64\"><\/line><line class=\"cls-2\" x1=\"158.07\" y1=\"186.38\" x2=\"157.42\" y2=\"191.62\"><\/line><line class=\"cls-2\" x1=\"156.11\" y1=\"176.56\" x2=\"157.64\" y2=\"177.43\"><\/line><line class=\"cls-2\" x1=\"153.92\" y1=\"196.42\" x2=\"154.14\" y2=\"201.44\"><\/line><line class=\"cls-2\" x1=\"154.36\" y1=\"189.66\" x2=\"153.92\" y2=\"196.42\"><\/line><line class=\"cls-2\" x1=\"154.58\" y1=\"185.29\" x2=\"154.36\" y2=\"189.66\"><\/line><line class=\"cls-2\" x1=\"153.49\" y1=\"182.23\" x2=\"154.58\" y2=\"185.29\"><\/line><line class=\"cls-2\" x1=\"152.83\" y1=\"181.36\" x2=\"153.49\" y2=\"182.23\"><\/line><line class=\"cls-2\" x1=\"151.3\" y1=\"180.27\" x2=\"152.83\" y2=\"181.36\"><\/line><line class=\"cls-2\" x1=\"149.34\" y1=\"180.71\" x2=\"151.08\" y2=\"180.49\"><\/line><line class=\"cls-2\" x1=\"146.5\" y1=\"180.27\" x2=\"149.34\" y2=\"180.71\"><\/line><line class=\"cls-2\" x1=\"143.66\" y1=\"178.74\" x2=\"146.5\" y2=\"180.27\"><\/line><path class=\"cls-2\" d=\"M155.55,212.3a2.83,2.83,0,0,0-2.29-2.36\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"151.28\" y1=\"204.48\" x2=\"151.28\" y2=\"205.15\"><\/line><path class=\"cls-2\" d=\"M152.3,206.25a1.51,1.51,0,1,0,0,3\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"154.53\" y1=\"214.04\" x2=\"154.53\" y2=\"207.51\"><\/line><path class=\"cls-2\" d=\"M158.32,219.44a1.1,1.1,0,1,0-2.2,0\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"156.21\" y1=\"238.67\" x2=\"158.04\" y2=\"215.67\"><\/line><line class=\"cls-2\" x1=\"155.4\" y1=\"238.64\" x2=\"157.3\" y2=\"214.65\"><\/line><line class=\"cls-2\" x1=\"152.68\" y1=\"238.57\" x2=\"155.1\" y2=\"214.65\"><\/line><line class=\"cls-2\" x1=\"154.53\" y1=\"216.57\" x2=\"154.53\" y2=\"214.04\"><\/line><line class=\"cls-2\" x1=\"152.12\" y1=\"238.55\" x2=\"154.53\" y2=\"216.57\"><\/line><line class=\"cls-2\" x1=\"147.39\" y1=\"349.82\" x2=\"148.53\" y2=\"312.73\"><\/line><line class=\"cls-2\" x1=\"147.95\" y1=\"349.83\" x2=\"149.09\" y2=\"312.74\"><\/line><line class=\"cls-2\" x1=\"150.67\" y1=\"349.86\" x2=\"151.81\" y2=\"312.77\"><\/line><line class=\"cls-2\" x1=\"151.49\" y1=\"349.87\" x2=\"152.63\" y2=\"312.78\"><\/line><line class=\"cls-2\" x1=\"156.74\" y1=\"349.94\" x2=\"157.88\" y2=\"312.85\"><\/line><line class=\"cls-2\" x1=\"148.53\" y1=\"312.73\" x2=\"150.11\" y2=\"275.64\"><\/line><line class=\"cls-2\" x1=\"149.09\" y1=\"312.74\" x2=\"150.67\" y2=\"275.65\"><\/line><line class=\"cls-2\" x1=\"151.81\" y1=\"312.79\" x2=\"153.39\" y2=\"275.7\"><\/line><line class=\"cls-2\" x1=\"152.63\" y1=\"312.8\" x2=\"154.21\" y2=\"275.71\"><\/line><line class=\"cls-2\" x1=\"150.11\" y1=\"275.64\" x2=\"152.12\" y2=\"238.55\"><\/line><line class=\"cls-2\" x1=\"150.67\" y1=\"275.65\" x2=\"152.68\" y2=\"238.56\"><\/line><line class=\"cls-2\" x1=\"153.39\" y1=\"275.72\" x2=\"155.4\" y2=\"238.63\"><\/line><line class=\"cls-2\" x1=\"154.21\" y1=\"275.74\" x2=\"156.21\" y2=\"238.65\"><\/line><line class=\"cls-2\" x1=\"177.7\" y1=\"165.21\" x2=\"178.07\" y2=\"156.92\"><\/line><line class=\"cls-2\" x1=\"171.98\" y1=\"144.69\" x2=\"170.08\" y2=\"140.55\"><\/line><line class=\"cls-2\" x1=\"172.85\" y1=\"149.71\" x2=\"171.98\" y2=\"144.69\"><\/line><line class=\"cls-2\" x1=\"174.57\" y1=\"163.25\" x2=\"172.85\" y2=\"149.71\"><\/line><line class=\"cls-2\" x1=\"174.9\" y1=\"168.05\" x2=\"174.57\" y2=\"163.25\"><\/line><line class=\"cls-2\" x1=\"175.11\" y1=\"170.23\" x2=\"174.9\" y2=\"168.05\"><\/line><line class=\"cls-2\" x1=\"177.73\" y1=\"170.67\" x2=\"177.7\" y2=\"165.21\"><\/line><line class=\"cls-2\" x1=\"165.1\" y1=\"148.87\" x2=\"165.28\" y2=\"156.92\"><\/line><line class=\"cls-2\" x1=\"163.21\" y1=\"146.08\" x2=\"165.1\" y2=\"148.87\"><\/line><line class=\"cls-2\" x1=\"166.15\" y1=\"153.42\" x2=\"165.85\" y2=\"148.06\"><\/line><line class=\"cls-2\" x1=\"165.85\" y1=\"148.06\" x2=\"164\" y2=\"145.65\"><\/line><line class=\"cls-2\" x1=\"164\" y1=\"145.65\" x2=\"161.69\" y2=\"144.18\"><\/line><line class=\"cls-2\" x1=\"161.12\" y1=\"145.13\" x2=\"163.21\" y2=\"146.08\"><\/line><line class=\"cls-2\" x1=\"162.2\" y1=\"140.89\" x2=\"161.6\" y2=\"144.15\"><\/line><line class=\"cls-2\" x1=\"161.6\" y1=\"144.15\" x2=\"159.84\" y2=\"147.27\"><\/line><line class=\"cls-2\" x1=\"159.84\" y1=\"147.27\" x2=\"158.63\" y2=\"148.36\"><\/line><line class=\"cls-2\" x1=\"163.6\" y1=\"138.76\" x2=\"162.2\" y2=\"140.89\"><\/line><line class=\"cls-2\" x1=\"170.08\" y1=\"140.55\" x2=\"167.93\" y2=\"138.8\"><\/line><line class=\"cls-2\" x1=\"167.93\" y1=\"138.8\" x2=\"165.74\" y2=\"137.93\"><\/line><line class=\"cls-2\" x1=\"165.74\" y1=\"137.93\" x2=\"163.6\" y2=\"138.76\"><\/line><line class=\"cls-2\" x1=\"160.69\" y1=\"138.14\" x2=\"165.19\" y2=\"137.8\"><\/line><line class=\"cls-2\" x1=\"170.3\" y1=\"170.89\" x2=\"167.51\" y2=\"170.75\"><\/line><line class=\"cls-2\" x1=\"167.51\" y1=\"170.75\" x2=\"166.81\" y2=\"171.69\"><\/line><line class=\"cls-2\" x1=\"166.81\" y1=\"171.69\" x2=\"167.03\" y2=\"173.94\"><\/line><line class=\"cls-2\" x1=\"164.84\" y1=\"172.19\" x2=\"165.5\" y2=\"185.07\"><\/line><line class=\"cls-2\" x1=\"165.28\" y1=\"164.34\" x2=\"164.84\" y2=\"172.19\"><\/line><line class=\"cls-2\" x1=\"165.28\" y1=\"156.92\" x2=\"165.28\" y2=\"164.34\"><\/line><line class=\"cls-2\" x1=\"165.72\" y1=\"166.08\" x2=\"166.15\" y2=\"153.42\"><\/line><line class=\"cls-2\" x1=\"166.37\" y1=\"177.87\" x2=\"165.72\" y2=\"166.08\"><\/line><line class=\"cls-2\" x1=\"167.25\" y1=\"185.07\" x2=\"166.37\" y2=\"177.87\"><\/line><line class=\"cls-2\" x1=\"167.9\" y1=\"188.78\" x2=\"167.25\" y2=\"185.07\"><\/line><line class=\"cls-2\" x1=\"177.51\" y1=\"200.13\" x2=\"178.38\" y2=\"201.01\"><\/line><line class=\"cls-2\" x1=\"177.07\" y1=\"197.51\" x2=\"177.51\" y2=\"200.13\"><\/line><line class=\"cls-2\" x1=\"176.42\" y1=\"193.15\" x2=\"177.07\" y2=\"197.51\"><\/line><line class=\"cls-2\" x1=\"175.76\" y1=\"183.11\" x2=\"175.55\" y2=\"180.71\"><\/line><line class=\"cls-2\" x1=\"176.42\" y1=\"188.35\" x2=\"175.76\" y2=\"183.11\"><\/line><line class=\"cls-2\" x1=\"176.42\" y1=\"193.15\" x2=\"176.42\" y2=\"188.35\"><\/line><line class=\"cls-2\" x1=\"175.98\" y1=\"197.51\" x2=\"176.42\" y2=\"193.15\"><\/line><line class=\"cls-2\" x1=\"176.2\" y1=\"201.01\" x2=\"175.98\" y2=\"197.51\"><\/line><line class=\"cls-2\" x1=\"174.02\" y1=\"180.71\" x2=\"178.82\" y2=\"180.27\"><\/line><line class=\"cls-2\" x1=\"170.74\" y1=\"180.49\" x2=\"174.02\" y2=\"180.71\"><\/line><line class=\"cls-2\" x1=\"168.56\" y1=\"179.62\" x2=\"170.74\" y2=\"180.49\"><\/line><line class=\"cls-2\" x1=\"167.46\" y1=\"177.43\" x2=\"168.56\" y2=\"179.62\"><\/line><line class=\"cls-2\" x1=\"167.03\" y1=\"173.94\" x2=\"167.46\" y2=\"177.43\"><\/line><line class=\"cls-2\" x1=\"169.65\" y1=\"182.45\" x2=\"170.74\" y2=\"180.49\"><\/line><line class=\"cls-2\" x1=\"168.56\" y1=\"187.25\" x2=\"169.65\" y2=\"182.45\"><\/line><line class=\"cls-2\" x1=\"167.9\" y1=\"190.31\" x2=\"168.56\" y2=\"187.25\"><\/line><line class=\"cls-2\" x1=\"167.25\" y1=\"194.68\" x2=\"167.9\" y2=\"190.31\"><\/line><line class=\"cls-2\" x1=\"167.25\" y1=\"201.22\" x2=\"167.25\" y2=\"194.68\"><\/line><line class=\"cls-2\" x1=\"174.89\" y1=\"170.45\" x2=\"170.3\" y2=\"170.89\"><\/line><line class=\"cls-2\" x1=\"160.31\" y1=\"169.58\" x2=\"161.79\" y2=\"170.89\"><\/line><line class=\"cls-2\" x1=\"158.73\" y1=\"179.83\" x2=\"158.95\" y2=\"182.45\"><\/line><line class=\"cls-2\" x1=\"165.94\" y1=\"199.04\" x2=\"166.15\" y2=\"201.22\"><\/line><line class=\"cls-2\" x1=\"165.72\" y1=\"195.77\" x2=\"165.94\" y2=\"199.04\"><\/line><line class=\"cls-2\" x1=\"165.94\" y1=\"190.53\" x2=\"165.72\" y2=\"195.77\"><\/line><line class=\"cls-2\" x1=\"164.63\" y1=\"179.83\" x2=\"165.94\" y2=\"190.53\"><\/line><line class=\"cls-2\" x1=\"163.1\" y1=\"173.72\" x2=\"164.63\" y2=\"179.83\"><\/line><line class=\"cls-2\" x1=\"161.79\" y1=\"170.89\" x2=\"163.1\" y2=\"173.72\"><\/line><line class=\"cls-2\" x1=\"160.26\" y1=\"169.79\" x2=\"161.79\" y2=\"170.89\"><\/line><path class=\"cls-2\" d=\"M179.47,222a3.67,3.67,0,1,0-7.34,0\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M170.49,221.34a3,3,0,1,0-6,0\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"162.76\" y1=\"238.85\" x2=\"163.47\" y2=\"216.55\"><\/line><line class=\"cls-2\" x1=\"161.47\" y1=\"238.81\" x2=\"162.27\" y2=\"215.67\"><\/line><line class=\"cls-2\" x1=\"177.41\" y1=\"239.36\" x2=\"178.45\" y2=\"217.22\"><\/line><line class=\"cls-2\" x1=\"168.54\" y1=\"239.06\" x2=\"169.47\" y2=\"216.55\"><\/line><line class=\"cls-2\" x1=\"170.23\" y1=\"239.11\" x2=\"171.11\" y2=\"217.22\"><\/line><line class=\"cls-2\" x1=\"165.47\" y1=\"350.06\" x2=\"166.61\" y2=\"312.97\"><\/line><line class=\"cls-2\" x1=\"167.16\" y1=\"350.08\" x2=\"168.29\" y2=\"312.99\"><\/line><line class=\"cls-2\" x1=\"178.22\" y1=\"350.23\" x2=\"178.51\" y2=\"313.14\"><\/line><line class=\"cls-2\" x1=\"176.26\" y1=\"350.2\" x2=\"176.55\" y2=\"313.11\"><\/line><line class=\"cls-2\" x1=\"159.17\" y1=\"312.92\" x2=\"160.76\" y2=\"275.83\"><\/line><line class=\"cls-2\" x1=\"166.61\" y1=\"313.06\" x2=\"168.19\" y2=\"275.97\"><\/line><line class=\"cls-2\" x1=\"168.29\" y1=\"313.09\" x2=\"169.87\" y2=\"276\"><\/line><line class=\"cls-2\" x1=\"176.54\" y1=\"313.26\" x2=\"176.51\" y2=\"276.17\"><\/line><line class=\"cls-2\" x1=\"178.5\" y1=\"313.29\" x2=\"178.47\" y2=\"276.21\"><\/line><line class=\"cls-2\" x1=\"159.46\" y1=\"275.86\" x2=\"161.47\" y2=\"238.77\"><\/line><line class=\"cls-2\" x1=\"160.75\" y1=\"275.89\" x2=\"162.76\" y2=\"238.8\"><\/line><line class=\"cls-2\" x1=\"169.87\" y1=\"276.1\" x2=\"170.23\" y2=\"239.01\"><\/line><line class=\"cls-2\" x1=\"168.19\" y1=\"276.06\" x2=\"168.55\" y2=\"238.97\"><\/line><line class=\"cls-2\" x1=\"176.5\" y1=\"276.31\" x2=\"177.41\" y2=\"239.22\"><\/line><line class=\"cls-2\" x1=\"156.81\" y1=\"90.47\" x2=\"154.03\" y2=\"90.93\"><\/line><line class=\"cls-2\" x1=\"154.03\" y1=\"90.93\" x2=\"150.61\" y2=\"92.6\"><\/line><line class=\"cls-2\" x1=\"150.61\" y1=\"92.6\" x2=\"146.63\" y2=\"96.85\"><\/line><line class=\"cls-2\" x1=\"146.63\" y1=\"96.85\" x2=\"144.04\" y2=\"102.13\"><\/line><line class=\"cls-2\" x1=\"144.04\" y1=\"102.13\" x2=\"142.55\" y2=\"107.86\"><\/line><line class=\"cls-2\" x1=\"142.55\" y1=\"107.86\" x2=\"142.37\" y2=\"114.71\"><\/line><line class=\"cls-2\" x1=\"142.37\" y1=\"114.71\" x2=\"143.57\" y2=\"120.44\"><\/line><line class=\"cls-2\" x1=\"143.57\" y1=\"120.44\" x2=\"145.98\" y2=\"125.07\"><\/line><line class=\"cls-2\" x1=\"145.98\" y1=\"125.07\" x2=\"149.13\" y2=\"128.68\"><\/line><line class=\"cls-2\" x1=\"149.13\" y1=\"128.68\" x2=\"152.83\" y2=\"130.34\"><\/line><line class=\"cls-2\" x1=\"152.83\" y1=\"137.44\" x2=\"157\" y2=\"137.62\"><\/line><line class=\"cls-2\" x1=\"157\" y1=\"130.53\" x2=\"160.42\" y2=\"129.23\"><\/line><line class=\"cls-2\" x1=\"160.42\" y1=\"129.23\" x2=\"163.48\" y2=\"126.37\"><\/line><line class=\"cls-2\" x1=\"163.48\" y1=\"126.37\" x2=\"165.88\" y2=\"121.65\"><\/line><line class=\"cls-2\" x1=\"165.88\" y1=\"121.65\" x2=\"166.9\" y2=\"115.73\"><\/line><line class=\"cls-2\" x1=\"166.9\" y1=\"115.73\" x2=\"166.53\" y2=\"110.64\"><\/line><line class=\"cls-2\" x1=\"166.53\" y1=\"110.64\" x2=\"164.77\" y2=\"105.83\"><\/line><line class=\"cls-2\" x1=\"164.77\" y1=\"105.83\" x2=\"161.62\" y2=\"102.03\"><\/line><line class=\"cls-2\" x1=\"161.62\" y1=\"102.03\" x2=\"158.29\" y2=\"100.65\"><\/line><line class=\"cls-2\" x1=\"158.29\" y1=\"100.65\" x2=\"155.79\" y2=\"100.65\"><\/line><line class=\"cls-2\" x1=\"155.79\" y1=\"100.65\" x2=\"152.83\" y2=\"101.85\"><\/line><line class=\"cls-2\" x1=\"152.83\" y1=\"101.85\" x2=\"150.05\" y2=\"105.27\"><\/line><line class=\"cls-2\" x1=\"150.05\" y1=\"105.27\" x2=\"148.85\" y2=\"109.34\"><\/line><line class=\"cls-2\" x1=\"148.85\" y1=\"109.34\" x2=\"148.66\" y2=\"114.15\"><\/line><line class=\"cls-2\" x1=\"148.66\" y1=\"114.15\" x2=\"149.87\" y2=\"118.32\"><\/line><line class=\"cls-2\" x1=\"149.87\" y1=\"118.32\" x2=\"152.18\" y2=\"121.37\"><\/line><line class=\"cls-2\" x1=\"152.18\" y1=\"121.37\" x2=\"155.7\" y2=\"122.57\"><\/line><line class=\"cls-2\" x1=\"155.7\" y1=\"122.57\" x2=\"158.38\" y2=\"121.65\"><\/line><line class=\"cls-2\" x1=\"158.38\" y1=\"121.65\" x2=\"160.51\" y2=\"119.24\"><\/line><line class=\"cls-2\" x1=\"160.51\" y1=\"119.24\" x2=\"161.53\" y2=\"116.19\"><\/line><line class=\"cls-2\" x1=\"161.53\" y1=\"116.19\" x2=\"161.53\" y2=\"112.03\"><\/line><line class=\"cls-2\" x1=\"161.53\" y1=\"112.03\" x2=\"160.24\" y2=\"108.88\"><\/line><line class=\"cls-2\" x1=\"160.24\" y1=\"108.88\" x2=\"157.74\" y2=\"107.49\"><\/line><line class=\"cls-2\" x1=\"157.74\" y1=\"107.49\" x2=\"155.7\" y2=\"107.49\"><\/line><line class=\"cls-2\" x1=\"155.7\" y1=\"107.49\" x2=\"154.03\" y2=\"108.51\"><\/line><line class=\"cls-2\" x1=\"154.03\" y1=\"108.51\" x2=\"152.92\" y2=\"110.82\"><\/line><line class=\"cls-2\" x1=\"152.92\" y1=\"110.82\" x2=\"152.65\" y2=\"113.23\"><\/line><line class=\"cls-2\" x1=\"152.65\" y1=\"113.23\" x2=\"153.39\" y2=\"115.82\"><\/line><line class=\"cls-2\" x1=\"153.39\" y1=\"115.82\" x2=\"154.96\" y2=\"117.11\"><\/line><line class=\"cls-2\" x1=\"154.96\" y1=\"117.11\" x2=\"156.44\" y2=\"117.39\"><\/line><line class=\"cls-2\" x1=\"156.44\" y1=\"117.39\" x2=\"157.92\" y2=\"116.56\"><\/line><line class=\"cls-2\" x1=\"157.92\" y1=\"116.56\" x2=\"158.66\" y2=\"114.89\"><\/line><line class=\"cls-2\" x1=\"158.66\" y1=\"114.89\" x2=\"158.48\" y2=\"112.49\"><\/line><line class=\"cls-2\" x1=\"158.48\" y1=\"112.49\" x2=\"157.55\" y2=\"110.92\"><\/line><line class=\"cls-2\" x1=\"157.55\" y1=\"110.92\" x2=\"156.16\" y2=\"110.82\"><\/line><line class=\"cls-2\" x1=\"156.16\" y1=\"110.82\" x2=\"155.05\" y2=\"111.38\"><\/line><line class=\"cls-2\" x1=\"155.05\" y1=\"111.38\" x2=\"154.59\" y2=\"112.95\"><\/line><line class=\"cls-2\" x1=\"154.59\" y1=\"112.95\" x2=\"154.59\" y2=\"114.06\"><\/line><line class=\"cls-2\" x1=\"154.59\" y1=\"114.06\" x2=\"155.33\" y2=\"115.26\"><\/line><line class=\"cls-2\" x1=\"155.33\" y1=\"115.26\" x2=\"156.35\" y2=\"115.73\"><\/line><line class=\"cls-2\" x1=\"156.35\" y1=\"115.73\" x2=\"157.37\" y2=\"115.36\"><\/line><line class=\"cls-2\" x1=\"157.37\" y1=\"115.36\" x2=\"158.01\" y2=\"114.06\"><\/line><line class=\"cls-2\" x1=\"158.01\" y1=\"114.06\" x2=\"157.92\" y2=\"112.49\"><\/line><line class=\"cls-2\" x1=\"157.92\" y1=\"112.49\" x2=\"157.55\" y2=\"111.1\"><\/line><line class=\"cls-2\" x1=\"157.55\" y1=\"111.1\" x2=\"158.2\" y2=\"112.67\"><\/line><line class=\"cls-2\" x1=\"158.2\" y1=\"112.67\" x2=\"158.2\" y2=\"114.62\"><\/line><line class=\"cls-2\" x1=\"158.2\" y1=\"114.62\" x2=\"157.74\" y2=\"116\"><\/line><line class=\"cls-2\" x1=\"157.74\" y1=\"116\" x2=\"156.63\" y2=\"116.74\"><\/line><line class=\"cls-2\" x1=\"156.63\" y1=\"116.74\" x2=\"155.05\" y2=\"116.47\"><\/line><line class=\"cls-2\" x1=\"155.05\" y1=\"116.47\" x2=\"153.94\" y2=\"115.17\"><\/line><line class=\"cls-2\" x1=\"153.94\" y1=\"115.17\" x2=\"153.66\" y2=\"112.95\"><\/line><line class=\"cls-2\" x1=\"153.66\" y1=\"112.95\" x2=\"154.03\" y2=\"110.73\"><\/line><line class=\"cls-2\" x1=\"154.03\" y1=\"110.73\" x2=\"155.24\" y2=\"108.88\"><\/line><line class=\"cls-2\" x1=\"155.24\" y1=\"108.88\" x2=\"157.09\" y2=\"108.6\"><\/line><line class=\"cls-2\" x1=\"157.09\" y1=\"108.6\" x2=\"158.94\" y2=\"109.62\"><\/line><line class=\"cls-2\" x1=\"158.94\" y1=\"109.62\" x2=\"160.05\" y2=\"111.93\"><\/line><line class=\"cls-2\" x1=\"160.05\" y1=\"111.93\" x2=\"160.33\" y2=\"115.63\"><\/line><line class=\"cls-2\" x1=\"160.33\" y1=\"115.63\" x2=\"159.4\" y2=\"118.13\"><\/line><line class=\"cls-2\" x1=\"159.4\" y1=\"118.13\" x2=\"157.64\" y2=\"120.17\"><\/line><line class=\"cls-2\" x1=\"157.64\" y1=\"120.17\" x2=\"155.33\" y2=\"120.54\"><\/line><line class=\"cls-2\" x1=\"155.33\" y1=\"120.54\" x2=\"153.02\" y2=\"119.52\"><\/line><line class=\"cls-2\" x1=\"153.02\" y1=\"119.52\" x2=\"150.79\" y2=\"116.47\"><\/line><line class=\"cls-2\" x1=\"150.79\" y1=\"116.47\" x2=\"150.24\" y2=\"112.03\"><\/line><line class=\"cls-2\" x1=\"150.24\" y1=\"112.03\" x2=\"151.16\" y2=\"107.4\"><\/line><line class=\"cls-2\" x1=\"151.16\" y1=\"107.4\" x2=\"153.11\" y2=\"104.53\"><\/line><line class=\"cls-2\" x1=\"153.11\" y1=\"104.53\" x2=\"155.89\" y2=\"102.87\"><\/line><line class=\"cls-2\" x1=\"155.89\" y1=\"102.87\" x2=\"158.29\" y2=\"103.05\"><\/line><line class=\"cls-2\" x1=\"158.29\" y1=\"103.05\" x2=\"160.79\" y2=\"104.16\"><\/line><line class=\"cls-2\" x1=\"160.79\" y1=\"104.16\" x2=\"163.01\" y2=\"106.94\"><\/line><line class=\"cls-2\" x1=\"163.01\" y1=\"106.94\" x2=\"164.68\" y2=\"111.1\"><\/line><line class=\"cls-2\" x1=\"164.68\" y1=\"111.1\" x2=\"164.96\" y2=\"114.99\"><\/line><line class=\"cls-2\" x1=\"164.96\" y1=\"114.99\" x2=\"164.12\" y2=\"119.98\"><\/line><line class=\"cls-2\" x1=\"164.12\" y1=\"119.98\" x2=\"162\" y2=\"124.05\"><\/line><line class=\"cls-2\" x1=\"162\" y1=\"124.05\" x2=\"158.66\" y2=\"127.11\"><\/line><line class=\"cls-2\" x1=\"158.66\" y1=\"127.11\" x2=\"156.26\" y2=\"127.85\"><\/line><line class=\"cls-2\" x1=\"156.26\" y1=\"127.85\" x2=\"154.59\" y2=\"127.85\"><\/line><line class=\"cls-2\" x1=\"154.59\" y1=\"127.85\" x2=\"151.9\" y2=\"127.11\"><\/line><line class=\"cls-2\" x1=\"151.9\" y1=\"127.11\" x2=\"149.41\" y2=\"125.07\"><\/line><line class=\"cls-2\" x1=\"149.41\" y1=\"125.07\" x2=\"146.16\" y2=\"120.26\"><\/line><line class=\"cls-2\" x1=\"146.16\" y1=\"120.26\" x2=\"144.68\" y2=\"114.25\"><\/line><line class=\"cls-2\" x1=\"144.68\" y1=\"114.25\" x2=\"145.24\" y2=\"107.49\"><\/line><line class=\"cls-2\" x1=\"145.24\" y1=\"107.49\" x2=\"147.09\" y2=\"100.92\"><\/line><line class=\"cls-2\" x1=\"147.09\" y1=\"100.92\" x2=\"150.79\" y2=\"95.93\"><\/line><line class=\"cls-2\" x1=\"150.79\" y1=\"95.93\" x2=\"155.98\" y2=\"93.43\"><\/line><line class=\"cls-2\" x1=\"155.98\" y1=\"93.43\" x2=\"159.13\" y2=\"93.43\"><\/line><line class=\"cls-2\" x1=\"159.13\" y1=\"93.43\" x2=\"164.03\" y2=\"94.08\"><\/line><line class=\"cls-2\" x1=\"164.03\" y1=\"94.08\" x2=\"168.84\" y2=\"95.65\"><\/line><line class=\"cls-2\" x1=\"168.84\" y1=\"95.65\" x2=\"173.84\" y2=\"98.7\"><\/line><line class=\"cls-2\" x1=\"173.84\" y1=\"98.7\" x2=\"176.53\" y2=\"100.65\"><\/line><line class=\"cls-2\" x1=\"156.81\" y1=\"90.47\" x2=\"159.49\" y2=\"90.56\"><\/line><line class=\"cls-2\" x1=\"159.49\" y1=\"90.56\" x2=\"164.77\" y2=\"91.21\"><\/line><line class=\"cls-2\" x1=\"164.77\" y1=\"91.21\" x2=\"170.42\" y2=\"92.88\"><\/line><line class=\"cls-2\" x1=\"170.42\" y1=\"92.88\" x2=\"176.71\" y2=\"96.11\"><\/line><line class=\"cls-2\" x1=\"147.51\" y1=\"128.68\" x2=\"151.21\" y2=\"130.34\"><\/line><line class=\"cls-2\" x1=\"144.36\" y1=\"125.07\" x2=\"147.51\" y2=\"128.68\"><\/line><line class=\"cls-2\" x1=\"141.96\" y1=\"120.44\" x2=\"144.36\" y2=\"125.07\"><\/line><line class=\"cls-2\" x1=\"140.75\" y1=\"114.71\" x2=\"141.96\" y2=\"120.44\"><\/line><line class=\"cls-2\" x1=\"140.94\" y1=\"107.86\" x2=\"140.75\" y2=\"114.71\"><\/line><line class=\"cls-2\" x1=\"142.11\" y1=\"103.41\" x2=\"140.94\" y2=\"107.86\"><\/line><line class=\"cls-2\" x1=\"145.01\" y1=\"96.85\" x2=\"142.96\" y2=\"100.87\"><\/line><line class=\"cls-2\" x1=\"148.99\" y1=\"92.6\" x2=\"145.01\" y2=\"96.85\"><\/line><line class=\"cls-2\" x1=\"152.42\" y1=\"90.93\" x2=\"148.99\" y2=\"92.6\"><\/line><line class=\"cls-2\" x1=\"155.19\" y1=\"90.47\" x2=\"152.42\" y2=\"90.93\"><\/line><line class=\"cls-2\" x1=\"144.64\" y1=\"128.68\" x2=\"148.34\" y2=\"130.34\"><\/line><line class=\"cls-2\" x1=\"141.49\" y1=\"125.07\" x2=\"144.64\" y2=\"128.68\"><\/line><line class=\"cls-2\" x1=\"139.09\" y1=\"120.44\" x2=\"141.49\" y2=\"125.07\"><\/line><line class=\"cls-2\" x1=\"137.88\" y1=\"114.71\" x2=\"139.09\" y2=\"120.44\"><\/line><line class=\"cls-2\" x1=\"138.07\" y1=\"107.86\" x2=\"137.88\" y2=\"114.71\"><\/line><line class=\"cls-2\" x1=\"138.95\" y1=\"104.43\" x2=\"138.07\" y2=\"107.86\"><\/line><line class=\"cls-2\" x1=\"142.96\" y1=\"100.87\" x2=\"138.04\" y2=\"100.87\"><\/line><path class=\"cls-2\" d=\"M139.07,105.66a8.83,8.83,0,0,0-.53-10.53\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M141.29,105.66a8.82,8.82,0,0,0,.65-10.53\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M140.42,105.74a2.5,2.5,0,0,0-.66,3.18\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M139.76,108.92a1.51,1.51,0,0,0,1.81.72\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M141.57,109.64a2.48,2.48,0,0,0,1.56-1.44\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M174.26,105.66a8.1,8.1,0,0,0,5,11.89\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M175.3,105.66A8.12,8.12,0,0,0,179.23,116\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"173.22\" y1=\"152.9\" x2=\"174.06\" y2=\"149.01\"><\/line><line class=\"cls-2\" x1=\"174.06\" y1=\"149.01\" x2=\"175.45\" y2=\"146.64\"><\/line><line class=\"cls-2\" x1=\"175.45\" y1=\"146.64\" x2=\"177.12\" y2=\"145.81\"><\/line><line class=\"cls-2\" x1=\"177.12\" y1=\"145.81\" x2=\"178.37\" y2=\"146.09\"><\/line><line class=\"cls-2\" x1=\"178.65\" y1=\"143.72\" x2=\"177.12\" y2=\"144\"><\/line><line class=\"cls-2\" x1=\"177.12\" y1=\"144\" x2=\"175.73\" y2=\"144.28\"><\/line><line class=\"cls-2\" x1=\"175.73\" y1=\"144.28\" x2=\"173.92\" y2=\"143.86\"><\/line><line class=\"cls-2\" x1=\"173.92\" y1=\"143.86\" x2=\"173.36\" y2=\"142.75\"><\/line><line class=\"cls-2\" x1=\"173.36\" y1=\"142.75\" x2=\"173.08\" y2=\"140.66\"><\/line><line class=\"cls-2\" x1=\"173.08\" y1=\"140.66\" x2=\"172.01\" y2=\"138.44\"><\/line><line class=\"cls-2\" x1=\"172.01\" y1=\"138.44\" x2=\"170.58\" y2=\"137.9\"><\/line><line class=\"cls-2\" x1=\"170.58\" y1=\"137.9\" x2=\"169.45\" y2=\"138.59\"><\/line><line class=\"cls-2\" x1=\"169.45\" y1=\"138.59\" x2=\"169.88\" y2=\"139.55\"><\/line><line class=\"cls-2\" x1=\"169.88\" y1=\"139.55\" x2=\"171.27\" y2=\"139.83\"><\/line><line class=\"cls-2\" x1=\"171.27\" y1=\"139.83\" x2=\"171.97\" y2=\"139.27\"><\/line><line class=\"cls-2\" x1=\"176.29\" y1=\"143.72\" x2=\"175.45\" y2=\"142.47\"><\/line><line class=\"cls-2\" x1=\"175.45\" y1=\"142.47\" x2=\"175.59\" y2=\"140.66\"><\/line><line class=\"cls-2\" x1=\"175.59\" y1=\"140.66\" x2=\"176.43\" y2=\"138.72\"><\/line><line class=\"cls-2\" x1=\"176.43\" y1=\"138.72\" x2=\"178.37\" y2=\"137.05\"><\/line><line class=\"cls-2\" x1=\"170.58\" y1=\"137.9\" x2=\"171.72\" y2=\"137.65\"><\/line><line class=\"cls-2\" x1=\"171.72\" y1=\"137.65\" x2=\"173.51\" y2=\"138.13\"><\/line><line class=\"cls-2\" x1=\"173.51\" y1=\"138.13\" x2=\"174.87\" y2=\"139.29\"><\/line><line class=\"cls-2\" x1=\"174.87\" y1=\"139.29\" x2=\"175.59\" y2=\"140.66\"><\/line><line class=\"cls-2\" x1=\"178.37\" y1=\"137.05\" x2=\"176.15\" y2=\"137.74\"><\/line><line class=\"cls-2\" x1=\"176.15\" y1=\"137.74\" x2=\"174.06\" y2=\"137.6\"><\/line><line class=\"cls-2\" x1=\"174.06\" y1=\"137.6\" x2=\"172.25\" y2=\"136.91\"><\/line><line class=\"cls-2\" x1=\"172.25\" y1=\"129.81\" x2=\"170.02\" y2=\"128.28\"><\/line><line class=\"cls-2\" x1=\"170.02\" y1=\"128.28\" x2=\"168.21\" y2=\"125.78\"><\/line><line class=\"cls-2\" x1=\"168.21\" y1=\"125.78\" x2=\"167.66\" y2=\"123.14\"><\/line><line class=\"cls-2\" x1=\"167.66\" y1=\"123.14\" x2=\"168.21\" y2=\"119.94\"><\/line><line class=\"cls-2\" x1=\"168.21\" y1=\"119.94\" x2=\"170.58\" y2=\"117.01\"><\/line><line class=\"cls-2\" x1=\"170.58\" y1=\"117.01\" x2=\"173.64\" y2=\"114.51\"><\/line><line class=\"cls-2\" x1=\"173.64\" y1=\"114.51\" x2=\"176.29\" y2=\"113.4\"><\/line><line class=\"cls-2\" x1=\"176.29\" y1=\"113.4\" x2=\"178.37\" y2=\"113.26\"><\/line><line class=\"cls-2\" x1=\"176.84\" y1=\"116.88\" x2=\"175.03\" y2=\"118.96\"><\/line><line class=\"cls-2\" x1=\"175.03\" y1=\"118.96\" x2=\"173.92\" y2=\"121.05\"><\/line><line class=\"cls-2\" x1=\"173.92\" y1=\"121.05\" x2=\"173.5\" y2=\"123.69\"><\/line><line class=\"cls-2\" x1=\"173.5\" y1=\"123.69\" x2=\"174.34\" y2=\"126.47\"><\/line><line class=\"cls-2\" x1=\"174.34\" y1=\"126.47\" x2=\"176.15\" y2=\"127.45\"><\/line><line class=\"cls-2\" x1=\"178.9\" y1=\"125.62\" x2=\"178.01\" y2=\"124.27\"><\/line><line class=\"cls-2\" x1=\"178.01\" y1=\"124.27\" x2=\"178.19\" y2=\"121.91\"><\/line><line class=\"cls-2\" x1=\"159.55\" y1=\"101.05\" x2=\"161.62\" y2=\"101.27\"><\/line><line class=\"cls-2\" x1=\"161.62\" y1=\"101.27\" x2=\"163.08\" y2=\"100.73\"><\/line><line class=\"cls-2\" x1=\"163.08\" y1=\"100.73\" x2=\"163.78\" y2=\"99.81\"><\/line><line class=\"cls-2\" x1=\"163.78\" y1=\"99.81\" x2=\"164.32\" y2=\"98.78\"><\/line><line class=\"cls-2\" x1=\"164.32\" y1=\"98.78\" x2=\"164.48\" y2=\"99.32\"><\/line><line class=\"cls-2\" x1=\"164.48\" y1=\"99.32\" x2=\"164.75\" y2=\"100.35\"><\/line><line class=\"cls-2\" x1=\"164.75\" y1=\"100.35\" x2=\"164.86\" y2=\"101.43\"><\/line><line class=\"cls-2\" x1=\"164.86\" y1=\"101.43\" x2=\"165.24\" y2=\"101.27\"><\/line><line class=\"cls-2\" x1=\"165.24\" y1=\"101.27\" x2=\"166.56\" y2=\"100.87\"><\/line><line class=\"cls-2\" x1=\"171.95\" y1=\"100.94\" x2=\"171.79\" y2=\"101.38\"><\/line><line class=\"cls-2\" x1=\"171.79\" y1=\"101.38\" x2=\"171.03\" y2=\"102.03\"><\/line><line class=\"cls-2\" x1=\"171.03\" y1=\"102.03\" x2=\"169.95\" y2=\"102.73\"><\/line><line class=\"cls-2\" x1=\"169.95\" y1=\"102.73\" x2=\"168.16\" y2=\"103.11\"><\/line><line class=\"cls-2\" x1=\"168.16\" y1=\"103.11\" x2=\"166.32\" y2=\"103.22\"><\/line><line class=\"cls-2\" x1=\"166.32\" y1=\"103.22\" x2=\"167.08\" y2=\"103.43\"><\/line><line class=\"cls-2\" x1=\"167.08\" y1=\"103.43\" x2=\"169.03\" y2=\"103.65\"><\/line><line class=\"cls-2\" x1=\"169.03\" y1=\"103.65\" x2=\"170.6\" y2=\"103.54\"><\/line><line class=\"cls-2\" x1=\"170.6\" y1=\"103.54\" x2=\"171.36\" y2=\"103.49\"><\/line><line class=\"cls-2\" x1=\"171.36\" y1=\"103.49\" x2=\"171.14\" y2=\"103.92\"><\/line><line class=\"cls-2\" x1=\"171.14\" y1=\"103.92\" x2=\"170.44\" y2=\"104.84\"><\/line><line class=\"cls-2\" x1=\"170.44\" y1=\"104.84\" x2=\"169.24\" y2=\"105.49\"><\/line><line class=\"cls-2\" x1=\"169.24\" y1=\"105.49\" x2=\"167.89\" y2=\"105.7\"><\/line><line class=\"cls-2\" x1=\"167.89\" y1=\"105.7\" x2=\"167.13\" y2=\"105.7\"><\/line><line class=\"cls-2\" x1=\"167.13\" y1=\"105.7\" x2=\"167.3\" y2=\"105.92\"><\/line><line class=\"cls-2\" x1=\"167.3\" y1=\"105.92\" x2=\"168.11\" y2=\"106.08\"><\/line><line class=\"cls-2\" x1=\"168.11\" y1=\"106.08\" x2=\"169.24\" y2=\"106.08\"><\/line><line class=\"cls-2\" x1=\"169.24\" y1=\"106.08\" x2=\"170.49\" y2=\"105.92\"><\/line><line class=\"cls-2\" x1=\"170.49\" y1=\"105.92\" x2=\"171.03\" y2=\"105.97\"><\/line><line class=\"cls-2\" x1=\"171.03\" y1=\"105.97\" x2=\"170.98\" y2=\"106.46\"><\/line><line class=\"cls-2\" x1=\"170.98\" y1=\"106.46\" x2=\"171.14\" y2=\"106.95\"><\/line><line class=\"cls-2\" x1=\"171.14\" y1=\"106.95\" x2=\"171.08\" y2=\"107.7\"><\/line><line class=\"cls-2\" x1=\"171.08\" y1=\"107.7\" x2=\"170.54\" y2=\"108.19\"><\/line><line class=\"cls-2\" x1=\"170.54\" y1=\"108.19\" x2=\"169.84\" y2=\"108.52\"><\/line><line class=\"cls-2\" x1=\"169.84\" y1=\"108.52\" x2=\"168.92\" y2=\"108.57\"><\/line><line class=\"cls-2\" x1=\"168.92\" y1=\"108.57\" x2=\"167.84\" y2=\"108.46\"><\/line><line class=\"cls-2\" x1=\"167.84\" y1=\"108.46\" x2=\"166.43\" y2=\"107.92\"><\/line><line class=\"cls-2\" x1=\"166.43\" y1=\"107.92\" x2=\"165.4\" y2=\"107.43\"><\/line><line class=\"cls-2\" x1=\"171.63\" y1=\"112.79\" x2=\"170.54\" y2=\"112.25\"><\/line><line class=\"cls-2\" x1=\"170.54\" y1=\"112.25\" x2=\"169.73\" y2=\"111.22\"><\/line><line class=\"cls-2\" x1=\"169.73\" y1=\"111.22\" x2=\"169.68\" y2=\"110.79\"><\/line><line class=\"cls-2\" x1=\"169.68\" y1=\"110.79\" x2=\"170.54\" y2=\"110.62\"><\/line><line class=\"cls-2\" x1=\"170.54\" y1=\"110.62\" x2=\"171.36\" y2=\"111.16\"><\/line><line class=\"cls-2\" x1=\"171.36\" y1=\"111.16\" x2=\"172.22\" y2=\"111.49\"><\/line><line class=\"cls-2\" x1=\"172.22\" y1=\"111.49\" x2=\"173.25\" y2=\"111.27\"><\/line><line class=\"cls-2\" x1=\"173.25\" y1=\"111.27\" x2=\"174.01\" y2=\"110.52\"><\/line><line class=\"cls-2\" x1=\"174.01\" y1=\"110.52\" x2=\"174.17\" y2=\"110.08\"><\/line><path class=\"cls-2\" d=\"M158.14,489a3.72,3.72,0,1,0,7.44,0\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M135.4,524.48a4,4,0,0,0,0,8.06\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M144.47,500.3a4,4,0,0,0,0,8.06\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"143.45\" y1=\"503.57\" x2=\"143.45\" y2=\"506.25\"><\/line><line class=\"cls-2\" x1=\"134.38\" y1=\"519.69\" x2=\"134.38\" y2=\"517\"><\/line><line class=\"cls-2\" x1=\"140.76\" y1=\"512.97\" x2=\"140.76\" y2=\"514.31\"><\/line><line class=\"cls-2\" x1=\"140.76\" y1=\"510.28\" x2=\"140.76\" y2=\"508.94\"><\/line><path class=\"cls-2\" d=\"M141.78,515.07a1.35,1.35,0,0,0,0,2.69\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M143.67,513.73a1.6,1.6,0,0,0,1.23-1.89,1.57,1.57,0,0,0-.43-.8\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M139.82,521.79a2.08,2.08,0,0,0,2.05-2.1,2,2,0,0,0-.09-.59\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"146.47\" y1=\"424\" x2=\"146.7\" y2=\"386.91\"><\/line><line class=\"cls-2\" x1=\"147.03\" y1=\"424\" x2=\"147.26\" y2=\"386.91\"><\/line><line class=\"cls-2\" x1=\"149.76\" y1=\"424\" x2=\"149.98\" y2=\"386.91\"><\/line><line class=\"cls-2\" x1=\"150.57\" y1=\"424\" x2=\"150.8\" y2=\"386.92\"><\/line><line class=\"cls-2\" x1=\"155.83\" y1=\"424.02\" x2=\"156.06\" y2=\"386.93\"><\/line><line class=\"cls-2\" x1=\"157.12\" y1=\"424.02\" x2=\"157.35\" y2=\"386.93\"><\/line><line class=\"cls-2\" x1=\"147.03\" y1=\"486.59\" x2=\"147.03\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"149.76\" y1=\"486.59\" x2=\"149.76\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"150.57\" y1=\"485.32\" x2=\"150.57\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"155.83\" y1=\"485.32\" x2=\"155.83\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"157.12\" y1=\"484.23\" x2=\"157.12\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"146.47\" y1=\"489.46\" x2=\"146.47\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"143.45\" y1=\"495.51\" x2=\"143.45\" y2=\"492.48\"><\/line><path class=\"cls-2\" d=\"M144.47,497.27a3,3,0,0,0,3-3\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M151.59,490.11a2.63,2.63,0,0,0,5.26,0\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M148.06,491.38a1.36,1.36,0,0,0,2.72,0\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"130.35\" y1=\"543.87\" x2=\"130.35\" y2=\"527.75\"><\/line><line class=\"cls-2\" x1=\"164.56\" y1=\"424.04\" x2=\"164.78\" y2=\"386.95\"><\/line><line class=\"cls-2\" x1=\"166.24\" y1=\"424.05\" x2=\"166.47\" y2=\"386.96\"><\/line><line class=\"cls-2\" x1=\"175.35\" y1=\"424.07\" x2=\"175.58\" y2=\"386.98\"><\/line><line class=\"cls-2\" x1=\"177.31\" y1=\"424.08\" x2=\"177.54\" y2=\"386.99\"><\/line><line class=\"cls-2\" x1=\"164.56\" y1=\"484.23\" x2=\"164.56\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"166.24\" y1=\"483.4\" x2=\"166.24\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"175.35\" y1=\"483.4\" x2=\"175.35\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"177.31\" y1=\"482.87\" x2=\"177.31\" y2=\"424\"><\/line><path class=\"cls-2\" d=\"M167.26,488.19a4.56,4.56,0,0,0,9.11,0\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"146.7\" y1=\"386.91\" x2=\"147.39\" y2=\"349.82\"><\/line><line class=\"cls-2\" x1=\"147.26\" y1=\"386.91\" x2=\"147.95\" y2=\"349.82\"><\/line><line class=\"cls-2\" x1=\"149.98\" y1=\"386.93\" x2=\"150.67\" y2=\"349.84\"><\/line><line class=\"cls-2\" x1=\"150.8\" y1=\"386.94\" x2=\"151.49\" y2=\"349.85\"><\/line><line class=\"cls-2\" x1=\"156.06\" y1=\"386.98\" x2=\"156.74\" y2=\"349.89\"><\/line><line class=\"cls-2\" x1=\"157.35\" y1=\"386.99\" x2=\"158.04\" y2=\"349.9\"><\/line><line class=\"cls-2\" x1=\"164.78\" y1=\"387.05\" x2=\"165.47\" y2=\"349.96\"><\/line><line class=\"cls-2\" x1=\"166.47\" y1=\"387.06\" x2=\"167.16\" y2=\"349.98\"><\/line><line class=\"cls-2\" x1=\"175.58\" y1=\"387.14\" x2=\"176.26\" y2=\"350.05\"><\/line><line class=\"cls-2\" x1=\"177.54\" y1=\"387.15\" x2=\"178.23\" y2=\"350.06\"><\/line><line class=\"cls-2\" x1=\"179.04\" y1=\"171.1\" x2=\"174.89\" y2=\"170.45\"><\/line><line class=\"cls-2\" x1=\"179.07\" y1=\"116.04\" x2=\"176.84\" y2=\"116.88\"><\/line><line class=\"cls-2\" x1=\"184.13\" y1=\"141.2\" x2=\"187.02\" y2=\"139.24\"><\/line><line class=\"cls-2\" x1=\"180.31\" y1=\"147.09\" x2=\"184.13\" y2=\"141.2\"><\/line><line class=\"cls-2\" x1=\"187.02\" y1=\"139.24\" x2=\"190.15\" y2=\"138.14\"><\/line><line class=\"cls-2\" x1=\"190.15\" y1=\"138.14\" x2=\"194.55\" y2=\"137.71\"><\/line><line class=\"cls-2\" x1=\"186.64\" y1=\"139.8\" x2=\"187.3\" y2=\"140.37\"><\/line><line class=\"cls-2\" x1=\"187.3\" y1=\"140.37\" x2=\"187.86\" y2=\"142.34\"><\/line><line class=\"cls-2\" x1=\"187.86\" y1=\"142.34\" x2=\"189.99\" y2=\"145.35\"><\/line><line class=\"cls-2\" x1=\"186.17\" y1=\"139.88\" x2=\"186.64\" y2=\"139.8\"><\/line><line class=\"cls-2\" x1=\"194.77\" y1=\"177.22\" x2=\"194.77\" y2=\"147.97\"><\/line><line class=\"cls-2\" x1=\"193.28\" y1=\"147.79\" x2=\"194.78\" y2=\"147.98\"><\/line><line class=\"cls-2\" x1=\"191.59\" y1=\"146.95\" x2=\"193.28\" y2=\"147.79\"><\/line><line class=\"cls-2\" x1=\"189.99\" y1=\"145.35\" x2=\"191.59\" y2=\"146.95\"><\/line><line class=\"cls-2\" x1=\"184.7\" y1=\"174.43\" x2=\"181.93\" y2=\"172.14\"><\/line><line class=\"cls-2\" x1=\"186.99\" y1=\"177.98\" x2=\"184.7\" y2=\"174.43\"><\/line><line class=\"cls-2\" x1=\"181.64\" y1=\"174.1\" x2=\"182.78\" y2=\"173.36\"><\/line><line class=\"cls-2\" x1=\"180.57\" y1=\"175.77\" x2=\"181.64\" y2=\"174.1\"><\/line><line class=\"cls-2\" x1=\"180.13\" y1=\"178.96\" x2=\"180.57\" y2=\"175.77\"><\/line><line class=\"cls-2\" x1=\"189.3\" y1=\"184.64\" x2=\"186.99\" y2=\"177.98\"><\/line><line class=\"cls-2\" x1=\"179.75\" y1=\"179.89\" x2=\"180.13\" y2=\"178.96\"><\/line><line class=\"cls-2\" x1=\"191.05\" y1=\"190.75\" x2=\"189.3\" y2=\"184.64\"><\/line><line class=\"cls-2\" x1=\"191.71\" y1=\"201.22\" x2=\"191.05\" y2=\"190.75\"><\/line><line class=\"cls-2\" x1=\"193.02\" y1=\"185.51\" x2=\"194.77\" y2=\"177.22\"><\/line><line class=\"cls-2\" x1=\"192.14\" y1=\"193.15\" x2=\"193.02\" y2=\"185.51\"><\/line><line class=\"cls-2\" x1=\"191.71\" y1=\"201.22\" x2=\"192.14\" y2=\"193.15\"><\/line><line class=\"cls-2\" x1=\"235.13\" y1=\"214.04\" x2=\"235.13\" y2=\"207.51\"><\/line><path class=\"cls-2\" d=\"M200.23,222.72a4.38,4.38,0,0,0-8.76,0\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M189.52,222.44a4.1,4.1,0,1,0-8.19,0\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"179.37\" y1=\"239.42\" x2=\"180.31\" y2=\"217.65\"><\/line><line class=\"cls-2\" x1=\"210.29\" y1=\"239.42\" x2=\"209.35\" y2=\"217.65\"><\/line><path class=\"cls-2\" d=\"M210.37,222.44a4.09,4.09,0,1,0-8.18,0\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"219.43\" y1=\"239.11\" x2=\"218.55\" y2=\"217.22\"><\/line><line class=\"cls-2\" x1=\"221.12\" y1=\"239.06\" x2=\"220.19\" y2=\"216.55\"><\/line><line class=\"cls-2\" x1=\"212.25\" y1=\"239.36\" x2=\"211.21\" y2=\"217.22\"><\/line><line class=\"cls-2\" x1=\"236.98\" y1=\"238.57\" x2=\"234.56\" y2=\"214.65\"><\/line><line class=\"cls-2\" x1=\"234.26\" y1=\"238.64\" x2=\"232.36\" y2=\"214.65\"><\/line><line class=\"cls-2\" x1=\"233.45\" y1=\"238.67\" x2=\"231.62\" y2=\"215.67\"><\/line><line class=\"cls-2\" x1=\"228.19\" y1=\"238.81\" x2=\"227.39\" y2=\"215.67\"><\/line><line class=\"cls-2\" x1=\"226.9\" y1=\"238.85\" x2=\"226.19\" y2=\"216.55\"><\/line><path class=\"cls-2\" d=\"M235.58,219.44a1.1,1.1,0,1,0-2.19,0\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M232.65,220.46a2.12,2.12,0,0,0-4.24,0\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M227.21,221.34a3,3,0,1,0-6,0\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M219.57,222a3.67,3.67,0,0,0-7.34,0\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"237.54\" y1=\"238.55\" x2=\"235.13\" y2=\"216.57\"><\/line><line class=\"cls-2\" x1=\"235.13\" y1=\"216.57\" x2=\"235.13\" y2=\"214.04\"><\/line><line class=\"cls-2\" x1=\"213.4\" y1=\"350.2\" x2=\"213.11\" y2=\"313.11\"><\/line><line class=\"cls-2\" x1=\"211.44\" y1=\"350.23\" x2=\"211.15\" y2=\"313.14\"><\/line><line class=\"cls-2\" x1=\"222.5\" y1=\"350.08\" x2=\"221.36\" y2=\"312.99\"><\/line><line class=\"cls-2\" x1=\"224.19\" y1=\"350.06\" x2=\"223.05\" y2=\"312.97\"><\/line><line class=\"cls-2\" x1=\"231.62\" y1=\"349.96\" x2=\"230.48\" y2=\"312.87\"><\/line><line class=\"cls-2\" x1=\"232.92\" y1=\"349.94\" x2=\"231.78\" y2=\"312.85\"><\/line><line class=\"cls-2\" x1=\"238.17\" y1=\"349.87\" x2=\"237.03\" y2=\"312.78\"><\/line><line class=\"cls-2\" x1=\"238.99\" y1=\"349.86\" x2=\"237.85\" y2=\"312.77\"><\/line><line class=\"cls-2\" x1=\"241.71\" y1=\"349.83\" x2=\"240.57\" y2=\"312.74\"><\/line><line class=\"cls-2\" x1=\"242.27\" y1=\"349.82\" x2=\"241.13\" y2=\"312.73\"><\/line><line class=\"cls-2\" x1=\"211.15\" y1=\"313.29\" x2=\"211.19\" y2=\"276.21\"><\/line><line class=\"cls-2\" x1=\"213.11\" y1=\"313.26\" x2=\"213.15\" y2=\"276.17\"><\/line><line class=\"cls-2\" x1=\"221.37\" y1=\"313.09\" x2=\"219.79\" y2=\"276\"><\/line><line class=\"cls-2\" x1=\"223.05\" y1=\"313.06\" x2=\"221.47\" y2=\"275.97\"><\/line><line class=\"cls-2\" x1=\"230.48\" y1=\"312.92\" x2=\"228.9\" y2=\"275.83\"><\/line><line class=\"cls-2\" x1=\"231.78\" y1=\"312.9\" x2=\"230.2\" y2=\"275.81\"><\/line><line class=\"cls-2\" x1=\"237.03\" y1=\"312.8\" x2=\"235.45\" y2=\"275.71\"><\/line><line class=\"cls-2\" x1=\"237.85\" y1=\"312.79\" x2=\"236.27\" y2=\"275.7\"><\/line><line class=\"cls-2\" x1=\"240.57\" y1=\"312.74\" x2=\"238.99\" y2=\"275.65\"><\/line><line class=\"cls-2\" x1=\"241.13\" y1=\"312.73\" x2=\"239.55\" y2=\"275.64\"><\/line><line class=\"cls-2\" x1=\"211.2\" y1=\"276.36\" x2=\"210.29\" y2=\"239.27\"><\/line><line class=\"cls-2\" x1=\"213.16\" y1=\"276.31\" x2=\"212.25\" y2=\"239.22\"><\/line><line class=\"cls-2\" x1=\"221.47\" y1=\"276.06\" x2=\"221.11\" y2=\"238.97\"><\/line><line class=\"cls-2\" x1=\"219.79\" y1=\"276.1\" x2=\"219.43\" y2=\"239.01\"><\/line><line class=\"cls-2\" x1=\"228.91\" y1=\"275.89\" x2=\"226.9\" y2=\"238.8\"><\/line><line class=\"cls-2\" x1=\"230.2\" y1=\"275.86\" x2=\"228.19\" y2=\"238.77\"><\/line><line class=\"cls-2\" x1=\"235.45\" y1=\"275.74\" x2=\"233.45\" y2=\"238.65\"><\/line><line class=\"cls-2\" x1=\"236.27\" y1=\"275.72\" x2=\"234.26\" y2=\"238.63\"><\/line><line class=\"cls-2\" x1=\"238.99\" y1=\"275.65\" x2=\"236.98\" y2=\"238.56\"><\/line><line class=\"cls-2\" x1=\"239.55\" y1=\"275.64\" x2=\"237.54\" y2=\"238.55\"><\/line><path class=\"cls-2\" d=\"M194.34,116a3,3,0,0,0,3,0\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M184.34,117.27a6.33,6.33,0,0,0,1.69-3\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M186,114.26a6.41,6.41,0,0,0,3.54,3.23\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M186.05,107.55c-.23-.64-.49-1.27-.77-1.89\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M185.92,105.66c0,.64.07,1.26.13,1.89\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M182.25,117.55a8.86,8.86,0,0,0,1.39-11.89\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M180.74,116a8,8,0,0,0,2-10.38\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M188.07,105.66a7.65,7.65,0,0,0,6.27,11.89\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M190.41,105.66A8.13,8.13,0,0,0,194.34,116\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M191.83,105.66l-.15.44a8,8,0,0,0,0,4.76,6.33,6.33,0,0,0,1,1.9,5,5,0,0,0,1.54,1.34,3.45,3.45,0,0,0,1.66.43,3.49,3.49,0,0,0,1.67-.43,5.07,5.07,0,0,0,1.54-1.34,6.3,6.3,0,0,0,1-1.9,7.84,7.84,0,0,0,0-4.76,3.81,3.81,0,0,0-.15-.44\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M182.22,108.09a11.39,11.39,0,0,0-.56-2.39v0\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"179.21\" y1=\"146.64\" x2=\"179.9\" y2=\"146.37\"><\/line><line class=\"cls-2\" x1=\"179.9\" y1=\"146.37\" x2=\"180.6\" y2=\"145.11\"><\/line><line class=\"cls-2\" x1=\"180.6\" y1=\"145.11\" x2=\"180.18\" y2=\"144\"><\/line><line class=\"cls-2\" x1=\"181.04\" y1=\"128.35\" x2=\"183.41\" y2=\"126.27\"><\/line><line class=\"cls-2\" x1=\"183.41\" y1=\"126.27\" x2=\"185.63\" y2=\"125.31\"><\/line><line class=\"cls-2\" x1=\"185.63\" y1=\"125.31\" x2=\"188.29\" y2=\"125.17\"><\/line><line class=\"cls-2\" x1=\"188.29\" y1=\"125.17\" x2=\"187.44\" y2=\"127.94\"><\/line><line class=\"cls-2\" x1=\"187.44\" y1=\"127.94\" x2=\"186.09\" y2=\"130.24\"><\/line><line class=\"cls-2\" x1=\"186.09\" y1=\"137.34\" x2=\"184.61\" y2=\"138.18\"><\/line><line class=\"cls-2\" x1=\"184.61\" y1=\"138.18\" x2=\"183.08\" y2=\"138.18\"><\/line><line class=\"cls-2\" x1=\"183.08\" y1=\"138.18\" x2=\"181.16\" y2=\"138.02\"><\/line><line class=\"cls-2\" x1=\"181.16\" y1=\"138.02\" x2=\"179.49\" y2=\"138.58\"><\/line><line class=\"cls-2\" x1=\"179.37\" y1=\"140.87\" x2=\"180.32\" y2=\"141.78\"><\/line><line class=\"cls-2\" x1=\"180.32\" y1=\"141.78\" x2=\"180.74\" y2=\"142.61\"><\/line><line class=\"cls-2\" x1=\"180.74\" y1=\"142.61\" x2=\"180.32\" y2=\"144\"><\/line><line class=\"cls-2\" x1=\"179.9\" y1=\"113.95\" x2=\"182.69\" y2=\"114.65\"><\/line><line class=\"cls-2\" x1=\"182.69\" y1=\"114.65\" x2=\"185.75\" y2=\"114.23\"><\/line><line class=\"cls-2\" x1=\"185.75\" y1=\"114.23\" x2=\"188.26\" y2=\"113.26\"><\/line><line class=\"cls-2\" x1=\"188.26\" y1=\"113.26\" x2=\"189.09\" y2=\"113.82\"><\/line><line class=\"cls-2\" x1=\"189.09\" y1=\"113.82\" x2=\"190.62\" y2=\"113.95\"><\/line><line class=\"cls-2\" x1=\"190.62\" y1=\"113.95\" x2=\"190.07\" y2=\"114.65\"><\/line><line class=\"cls-2\" x1=\"190.07\" y1=\"114.65\" x2=\"188.39\" y2=\"115.76\"><\/line><line class=\"cls-2\" x1=\"188.39\" y1=\"115.76\" x2=\"186.59\" y2=\"116.04\"><\/line><line class=\"cls-2\" x1=\"186.59\" y1=\"116.04\" x2=\"184.08\" y2=\"116.04\"><\/line><line class=\"cls-2\" x1=\"184.08\" y1=\"116.04\" x2=\"181.44\" y2=\"115.76\"><\/line><line class=\"cls-2\" x1=\"179.63\" y1=\"128\" x2=\"182.13\" y2=\"127.31\"><\/line><line class=\"cls-2\" x1=\"185.63\" y1=\"125.31\" x2=\"183.73\" y2=\"124.97\"><\/line><line class=\"cls-2\" x1=\"183.73\" y1=\"124.97\" x2=\"182.43\" y2=\"124.5\"><\/line><line class=\"cls-2\" x1=\"182.43\" y1=\"124.5\" x2=\"181.96\" y2=\"124.8\"><\/line><line class=\"cls-2\" x1=\"181.96\" y1=\"124.8\" x2=\"181.78\" y2=\"125.62\"><\/line><line class=\"cls-2\" x1=\"181.78\" y1=\"125.62\" x2=\"180.55\" y2=\"125.98\"><\/line><line class=\"cls-2\" x1=\"179.54\" y1=\"120.56\" x2=\"180.96\" y2=\"120.09\"><\/line><line class=\"cls-2\" x1=\"180.96\" y1=\"120.09\" x2=\"182.61\" y2=\"120.32\"><\/line><line class=\"cls-2\" x1=\"182.61\" y1=\"120.32\" x2=\"184.08\" y2=\"121.32\"><\/line><line class=\"cls-2\" x1=\"184.08\" y1=\"121.32\" x2=\"185.38\" y2=\"121.91\"><\/line><line class=\"cls-2\" x1=\"185.38\" y1=\"121.91\" x2=\"187.14\" y2=\"122.15\"><\/line><line class=\"cls-2\" x1=\"187.14\" y1=\"122.15\" x2=\"189.15\" y2=\"121.97\"><\/line><line class=\"cls-2\" x1=\"189.15\" y1=\"121.97\" x2=\"190.15\" y2=\"121.74\"><\/line><line class=\"cls-2\" x1=\"190.15\" y1=\"121.74\" x2=\"191.09\" y2=\"122.03\"><\/line><line class=\"cls-2\" x1=\"191.09\" y1=\"122.03\" x2=\"190.91\" y2=\"123.09\"><\/line><line class=\"cls-2\" x1=\"190.91\" y1=\"123.09\" x2=\"189.79\" y2=\"124.44\"><\/line><line class=\"cls-2\" x1=\"189.79\" y1=\"124.44\" x2=\"188.29\" y2=\"125.17\"><\/line><line class=\"cls-2\" x1=\"188.62\" y1=\"121.91\" x2=\"188.79\" y2=\"119.56\"><\/line><line class=\"cls-2\" x1=\"188.79\" y1=\"119.56\" x2=\"188.62\" y2=\"116.97\"><\/line><line class=\"cls-2\" x1=\"188.62\" y1=\"116.97\" x2=\"188.38\" y2=\"115.85\"><\/line><path class=\"cls-2\" d=\"M206.75,105.66a18.33,18.33,0,0,0-21.8,0\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"183.34\" y1=\"100.54\" x2=\"182.84\" y2=\"97.28\"><\/line><line class=\"cls-2\" x1=\"182.84\" y1=\"97.28\" x2=\"183.09\" y2=\"94.9\"><\/line><line class=\"cls-2\" x1=\"183.09\" y1=\"94.9\" x2=\"183.84\" y2=\"92.89\"><\/line><line class=\"cls-2\" x1=\"183.84\" y1=\"92.89\" x2=\"184.59\" y2=\"92.01\"><\/line><line class=\"cls-2\" x1=\"184.59\" y1=\"92.01\" x2=\"186.35\" y2=\"91.76\"><\/line><line class=\"cls-2\" x1=\"186.35\" y1=\"91.76\" x2=\"187.98\" y2=\"92.26\"><\/line><line class=\"cls-2\" x1=\"187.98\" y1=\"92.26\" x2=\"189.23\" y2=\"93.14\"><\/line><line class=\"cls-2\" x1=\"189.23\" y1=\"93.14\" x2=\"190.99\" y2=\"94.14\"><\/line><line class=\"cls-2\" x1=\"190.99\" y1=\"94.14\" x2=\"192.5\" y2=\"95.27\"><\/line><line class=\"cls-2\" x1=\"192.5\" y1=\"95.27\" x2=\"192.87\" y2=\"96.4\"><\/line><line class=\"cls-2\" x1=\"192.87\" y1=\"96.4\" x2=\"192.37\" y2=\"97.4\"><\/line><line class=\"cls-2\" x1=\"184.59\" y1=\"92.01\" x2=\"183.84\" y2=\"91.14\"><\/line><line class=\"cls-2\" x1=\"183.84\" y1=\"91.14\" x2=\"182.96\" y2=\"88.75\"><\/line><line class=\"cls-2\" x1=\"182.96\" y1=\"88.75\" x2=\"183.09\" y2=\"86.62\"><\/line><line class=\"cls-2\" x1=\"183.09\" y1=\"86.62\" x2=\"183.97\" y2=\"85.62\"><\/line><line class=\"cls-2\" x1=\"183.97\" y1=\"85.62\" x2=\"185.6\" y2=\"85.12\"><\/line><line class=\"cls-2\" x1=\"185.6\" y1=\"85.12\" x2=\"188.61\" y2=\"85.5\"><\/line><line class=\"cls-2\" x1=\"188.61\" y1=\"85.5\" x2=\"190.49\" y2=\"86.5\"><\/line><line class=\"cls-2\" x1=\"190.49\" y1=\"86.5\" x2=\"191.12\" y2=\"88\"><\/line><line class=\"cls-2\" x1=\"191.12\" y1=\"88\" x2=\"190.36\" y2=\"89.51\"><\/line><line class=\"cls-2\" x1=\"190.36\" y1=\"89.51\" x2=\"190.61\" y2=\"91.39\"><\/line><line class=\"cls-2\" x1=\"190.61\" y1=\"91.39\" x2=\"190.99\" y2=\"94.14\"><\/line><line class=\"cls-2\" x1=\"183.97\" y1=\"85.62\" x2=\"183.34\" y2=\"84.74\"><\/line><line class=\"cls-2\" x1=\"183.34\" y1=\"84.74\" x2=\"182.84\" y2=\"83.36\"><\/line><line class=\"cls-2\" x1=\"182.84\" y1=\"83.36\" x2=\"183.09\" y2=\"82.24\"><\/line><line class=\"cls-2\" x1=\"183.09\" y1=\"82.24\" x2=\"183.84\" y2=\"81.61\"><\/line><line class=\"cls-2\" x1=\"183.84\" y1=\"81.61\" x2=\"187.6\" y2=\"81.74\"><\/line><line class=\"cls-2\" x1=\"187.6\" y1=\"81.74\" x2=\"193\" y2=\"81.74\"><\/line><line class=\"cls-2\" x1=\"193\" y1=\"81.74\" x2=\"191.99\" y2=\"82.11\"><\/line><line class=\"cls-2\" x1=\"191.99\" y1=\"82.11\" x2=\"191.24\" y2=\"83.11\"><\/line><line class=\"cls-2\" x1=\"191.24\" y1=\"83.11\" x2=\"190.74\" y2=\"85.12\"><\/line><line class=\"cls-2\" x1=\"190.74\" y1=\"85.12\" x2=\"190.49\" y2=\"86.5\"><\/line><line class=\"cls-2\" x1=\"198.79\" y1=\"85.12\" x2=\"199.04\" y2=\"86.5\"><\/line><line class=\"cls-2\" x1=\"198.29\" y1=\"83.11\" x2=\"198.79\" y2=\"85.12\"><\/line><line class=\"cls-2\" x1=\"197.54\" y1=\"82.11\" x2=\"198.29\" y2=\"83.11\"><\/line><line class=\"cls-2\" x1=\"196.53\" y1=\"81.74\" x2=\"197.54\" y2=\"82.11\"><\/line><line class=\"cls-2\" x1=\"201.93\" y1=\"81.74\" x2=\"196.53\" y2=\"81.74\"><\/line><line class=\"cls-2\" x1=\"205.69\" y1=\"81.61\" x2=\"201.93\" y2=\"81.74\"><\/line><line class=\"cls-2\" x1=\"206.44\" y1=\"82.24\" x2=\"205.69\" y2=\"81.61\"><\/line><line class=\"cls-2\" x1=\"206.69\" y1=\"83.36\" x2=\"206.44\" y2=\"82.24\"><\/line><line class=\"cls-2\" x1=\"206.19\" y1=\"84.74\" x2=\"206.69\" y2=\"83.36\"><\/line><line class=\"cls-2\" x1=\"205.56\" y1=\"85.62\" x2=\"206.19\" y2=\"84.74\"><\/line><line class=\"cls-2\" x1=\"198.92\" y1=\"91.39\" x2=\"198.54\" y2=\"94.14\"><\/line><line class=\"cls-2\" x1=\"199.17\" y1=\"89.51\" x2=\"198.92\" y2=\"91.39\"><\/line><line class=\"cls-2\" x1=\"198.41\" y1=\"88\" x2=\"199.17\" y2=\"89.51\"><\/line><line class=\"cls-2\" x1=\"199.04\" y1=\"86.5\" x2=\"198.41\" y2=\"88\"><\/line><line class=\"cls-2\" x1=\"200.92\" y1=\"85.5\" x2=\"199.04\" y2=\"86.5\"><\/line><line class=\"cls-2\" x1=\"203.93\" y1=\"85.12\" x2=\"200.92\" y2=\"85.5\"><\/line><line class=\"cls-2\" x1=\"205.56\" y1=\"85.62\" x2=\"203.93\" y2=\"85.12\"><\/line><line class=\"cls-2\" x1=\"206.44\" y1=\"86.62\" x2=\"205.56\" y2=\"85.62\"><\/line><line class=\"cls-2\" x1=\"206.57\" y1=\"88.75\" x2=\"206.44\" y2=\"86.62\"><\/line><line class=\"cls-2\" x1=\"205.69\" y1=\"91.14\" x2=\"206.57\" y2=\"88.75\"><\/line><line class=\"cls-2\" x1=\"204.94\" y1=\"92.01\" x2=\"205.69\" y2=\"91.14\"><\/line><line class=\"cls-2\" x1=\"196.66\" y1=\"96.4\" x2=\"197.16\" y2=\"97.4\"><\/line><line class=\"cls-2\" x1=\"197.03\" y1=\"95.27\" x2=\"196.66\" y2=\"96.4\"><\/line><line class=\"cls-2\" x1=\"198.54\" y1=\"94.14\" x2=\"197.03\" y2=\"95.27\"><\/line><line class=\"cls-2\" x1=\"200.3\" y1=\"93.14\" x2=\"198.54\" y2=\"94.14\"><\/line><line class=\"cls-2\" x1=\"201.55\" y1=\"92.26\" x2=\"200.3\" y2=\"93.14\"><\/line><line class=\"cls-2\" x1=\"203.18\" y1=\"91.76\" x2=\"201.55\" y2=\"92.26\"><\/line><line class=\"cls-2\" x1=\"204.94\" y1=\"92.01\" x2=\"203.18\" y2=\"91.76\"><\/line><line class=\"cls-2\" x1=\"205.69\" y1=\"92.89\" x2=\"204.94\" y2=\"92.01\"><\/line><line class=\"cls-2\" x1=\"206.44\" y1=\"94.9\" x2=\"205.69\" y2=\"92.89\"><\/line><line class=\"cls-2\" x1=\"206.69\" y1=\"97.28\" x2=\"206.44\" y2=\"94.9\"><\/line><line class=\"cls-2\" x1=\"206.19\" y1=\"100.54\" x2=\"206.69\" y2=\"97.28\"><\/line><line class=\"cls-2\" x1=\"224.29\" y1=\"101.27\" x2=\"222.97\" y2=\"100.87\"><\/line><line class=\"cls-2\" x1=\"229.98\" y1=\"101.05\" x2=\"227.92\" y2=\"101.27\"><\/line><line class=\"cls-2\" x1=\"215.52\" y1=\"110.52\" x2=\"215.36\" y2=\"110.08\"><\/line><line class=\"cls-2\" x1=\"216.28\" y1=\"111.27\" x2=\"215.52\" y2=\"110.52\"><\/line><line class=\"cls-2\" x1=\"217.31\" y1=\"111.49\" x2=\"216.28\" y2=\"111.27\"><\/line><line class=\"cls-2\" x1=\"218.17\" y1=\"111.16\" x2=\"217.31\" y2=\"111.49\"><\/line><line class=\"cls-2\" x1=\"218.99\" y1=\"110.62\" x2=\"218.17\" y2=\"111.16\"><\/line><line class=\"cls-2\" x1=\"219.85\" y1=\"110.79\" x2=\"218.99\" y2=\"110.62\"><\/line><line class=\"cls-2\" x1=\"219.8\" y1=\"111.22\" x2=\"219.85\" y2=\"110.79\"><\/line><line class=\"cls-2\" x1=\"218.99\" y1=\"112.25\" x2=\"219.8\" y2=\"111.22\"><\/line><line class=\"cls-2\" x1=\"217.9\" y1=\"112.79\" x2=\"218.99\" y2=\"112.25\"><\/line><line class=\"cls-2\" x1=\"223.1\" y1=\"107.92\" x2=\"224.13\" y2=\"107.43\"><\/line><line class=\"cls-2\" x1=\"221.69\" y1=\"108.46\" x2=\"223.1\" y2=\"107.92\"><\/line><line class=\"cls-2\" x1=\"220.61\" y1=\"108.57\" x2=\"221.69\" y2=\"108.46\"><\/line><line class=\"cls-2\" x1=\"219.69\" y1=\"108.52\" x2=\"220.61\" y2=\"108.57\"><\/line><line class=\"cls-2\" x1=\"218.99\" y1=\"108.19\" x2=\"219.69\" y2=\"108.52\"><\/line><line class=\"cls-2\" x1=\"218.44\" y1=\"107.7\" x2=\"218.99\" y2=\"108.19\"><\/line><line class=\"cls-2\" x1=\"218.39\" y1=\"106.95\" x2=\"218.44\" y2=\"107.7\"><\/line><line class=\"cls-2\" x1=\"218.55\" y1=\"106.46\" x2=\"218.39\" y2=\"106.95\"><\/line><line class=\"cls-2\" x1=\"218.5\" y1=\"105.97\" x2=\"218.55\" y2=\"106.46\"><\/line><line class=\"cls-2\" x1=\"219.04\" y1=\"105.92\" x2=\"218.5\" y2=\"105.97\"><\/line><line class=\"cls-2\" x1=\"220.28\" y1=\"106.08\" x2=\"219.04\" y2=\"105.92\"><\/line><line class=\"cls-2\" x1=\"221.42\" y1=\"106.08\" x2=\"220.28\" y2=\"106.08\"><\/line><line class=\"cls-2\" x1=\"222.23\" y1=\"105.92\" x2=\"221.42\" y2=\"106.08\"><\/line><line class=\"cls-2\" x1=\"222.4\" y1=\"105.7\" x2=\"222.23\" y2=\"105.92\"><\/line><line class=\"cls-2\" x1=\"221.64\" y1=\"105.7\" x2=\"222.4\" y2=\"105.7\"><\/line><line class=\"cls-2\" x1=\"220.28\" y1=\"105.49\" x2=\"221.64\" y2=\"105.7\"><\/line><line class=\"cls-2\" x1=\"219.09\" y1=\"104.84\" x2=\"220.28\" y2=\"105.49\"><\/line><line class=\"cls-2\" x1=\"218.39\" y1=\"103.92\" x2=\"219.09\" y2=\"104.84\"><\/line><line class=\"cls-2\" x1=\"218.17\" y1=\"103.49\" x2=\"218.39\" y2=\"103.92\"><\/line><line class=\"cls-2\" x1=\"218.93\" y1=\"103.54\" x2=\"218.17\" y2=\"103.49\"><\/line><line class=\"cls-2\" x1=\"220.5\" y1=\"103.65\" x2=\"218.93\" y2=\"103.54\"><\/line><line class=\"cls-2\" x1=\"222.45\" y1=\"103.43\" x2=\"220.5\" y2=\"103.65\"><\/line><line class=\"cls-2\" x1=\"223.21\" y1=\"103.22\" x2=\"222.45\" y2=\"103.43\"><\/line><line class=\"cls-2\" x1=\"221.37\" y1=\"103.11\" x2=\"223.21\" y2=\"103.22\"><\/line><line class=\"cls-2\" x1=\"219.58\" y1=\"102.73\" x2=\"221.37\" y2=\"103.11\"><\/line><line class=\"cls-2\" x1=\"218.5\" y1=\"102.03\" x2=\"219.58\" y2=\"102.73\"><\/line><line class=\"cls-2\" x1=\"217.74\" y1=\"101.38\" x2=\"218.5\" y2=\"102.03\"><\/line><line class=\"cls-2\" x1=\"217.58\" y1=\"100.94\" x2=\"217.74\" y2=\"101.38\"><\/line><line class=\"cls-2\" x1=\"224.67\" y1=\"101.43\" x2=\"224.29\" y2=\"101.27\"><\/line><line class=\"cls-2\" x1=\"224.78\" y1=\"100.35\" x2=\"224.67\" y2=\"101.43\"><\/line><line class=\"cls-2\" x1=\"225.05\" y1=\"99.32\" x2=\"224.78\" y2=\"100.35\"><\/line><line class=\"cls-2\" x1=\"225.21\" y1=\"98.78\" x2=\"225.05\" y2=\"99.32\"><\/line><line class=\"cls-2\" x1=\"225.75\" y1=\"99.81\" x2=\"225.21\" y2=\"98.78\"><\/line><line class=\"cls-2\" x1=\"226.45\" y1=\"100.73\" x2=\"225.75\" y2=\"99.81\"><\/line><line class=\"cls-2\" x1=\"227.92\" y1=\"101.27\" x2=\"226.45\" y2=\"100.73\"><\/line><line class=\"cls-2\" x1=\"200.91\" y1=\"116.97\" x2=\"201.15\" y2=\"115.85\"><\/line><line class=\"cls-2\" x1=\"200.74\" y1=\"119.56\" x2=\"200.91\" y2=\"116.97\"><\/line><line class=\"cls-2\" x1=\"200.91\" y1=\"121.91\" x2=\"200.74\" y2=\"119.56\"><\/line><line class=\"cls-2\" x1=\"202.39\" y1=\"122.15\" x2=\"200.38\" y2=\"121.97\"><\/line><line class=\"cls-2\" x1=\"200.38\" y1=\"121.97\" x2=\"199.38\" y2=\"121.74\"><\/line><line class=\"cls-2\" x1=\"199.38\" y1=\"121.74\" x2=\"198.44\" y2=\"122.03\"><\/line><line class=\"cls-2\" x1=\"198.44\" y1=\"122.03\" x2=\"198.62\" y2=\"123.09\"><\/line><line class=\"cls-2\" x1=\"198.62\" y1=\"123.09\" x2=\"199.73\" y2=\"124.44\"><\/line><line class=\"cls-2\" x1=\"199.73\" y1=\"124.44\" x2=\"201.24\" y2=\"125.17\"><\/line><line class=\"cls-2\" x1=\"204.15\" y1=\"121.91\" x2=\"202.39\" y2=\"122.15\"><\/line><line class=\"cls-2\" x1=\"205.45\" y1=\"121.32\" x2=\"204.15\" y2=\"121.91\"><\/line><line class=\"cls-2\" x1=\"206.92\" y1=\"120.32\" x2=\"205.45\" y2=\"121.32\"><\/line><line class=\"cls-2\" x1=\"208.57\" y1=\"120.09\" x2=\"206.92\" y2=\"120.32\"><\/line><line class=\"cls-2\" x1=\"209.99\" y1=\"120.56\" x2=\"208.57\" y2=\"120.09\"><\/line><line class=\"cls-2\" x1=\"211.34\" y1=\"121.91\" x2=\"209.99\" y2=\"120.56\"><\/line><line class=\"cls-2\" x1=\"211.52\" y1=\"124.27\" x2=\"211.34\" y2=\"121.91\"><\/line><line class=\"cls-2\" x1=\"210.63\" y1=\"125.62\" x2=\"211.52\" y2=\"124.27\"><\/line><line class=\"cls-2\" x1=\"208.98\" y1=\"125.98\" x2=\"210.63\" y2=\"125.62\"><\/line><line class=\"cls-2\" x1=\"207.75\" y1=\"125.62\" x2=\"208.98\" y2=\"125.98\"><\/line><line class=\"cls-2\" x1=\"207.57\" y1=\"124.8\" x2=\"207.75\" y2=\"125.62\"><\/line><line class=\"cls-2\" x1=\"207.1\" y1=\"124.5\" x2=\"207.57\" y2=\"124.8\"><\/line><line class=\"cls-2\" x1=\"205.8\" y1=\"124.97\" x2=\"207.1\" y2=\"124.5\"><\/line><line class=\"cls-2\" x1=\"203.9\" y1=\"125.31\" x2=\"205.8\" y2=\"124.97\"><\/line><line class=\"cls-2\" x1=\"201.24\" y1=\"125.17\" x2=\"202.09\" y2=\"127.94\"><\/line><line class=\"cls-2\" x1=\"203.9\" y1=\"125.31\" x2=\"201.24\" y2=\"125.17\"><\/line><line class=\"cls-2\" x1=\"209.9\" y1=\"128\" x2=\"207.4\" y2=\"127.31\"><\/line><line class=\"cls-2\" x1=\"213.38\" y1=\"127.45\" x2=\"209.9\" y2=\"128\"><\/line><line class=\"cls-2\" x1=\"215.19\" y1=\"126.47\" x2=\"213.38\" y2=\"127.45\"><\/line><line class=\"cls-2\" x1=\"216.03\" y1=\"123.69\" x2=\"215.19\" y2=\"126.47\"><\/line><line class=\"cls-2\" x1=\"215.61\" y1=\"121.05\" x2=\"216.03\" y2=\"123.69\"><\/line><line class=\"cls-2\" x1=\"214.5\" y1=\"118.96\" x2=\"215.61\" y2=\"121.05\"><\/line><line class=\"cls-2\" x1=\"212.69\" y1=\"116.88\" x2=\"214.5\" y2=\"118.96\"><\/line><line class=\"cls-2\" x1=\"210.46\" y1=\"116.04\" x2=\"212.69\" y2=\"116.88\"><\/line><line class=\"cls-2\" x1=\"208.09\" y1=\"115.76\" x2=\"210.46\" y2=\"116.04\"><\/line><line class=\"cls-2\" x1=\"205.45\" y1=\"116.04\" x2=\"208.09\" y2=\"115.76\"><\/line><line class=\"cls-2\" x1=\"202.94\" y1=\"116.04\" x2=\"205.45\" y2=\"116.04\"><\/line><line class=\"cls-2\" x1=\"201.13\" y1=\"115.76\" x2=\"202.94\" y2=\"116.04\"><\/line><line class=\"cls-2\" x1=\"199.46\" y1=\"114.65\" x2=\"201.13\" y2=\"115.76\"><\/line><line class=\"cls-2\" x1=\"198.91\" y1=\"113.95\" x2=\"199.46\" y2=\"114.65\"><\/line><line class=\"cls-2\" x1=\"200.44\" y1=\"113.82\" x2=\"198.91\" y2=\"113.95\"><\/line><line class=\"cls-2\" x1=\"201.27\" y1=\"113.26\" x2=\"200.44\" y2=\"113.82\"><\/line><line class=\"cls-2\" x1=\"203.78\" y1=\"114.23\" x2=\"201.27\" y2=\"113.26\"><\/line><line class=\"cls-2\" x1=\"206.84\" y1=\"114.65\" x2=\"203.78\" y2=\"114.23\"><\/line><line class=\"cls-2\" x1=\"209.62\" y1=\"113.95\" x2=\"206.84\" y2=\"114.65\"><\/line><line class=\"cls-2\" x1=\"211.16\" y1=\"113.26\" x2=\"209.62\" y2=\"113.95\"><\/line><line class=\"cls-2\" x1=\"213.24\" y1=\"113.4\" x2=\"211.16\" y2=\"113.26\"><\/line><line class=\"cls-2\" x1=\"215.89\" y1=\"114.51\" x2=\"213.24\" y2=\"113.4\"><\/line><line class=\"cls-2\" x1=\"218.95\" y1=\"117.01\" x2=\"215.89\" y2=\"114.51\"><\/line><line class=\"cls-2\" x1=\"221.32\" y1=\"119.94\" x2=\"218.95\" y2=\"117.01\"><\/line><line class=\"cls-2\" x1=\"221.87\" y1=\"123.14\" x2=\"221.32\" y2=\"119.94\"><\/line><line class=\"cls-2\" x1=\"221.32\" y1=\"125.78\" x2=\"221.87\" y2=\"123.14\"><\/line><line class=\"cls-2\" x1=\"219.51\" y1=\"128.28\" x2=\"221.32\" y2=\"125.78\"><\/line><line class=\"cls-2\" x1=\"217.28\" y1=\"129.81\" x2=\"219.51\" y2=\"128.28\"><\/line><line class=\"cls-2\" x1=\"215.47\" y1=\"137.6\" x2=\"217.28\" y2=\"136.91\"><\/line><line class=\"cls-2\" x1=\"213.38\" y1=\"137.74\" x2=\"215.47\" y2=\"137.6\"><\/line><line class=\"cls-2\" x1=\"211.16\" y1=\"137.05\" x2=\"213.38\" y2=\"137.74\"><\/line><line class=\"cls-2\" x1=\"214.66\" y1=\"139.29\" x2=\"213.94\" y2=\"140.66\"><\/line><line class=\"cls-2\" x1=\"216.02\" y1=\"138.13\" x2=\"214.66\" y2=\"139.29\"><\/line><line class=\"cls-2\" x1=\"217.81\" y1=\"137.65\" x2=\"216.02\" y2=\"138.13\"><\/line><line class=\"cls-2\" x1=\"218.95\" y1=\"137.9\" x2=\"217.81\" y2=\"137.65\"><\/line><line class=\"cls-2\" x1=\"220.08\" y1=\"138.59\" x2=\"219.65\" y2=\"139.55\"><\/line><line class=\"cls-2\" x1=\"218.95\" y1=\"137.9\" x2=\"220.08\" y2=\"138.59\"><\/line><line class=\"cls-2\" x1=\"217.52\" y1=\"138.44\" x2=\"218.95\" y2=\"137.9\"><\/line><line class=\"cls-2\" x1=\"216.45\" y1=\"140.66\" x2=\"217.52\" y2=\"138.44\"><\/line><line class=\"cls-2\" x1=\"203.44\" y1=\"137.34\" x2=\"204.92\" y2=\"138.18\"><\/line><line class=\"cls-2\" x1=\"202.09\" y1=\"127.94\" x2=\"203.44\" y2=\"130.24\"><\/line><line class=\"cls-2\" x1=\"210.46\" y1=\"139.69\" x2=\"210.15\" y2=\"140.87\"><\/line><line class=\"cls-2\" x1=\"210.15\" y1=\"140.87\" x2=\"209.21\" y2=\"141.78\"><\/line><line class=\"cls-2\" x1=\"211.16\" y1=\"129.95\" x2=\"208.49\" y2=\"128.35\"><\/line><line class=\"cls-2\" x1=\"208.49\" y1=\"128.35\" x2=\"206.12\" y2=\"126.27\"><\/line><line class=\"cls-2\" x1=\"206.12\" y1=\"126.27\" x2=\"203.9\" y2=\"125.31\"><\/line><line class=\"cls-2\" x1=\"204.92\" y1=\"138.18\" x2=\"206.45\" y2=\"138.18\"><\/line><line class=\"cls-2\" x1=\"206.45\" y1=\"138.18\" x2=\"208.37\" y2=\"138.02\"><\/line><line class=\"cls-2\" x1=\"208.79\" y1=\"142.61\" x2=\"209.21\" y2=\"144\"><\/line><line class=\"cls-2\" x1=\"209.21\" y1=\"141.78\" x2=\"208.79\" y2=\"142.61\"><\/line><line class=\"cls-2\" x1=\"210.04\" y1=\"138.58\" x2=\"210.46\" y2=\"139.69\"><\/line><line class=\"cls-2\" x1=\"208.37\" y1=\"138.02\" x2=\"210.04\" y2=\"138.58\"><\/line><line class=\"cls-2\" x1=\"213.1\" y1=\"138.72\" x2=\"211.16\" y2=\"137.05\"><\/line><line class=\"cls-2\" x1=\"213.94\" y1=\"140.66\" x2=\"213.1\" y2=\"138.72\"><\/line><line class=\"cls-2\" x1=\"214.08\" y1=\"142.47\" x2=\"213.94\" y2=\"140.66\"><\/line><line class=\"cls-2\" x1=\"213.24\" y1=\"143.72\" x2=\"214.08\" y2=\"142.47\"><\/line><line class=\"cls-2\" x1=\"218.25\" y1=\"139.83\" x2=\"217.56\" y2=\"139.27\"><\/line><line class=\"cls-2\" x1=\"219.65\" y1=\"139.55\" x2=\"218.25\" y2=\"139.83\"><\/line><line class=\"cls-2\" x1=\"216.17\" y1=\"142.75\" x2=\"216.45\" y2=\"140.66\"><\/line><line class=\"cls-2\" x1=\"215.61\" y1=\"143.86\" x2=\"216.17\" y2=\"142.75\"><\/line><line class=\"cls-2\" x1=\"213.8\" y1=\"144.28\" x2=\"215.61\" y2=\"143.86\"><\/line><line class=\"cls-2\" x1=\"212.41\" y1=\"144\" x2=\"213.8\" y2=\"144.28\"><\/line><line class=\"cls-2\" x1=\"210.88\" y1=\"143.72\" x2=\"212.41\" y2=\"144\"><\/line><line class=\"cls-2\" x1=\"209.35\" y1=\"144\" x2=\"210.88\" y2=\"143.72\"><\/line><line class=\"cls-2\" x1=\"208.93\" y1=\"145.11\" x2=\"209.35\" y2=\"144\"><\/line><line class=\"cls-2\" x1=\"209.62\" y1=\"146.37\" x2=\"208.93\" y2=\"145.11\"><\/line><line class=\"cls-2\" x1=\"210.32\" y1=\"146.64\" x2=\"209.62\" y2=\"146.37\"><\/line><line class=\"cls-2\" x1=\"211.16\" y1=\"146.09\" x2=\"210.32\" y2=\"146.64\"><\/line><line class=\"cls-2\" x1=\"212.41\" y1=\"145.81\" x2=\"211.16\" y2=\"146.09\"><\/line><line class=\"cls-2\" x1=\"214.08\" y1=\"146.64\" x2=\"212.41\" y2=\"145.81\"><\/line><line class=\"cls-2\" x1=\"215.47\" y1=\"149.01\" x2=\"214.08\" y2=\"146.64\"><\/line><line class=\"cls-2\" x1=\"216.31\" y1=\"152.9\" x2=\"215.47\" y2=\"149.01\"><\/line><path class=\"cls-2\" d=\"M206.3,105.66c-.29.62-.54,1.25-.78,1.89\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M205.52,107.55c.07-.63.11-1.25.13-1.89\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M212.35,116a8.12,8.12,0,0,0,3.92-10.38\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M212.35,117.55a8.11,8.11,0,0,0,5-11.89\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M207.93,105.66a8.87,8.87,0,0,0,1.39,11.89\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M215.32,105.66c0,.25.07.51.09.76a11.8,11.8,0,0,1-.07,2.45,11,11,0,0,1-.57,2.4,7.55,7.55,0,0,1-.86,1.73,4.36,4.36,0,0,1-1.29,1.24,1.59,1.59,0,0,1-1.06.23,1.53,1.53,0,0,1-1-.5,4.35,4.35,0,0,1-.92-1.53,7.64,7.64,0,0,1-.39-1.9,11.8,11.8,0,0,1,.07-2.45\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M209.35,108.09a12.06,12.06,0,0,1,.57-2.39s0,0,0,0\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M208.81,105.66a8,8,0,0,0,2,10.38\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M197.23,117.55a7.64,7.64,0,0,0,6.27-11.89\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M197.23,116a8.12,8.12,0,0,0,3.93-10.38\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M194.21,116a3,3,0,0,0,3,0\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M210.84,116a1.51,1.51,0,0,0,1.51,0\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M205.55,114.26a6.33,6.33,0,0,0,1.69,3\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M202,117.49a6.45,6.45,0,0,0,3.54-3.23\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"244.52\" y1=\"96.85\" x2=\"246.57\" y2=\"100.87\"><\/line><line class=\"cls-2\" x1=\"247.42\" y1=\"103.41\" x2=\"248.59\" y2=\"107.86\"><\/line><line class=\"cls-2\" x1=\"250.58\" y1=\"104.43\" x2=\"251.46\" y2=\"107.86\"><\/line><path class=\"cls-2\" d=\"M248.44,108.2a2.52,2.52,0,0,0,1.57,1.44\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M250,109.64a1.5,1.5,0,0,0,1.8-.72\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M251.81,108.92a2.5,2.5,0,0,0-.66-3.18\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"246.57\" y1=\"100.87\" x2=\"251.48\" y2=\"100.87\"><\/line><path class=\"cls-2\" d=\"M249.63,95.13a8.84,8.84,0,0,0,.65,10.53\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M250.76,93.61a11.24,11.24,0,0,0,3.7-5.78\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M253,95.13a8.82,8.82,0,0,0-.53,10.53\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"251.46\" y1=\"107.86\" x2=\"251.65\" y2=\"114.71\"><\/line><line class=\"cls-2\" x1=\"251.65\" y1=\"114.71\" x2=\"250.44\" y2=\"120.44\"><\/line><line class=\"cls-2\" x1=\"250.44\" y1=\"120.44\" x2=\"248.04\" y2=\"125.07\"><\/line><line class=\"cls-2\" x1=\"248.04\" y1=\"125.07\" x2=\"244.89\" y2=\"128.68\"><\/line><line class=\"cls-2\" x1=\"244.89\" y1=\"128.68\" x2=\"241.19\" y2=\"130.34\"><\/line><line class=\"cls-2\" x1=\"234.33\" y1=\"90.47\" x2=\"237.11\" y2=\"90.93\"><\/line><line class=\"cls-2\" x1=\"237.11\" y1=\"90.93\" x2=\"240.54\" y2=\"92.6\"><\/line><line class=\"cls-2\" x1=\"240.54\" y1=\"92.6\" x2=\"244.52\" y2=\"96.85\"><\/line><line class=\"cls-2\" x1=\"248.59\" y1=\"107.86\" x2=\"248.78\" y2=\"114.71\"><\/line><line class=\"cls-2\" x1=\"248.78\" y1=\"114.71\" x2=\"247.57\" y2=\"120.44\"><\/line><line class=\"cls-2\" x1=\"247.57\" y1=\"120.44\" x2=\"245.17\" y2=\"125.07\"><\/line><line class=\"cls-2\" x1=\"245.17\" y1=\"125.07\" x2=\"242.02\" y2=\"128.68\"><\/line><line class=\"cls-2\" x1=\"242.02\" y1=\"128.68\" x2=\"238.32\" y2=\"130.34\"><\/line><line class=\"cls-2\" x1=\"212.82\" y1=\"96.11\" x2=\"206.52\" y2=\"100.65\"><\/line><line class=\"cls-2\" x1=\"219.11\" y1=\"92.88\" x2=\"212.82\" y2=\"96.11\"><\/line><line class=\"cls-2\" x1=\"224.76\" y1=\"91.21\" x2=\"219.11\" y2=\"92.88\"><\/line><line class=\"cls-2\" x1=\"230.03\" y1=\"90.56\" x2=\"224.76\" y2=\"91.21\"><\/line><line class=\"cls-2\" x1=\"232.72\" y1=\"90.47\" x2=\"230.03\" y2=\"90.56\"><\/line><line class=\"cls-2\" x1=\"215.69\" y1=\"98.7\" x2=\"213\" y2=\"100.65\"><\/line><line class=\"cls-2\" x1=\"220.68\" y1=\"95.65\" x2=\"215.69\" y2=\"98.7\"><\/line><line class=\"cls-2\" x1=\"225.5\" y1=\"94.08\" x2=\"220.68\" y2=\"95.65\"><\/line><line class=\"cls-2\" x1=\"230.4\" y1=\"93.43\" x2=\"225.5\" y2=\"94.08\"><\/line><line class=\"cls-2\" x1=\"233.55\" y1=\"93.43\" x2=\"230.4\" y2=\"93.43\"><\/line><line class=\"cls-2\" x1=\"238.74\" y1=\"95.93\" x2=\"233.55\" y2=\"93.43\"><\/line><line class=\"cls-2\" x1=\"242.44\" y1=\"100.92\" x2=\"238.74\" y2=\"95.93\"><\/line><line class=\"cls-2\" x1=\"244.29\" y1=\"107.49\" x2=\"242.44\" y2=\"100.92\"><\/line><line class=\"cls-2\" x1=\"244.85\" y1=\"114.25\" x2=\"244.29\" y2=\"107.49\"><\/line><line class=\"cls-2\" x1=\"243.36\" y1=\"120.26\" x2=\"244.85\" y2=\"114.25\"><\/line><line class=\"cls-2\" x1=\"240.12\" y1=\"125.07\" x2=\"243.36\" y2=\"120.26\"><\/line><line class=\"cls-2\" x1=\"237.62\" y1=\"127.11\" x2=\"240.12\" y2=\"125.07\"><\/line><line class=\"cls-2\" x1=\"234.94\" y1=\"127.85\" x2=\"237.62\" y2=\"127.11\"><\/line><line class=\"cls-2\" x1=\"233.27\" y1=\"127.85\" x2=\"234.94\" y2=\"127.85\"><\/line><line class=\"cls-2\" x1=\"230.87\" y1=\"127.11\" x2=\"233.27\" y2=\"127.85\"><\/line><line class=\"cls-2\" x1=\"227.53\" y1=\"124.05\" x2=\"230.87\" y2=\"127.11\"><\/line><line class=\"cls-2\" x1=\"225.41\" y1=\"119.98\" x2=\"227.53\" y2=\"124.05\"><\/line><line class=\"cls-2\" x1=\"224.57\" y1=\"114.99\" x2=\"225.41\" y2=\"119.98\"><\/line><line class=\"cls-2\" x1=\"224.85\" y1=\"111.1\" x2=\"224.57\" y2=\"114.99\"><\/line><line class=\"cls-2\" x1=\"226.52\" y1=\"106.94\" x2=\"224.85\" y2=\"111.1\"><\/line><line class=\"cls-2\" x1=\"228.74\" y1=\"104.16\" x2=\"226.52\" y2=\"106.94\"><\/line><line class=\"cls-2\" x1=\"231.24\" y1=\"103.05\" x2=\"228.74\" y2=\"104.16\"><\/line><line class=\"cls-2\" x1=\"233.64\" y1=\"102.87\" x2=\"231.24\" y2=\"103.05\"><\/line><line class=\"cls-2\" x1=\"236.42\" y1=\"104.53\" x2=\"233.64\" y2=\"102.87\"><\/line><line class=\"cls-2\" x1=\"238.37\" y1=\"107.4\" x2=\"236.42\" y2=\"104.53\"><\/line><line class=\"cls-2\" x1=\"239.29\" y1=\"112.03\" x2=\"238.37\" y2=\"107.4\"><\/line><line class=\"cls-2\" x1=\"238.74\" y1=\"116.47\" x2=\"239.29\" y2=\"112.03\"><\/line><line class=\"cls-2\" x1=\"236.51\" y1=\"119.52\" x2=\"238.74\" y2=\"116.47\"><\/line><line class=\"cls-2\" x1=\"234.2\" y1=\"120.54\" x2=\"236.51\" y2=\"119.52\"><\/line><line class=\"cls-2\" x1=\"231.89\" y1=\"120.17\" x2=\"234.2\" y2=\"120.54\"><\/line><line class=\"cls-2\" x1=\"230.13\" y1=\"118.13\" x2=\"231.89\" y2=\"120.17\"><\/line><line class=\"cls-2\" x1=\"229.2\" y1=\"115.63\" x2=\"230.13\" y2=\"118.13\"><\/line><line class=\"cls-2\" x1=\"229.48\" y1=\"111.93\" x2=\"229.2\" y2=\"115.63\"><\/line><line class=\"cls-2\" x1=\"230.59\" y1=\"109.62\" x2=\"229.48\" y2=\"111.93\"><\/line><line class=\"cls-2\" x1=\"232.44\" y1=\"108.6\" x2=\"230.59\" y2=\"109.62\"><\/line><line class=\"cls-2\" x1=\"234.29\" y1=\"108.88\" x2=\"232.44\" y2=\"108.6\"><\/line><line class=\"cls-2\" x1=\"235.5\" y1=\"110.73\" x2=\"234.29\" y2=\"108.88\"><\/line><line class=\"cls-2\" x1=\"235.87\" y1=\"112.95\" x2=\"235.5\" y2=\"110.73\"><\/line><line class=\"cls-2\" x1=\"235.59\" y1=\"115.17\" x2=\"235.87\" y2=\"112.95\"><\/line><line class=\"cls-2\" x1=\"234.48\" y1=\"116.47\" x2=\"235.59\" y2=\"115.17\"><\/line><line class=\"cls-2\" x1=\"232.9\" y1=\"116.74\" x2=\"234.48\" y2=\"116.47\"><\/line><line class=\"cls-2\" x1=\"231.79\" y1=\"116\" x2=\"232.9\" y2=\"116.74\"><\/line><line class=\"cls-2\" x1=\"231.33\" y1=\"114.62\" x2=\"231.79\" y2=\"116\"><\/line><line class=\"cls-2\" x1=\"231.33\" y1=\"112.67\" x2=\"231.33\" y2=\"114.62\"><\/line><line class=\"cls-2\" x1=\"231.98\" y1=\"111.1\" x2=\"231.33\" y2=\"112.67\"><\/line><line class=\"cls-2\" x1=\"231.61\" y1=\"112.49\" x2=\"231.98\" y2=\"111.1\"><\/line><line class=\"cls-2\" x1=\"231.52\" y1=\"114.06\" x2=\"231.61\" y2=\"112.49\"><\/line><line class=\"cls-2\" x1=\"232.16\" y1=\"115.36\" x2=\"231.52\" y2=\"114.06\"><\/line><line class=\"cls-2\" x1=\"233.18\" y1=\"115.73\" x2=\"232.16\" y2=\"115.36\"><\/line><line class=\"cls-2\" x1=\"234.2\" y1=\"115.26\" x2=\"233.18\" y2=\"115.73\"><\/line><line class=\"cls-2\" x1=\"234.94\" y1=\"114.06\" x2=\"234.2\" y2=\"115.26\"><\/line><line class=\"cls-2\" x1=\"234.94\" y1=\"112.95\" x2=\"234.94\" y2=\"114.06\"><\/line><line class=\"cls-2\" x1=\"234.48\" y1=\"111.38\" x2=\"234.94\" y2=\"112.95\"><\/line><line class=\"cls-2\" x1=\"233.37\" y1=\"110.82\" x2=\"234.48\" y2=\"111.38\"><\/line><line class=\"cls-2\" x1=\"231.98\" y1=\"110.92\" x2=\"233.37\" y2=\"110.82\"><\/line><line class=\"cls-2\" x1=\"231.05\" y1=\"112.49\" x2=\"231.98\" y2=\"110.92\"><\/line><line class=\"cls-2\" x1=\"230.87\" y1=\"114.89\" x2=\"231.05\" y2=\"112.49\"><\/line><line class=\"cls-2\" x1=\"231.61\" y1=\"116.56\" x2=\"230.87\" y2=\"114.89\"><\/line><line class=\"cls-2\" x1=\"233.09\" y1=\"117.39\" x2=\"231.61\" y2=\"116.56\"><\/line><line class=\"cls-2\" x1=\"234.57\" y1=\"117.11\" x2=\"233.09\" y2=\"117.39\"><\/line><line class=\"cls-2\" x1=\"236.14\" y1=\"115.82\" x2=\"234.57\" y2=\"117.11\"><\/line><line class=\"cls-2\" x1=\"236.88\" y1=\"113.23\" x2=\"236.14\" y2=\"115.82\"><\/line><line class=\"cls-2\" x1=\"236.61\" y1=\"110.82\" x2=\"236.88\" y2=\"113.23\"><\/line><line class=\"cls-2\" x1=\"235.5\" y1=\"108.51\" x2=\"236.61\" y2=\"110.82\"><\/line><line class=\"cls-2\" x1=\"233.83\" y1=\"107.49\" x2=\"235.5\" y2=\"108.51\"><\/line><line class=\"cls-2\" x1=\"231.79\" y1=\"107.49\" x2=\"233.83\" y2=\"107.49\"><\/line><line class=\"cls-2\" x1=\"229.29\" y1=\"108.88\" x2=\"231.79\" y2=\"107.49\"><\/line><line class=\"cls-2\" x1=\"228\" y1=\"112.03\" x2=\"229.29\" y2=\"108.88\"><\/line><line class=\"cls-2\" x1=\"228\" y1=\"116.19\" x2=\"228\" y2=\"112.03\"><\/line><line class=\"cls-2\" x1=\"229.02\" y1=\"119.24\" x2=\"228\" y2=\"116.19\"><\/line><line class=\"cls-2\" x1=\"231.14\" y1=\"121.65\" x2=\"229.02\" y2=\"119.24\"><\/line><line class=\"cls-2\" x1=\"233.83\" y1=\"122.57\" x2=\"231.14\" y2=\"121.65\"><\/line><line class=\"cls-2\" x1=\"237.35\" y1=\"121.37\" x2=\"233.83\" y2=\"122.57\"><\/line><line class=\"cls-2\" x1=\"239.66\" y1=\"118.32\" x2=\"237.35\" y2=\"121.37\"><\/line><line class=\"cls-2\" x1=\"240.86\" y1=\"114.15\" x2=\"239.66\" y2=\"118.32\"><\/line><line class=\"cls-2\" x1=\"240.68\" y1=\"109.34\" x2=\"240.86\" y2=\"114.15\"><\/line><line class=\"cls-2\" x1=\"239.48\" y1=\"105.27\" x2=\"240.68\" y2=\"109.34\"><\/line><line class=\"cls-2\" x1=\"236.7\" y1=\"101.85\" x2=\"239.48\" y2=\"105.27\"><\/line><line class=\"cls-2\" x1=\"233.74\" y1=\"100.65\" x2=\"236.7\" y2=\"101.85\"><\/line><line class=\"cls-2\" x1=\"231.24\" y1=\"100.65\" x2=\"233.74\" y2=\"100.65\"><\/line><line class=\"cls-2\" x1=\"227.91\" y1=\"102.03\" x2=\"231.24\" y2=\"100.65\"><\/line><line class=\"cls-2\" x1=\"224.76\" y1=\"105.83\" x2=\"227.91\" y2=\"102.03\"><\/line><line class=\"cls-2\" x1=\"223\" y1=\"110.64\" x2=\"224.76\" y2=\"105.83\"><\/line><line class=\"cls-2\" x1=\"222.63\" y1=\"115.73\" x2=\"223\" y2=\"110.64\"><\/line><line class=\"cls-2\" x1=\"223.65\" y1=\"121.65\" x2=\"222.63\" y2=\"115.73\"><\/line><line class=\"cls-2\" x1=\"226.05\" y1=\"126.37\" x2=\"223.65\" y2=\"121.65\"><\/line><line class=\"cls-2\" x1=\"229.11\" y1=\"129.23\" x2=\"226.05\" y2=\"126.37\"><\/line><line class=\"cls-2\" x1=\"232.53\" y1=\"130.53\" x2=\"229.11\" y2=\"129.23\"><\/line><line class=\"cls-2\" x1=\"236.7\" y1=\"137.44\" x2=\"232.53\" y2=\"137.62\"><\/line><line class=\"cls-2\" x1=\"240.4\" y1=\"128.68\" x2=\"236.7\" y2=\"130.34\"><\/line><line class=\"cls-2\" x1=\"243.55\" y1=\"125.07\" x2=\"240.4\" y2=\"128.68\"><\/line><line class=\"cls-2\" x1=\"245.96\" y1=\"120.44\" x2=\"243.55\" y2=\"125.07\"><\/line><line class=\"cls-2\" x1=\"247.16\" y1=\"114.71\" x2=\"245.96\" y2=\"120.44\"><\/line><line class=\"cls-2\" x1=\"246.97\" y1=\"107.86\" x2=\"247.16\" y2=\"114.71\"><\/line><line class=\"cls-2\" x1=\"245.49\" y1=\"102.13\" x2=\"246.97\" y2=\"107.86\"><\/line><line class=\"cls-2\" x1=\"242.9\" y1=\"96.85\" x2=\"245.49\" y2=\"102.13\"><\/line><line class=\"cls-2\" x1=\"238.92\" y1=\"92.6\" x2=\"242.9\" y2=\"96.85\"><\/line><line class=\"cls-2\" x1=\"235.5\" y1=\"90.93\" x2=\"238.92\" y2=\"92.6\"><\/line><line class=\"cls-2\" x1=\"232.72\" y1=\"90.47\" x2=\"235.5\" y2=\"90.93\"><\/line><line class=\"cls-2\" x1=\"229.27\" y1=\"169.79\" x2=\"227.74\" y2=\"170.89\"><\/line><line class=\"cls-2\" x1=\"227.74\" y1=\"170.89\" x2=\"226.43\" y2=\"173.72\"><\/line><line class=\"cls-2\" x1=\"226.43\" y1=\"173.72\" x2=\"224.9\" y2=\"179.83\"><\/line><line class=\"cls-2\" x1=\"224.9\" y1=\"179.83\" x2=\"223.59\" y2=\"190.53\"><\/line><line class=\"cls-2\" x1=\"223.59\" y1=\"190.53\" x2=\"223.81\" y2=\"195.77\"><\/line><line class=\"cls-2\" x1=\"223.81\" y1=\"195.77\" x2=\"223.59\" y2=\"199.04\"><\/line><line class=\"cls-2\" x1=\"223.59\" y1=\"199.04\" x2=\"223.38\" y2=\"201.22\"><\/line><line class=\"cls-2\" x1=\"230.8\" y1=\"179.83\" x2=\"230.58\" y2=\"182.45\"><\/line><line class=\"cls-2\" x1=\"229.22\" y1=\"169.58\" x2=\"227.74\" y2=\"170.89\"><\/line><line class=\"cls-2\" x1=\"197.82\" y1=\"201.22\" x2=\"197.38\" y2=\"193.15\"><\/line><line class=\"cls-2\" x1=\"197.38\" y1=\"193.15\" x2=\"196.51\" y2=\"185.51\"><\/line><line class=\"cls-2\" x1=\"196.51\" y1=\"185.51\" x2=\"194.77\" y2=\"177.22\"><\/line><line class=\"cls-2\" x1=\"197.82\" y1=\"201.22\" x2=\"198.48\" y2=\"190.75\"><\/line><line class=\"cls-2\" x1=\"198.48\" y1=\"190.75\" x2=\"200.22\" y2=\"184.64\"><\/line><line class=\"cls-2\" x1=\"210.49\" y1=\"171.1\" x2=\"214.64\" y2=\"170.45\"><\/line><line class=\"cls-2\" x1=\"214.64\" y1=\"170.45\" x2=\"219.23\" y2=\"170.89\"><\/line><line class=\"cls-2\" x1=\"222.28\" y1=\"201.22\" x2=\"222.28\" y2=\"194.68\"><\/line><line class=\"cls-2\" x1=\"222.28\" y1=\"194.68\" x2=\"221.63\" y2=\"190.31\"><\/line><line class=\"cls-2\" x1=\"221.63\" y1=\"190.31\" x2=\"220.97\" y2=\"187.25\"><\/line><line class=\"cls-2\" x1=\"220.97\" y1=\"187.25\" x2=\"219.88\" y2=\"182.45\"><\/line><line class=\"cls-2\" x1=\"219.88\" y1=\"182.45\" x2=\"218.79\" y2=\"180.49\"><\/line><line class=\"cls-2\" x1=\"222.5\" y1=\"173.94\" x2=\"222.07\" y2=\"177.43\"><\/line><line class=\"cls-2\" x1=\"222.07\" y1=\"177.43\" x2=\"220.97\" y2=\"179.62\"><\/line><line class=\"cls-2\" x1=\"220.97\" y1=\"179.62\" x2=\"218.79\" y2=\"180.49\"><\/line><line class=\"cls-2\" x1=\"218.79\" y1=\"180.49\" x2=\"215.51\" y2=\"180.71\"><\/line><line class=\"cls-2\" x1=\"215.51\" y1=\"180.71\" x2=\"210.71\" y2=\"180.27\"><\/line><line class=\"cls-2\" x1=\"213.33\" y1=\"201.01\" x2=\"213.55\" y2=\"197.51\"><\/line><line class=\"cls-2\" x1=\"213.55\" y1=\"197.51\" x2=\"213.11\" y2=\"193.15\"><\/line><line class=\"cls-2\" x1=\"213.11\" y1=\"193.15\" x2=\"213.11\" y2=\"188.35\"><\/line><line class=\"cls-2\" x1=\"213.11\" y1=\"188.35\" x2=\"213.77\" y2=\"183.11\"><\/line><line class=\"cls-2\" x1=\"213.77\" y1=\"183.11\" x2=\"213.98\" y2=\"180.71\"><\/line><line class=\"cls-2\" x1=\"213.11\" y1=\"193.15\" x2=\"212.46\" y2=\"197.51\"><\/line><line class=\"cls-2\" x1=\"212.46\" y1=\"197.51\" x2=\"212.02\" y2=\"200.13\"><\/line><line class=\"cls-2\" x1=\"212.02\" y1=\"200.13\" x2=\"211.15\" y2=\"201.01\"><\/line><line class=\"cls-2\" x1=\"221.63\" y1=\"188.78\" x2=\"222.28\" y2=\"185.07\"><\/line><line class=\"cls-2\" x1=\"222.28\" y1=\"185.07\" x2=\"223.16\" y2=\"177.87\"><\/line><line class=\"cls-2\" x1=\"223.16\" y1=\"177.87\" x2=\"223.81\" y2=\"166.08\"><\/line><line class=\"cls-2\" x1=\"223.81\" y1=\"166.08\" x2=\"223.38\" y2=\"153.42\"><\/line><line class=\"cls-2\" x1=\"224.25\" y1=\"156.92\" x2=\"224.25\" y2=\"164.34\"><\/line><line class=\"cls-2\" x1=\"224.25\" y1=\"164.34\" x2=\"224.69\" y2=\"172.19\"><\/line><line class=\"cls-2\" x1=\"224.69\" y1=\"172.19\" x2=\"224.03\" y2=\"185.07\"><\/line><line class=\"cls-2\" x1=\"209.78\" y1=\"179.89\" x2=\"209.4\" y2=\"178.96\"><\/line><line class=\"cls-2\" x1=\"210.71\" y1=\"180.27\" x2=\"209.78\" y2=\"179.89\"><\/line><line class=\"cls-2\" x1=\"222.72\" y1=\"171.69\" x2=\"222.5\" y2=\"173.94\"><\/line><line class=\"cls-2\" x1=\"222.02\" y1=\"170.75\" x2=\"222.72\" y2=\"171.69\"><\/line><line class=\"cls-2\" x1=\"219.23\" y1=\"170.89\" x2=\"222.02\" y2=\"170.75\"><\/line><line class=\"cls-2\" x1=\"207.59\" y1=\"172.14\" x2=\"210.49\" y2=\"171.1\"><\/line><line class=\"cls-2\" x1=\"200.22\" y1=\"184.64\" x2=\"202.54\" y2=\"177.98\"><\/line><line class=\"cls-2\" x1=\"209.4\" y1=\"178.96\" x2=\"208.96\" y2=\"175.77\"><\/line><line class=\"cls-2\" x1=\"208.96\" y1=\"175.77\" x2=\"207.89\" y2=\"174.1\"><\/line><line class=\"cls-2\" x1=\"207.89\" y1=\"174.1\" x2=\"206.75\" y2=\"173.36\"><\/line><line class=\"cls-2\" x1=\"202.54\" y1=\"177.98\" x2=\"204.83\" y2=\"174.43\"><\/line><line class=\"cls-2\" x1=\"204.83\" y1=\"174.43\" x2=\"207.59\" y2=\"172.14\"><\/line><line class=\"cls-2\" x1=\"228.84\" y1=\"138.14\" x2=\"224.34\" y2=\"137.8\"><\/line><line class=\"cls-2\" x1=\"223.79\" y1=\"137.93\" x2=\"225.93\" y2=\"138.76\"><\/line><line class=\"cls-2\" x1=\"221.6\" y1=\"138.8\" x2=\"223.79\" y2=\"137.93\"><\/line><line class=\"cls-2\" x1=\"219.44\" y1=\"140.55\" x2=\"221.6\" y2=\"138.8\"><\/line><line class=\"cls-2\" x1=\"225.93\" y1=\"138.76\" x2=\"227.33\" y2=\"140.89\"><\/line><line class=\"cls-2\" x1=\"229.69\" y1=\"147.27\" x2=\"230.9\" y2=\"148.36\"><\/line><line class=\"cls-2\" x1=\"227.93\" y1=\"144.15\" x2=\"229.69\" y2=\"147.27\"><\/line><line class=\"cls-2\" x1=\"227.33\" y1=\"140.89\" x2=\"227.93\" y2=\"144.15\"><\/line><line class=\"cls-2\" x1=\"228.41\" y1=\"145.13\" x2=\"226.32\" y2=\"146.08\"><\/line><line class=\"cls-2\" x1=\"225.53\" y1=\"145.65\" x2=\"227.84\" y2=\"144.18\"><\/line><line class=\"cls-2\" x1=\"223.68\" y1=\"148.06\" x2=\"225.53\" y2=\"145.65\"><\/line><line class=\"cls-2\" x1=\"223.38\" y1=\"153.42\" x2=\"223.68\" y2=\"148.06\"><\/line><line class=\"cls-2\" x1=\"226.32\" y1=\"146.08\" x2=\"224.43\" y2=\"148.87\"><\/line><line class=\"cls-2\" x1=\"224.43\" y1=\"148.87\" x2=\"224.25\" y2=\"156.92\"><\/line><line class=\"cls-2\" x1=\"199.54\" y1=\"145.35\" x2=\"197.94\" y2=\"146.95\"><\/line><line class=\"cls-2\" x1=\"197.94\" y1=\"146.95\" x2=\"196.25\" y2=\"147.79\"><\/line><line class=\"cls-2\" x1=\"196.25\" y1=\"147.79\" x2=\"194.75\" y2=\"147.98\"><\/line><line class=\"cls-2\" x1=\"211.8\" y1=\"170.67\" x2=\"211.83\" y2=\"165.21\"><\/line><line class=\"cls-2\" x1=\"214.42\" y1=\"170.23\" x2=\"214.62\" y2=\"168.05\"><\/line><line class=\"cls-2\" x1=\"214.62\" y1=\"168.05\" x2=\"214.96\" y2=\"163.25\"><\/line><line class=\"cls-2\" x1=\"214.96\" y1=\"163.25\" x2=\"216.68\" y2=\"149.71\"><\/line><line class=\"cls-2\" x1=\"216.68\" y1=\"149.71\" x2=\"217.55\" y2=\"144.69\"><\/line><line class=\"cls-2\" x1=\"217.55\" y1=\"144.69\" x2=\"219.44\" y2=\"140.55\"><\/line><line class=\"cls-2\" x1=\"203.36\" y1=\"139.88\" x2=\"202.89\" y2=\"139.8\"><\/line><line class=\"cls-2\" x1=\"201.67\" y1=\"142.34\" x2=\"199.54\" y2=\"145.35\"><\/line><line class=\"cls-2\" x1=\"202.23\" y1=\"140.37\" x2=\"201.67\" y2=\"142.34\"><\/line><line class=\"cls-2\" x1=\"202.89\" y1=\"139.8\" x2=\"202.23\" y2=\"140.37\"><\/line><line class=\"cls-2\" x1=\"199.38\" y1=\"138.14\" x2=\"194.98\" y2=\"137.71\"><\/line><line class=\"cls-2\" x1=\"211.83\" y1=\"165.21\" x2=\"211.46\" y2=\"156.92\"><\/line><line class=\"cls-2\" x1=\"202.51\" y1=\"139.24\" x2=\"199.38\" y2=\"138.14\"><\/line><line class=\"cls-2\" x1=\"211.46\" y1=\"156.92\" x2=\"209.22\" y2=\"147.09\"><\/line><line class=\"cls-2\" x1=\"209.22\" y1=\"147.09\" x2=\"205.4\" y2=\"141.2\"><\/line><line class=\"cls-2\" x1=\"205.4\" y1=\"141.2\" x2=\"202.51\" y2=\"139.24\"><\/line><path class=\"cls-2\" d=\"M239.27,209.27a1.51,1.51,0,1,0,0-3\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"238.25\" y1=\"204.48\" x2=\"238.25\" y2=\"205.15\"><\/line><path class=\"cls-2\" d=\"M238.32,209.94a2.85,2.85,0,0,0-2.3,2.36\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"245.87\" y1=\"178.74\" x2=\"243.03\" y2=\"180.27\"><\/line><line class=\"cls-2\" x1=\"243.03\" y1=\"180.27\" x2=\"240.19\" y2=\"180.71\"><\/line><line class=\"cls-2\" x1=\"240.19\" y1=\"180.71\" x2=\"238.45\" y2=\"180.49\"><\/line><line class=\"cls-2\" x1=\"238.23\" y1=\"180.27\" x2=\"236.7\" y2=\"181.36\"><\/line><line class=\"cls-2\" x1=\"236.7\" y1=\"181.36\" x2=\"236.04\" y2=\"182.23\"><\/line><line class=\"cls-2\" x1=\"236.04\" y1=\"182.23\" x2=\"234.95\" y2=\"185.29\"><\/line><line class=\"cls-2\" x1=\"234.95\" y1=\"185.29\" x2=\"235.17\" y2=\"189.66\"><\/line><line class=\"cls-2\" x1=\"235.17\" y1=\"189.66\" x2=\"235.61\" y2=\"196.42\"><\/line><line class=\"cls-2\" x1=\"235.61\" y1=\"196.42\" x2=\"235.39\" y2=\"201.44\"><\/line><line class=\"cls-2\" x1=\"233.42\" y1=\"176.56\" x2=\"231.89\" y2=\"177.43\"><\/line><line class=\"cls-2\" x1=\"231.46\" y1=\"186.38\" x2=\"232.11\" y2=\"191.62\"><\/line><line class=\"cls-2\" x1=\"232.11\" y1=\"191.62\" x2=\"232.77\" y2=\"196.64\"><\/line><line class=\"cls-2\" x1=\"232.77\" y1=\"196.64\" x2=\"232.99\" y2=\"201.01\"><\/line><line class=\"cls-2\" x1=\"232.11\" y1=\"191.62\" x2=\"231.68\" y2=\"196.2\"><\/line><line class=\"cls-2\" x1=\"231.68\" y1=\"196.2\" x2=\"231.24\" y2=\"201.01\"><\/line><line class=\"cls-2\" x1=\"239.76\" y1=\"169.06\" x2=\"243.91\" y2=\"169.36\"><\/line><line class=\"cls-2\" x1=\"239.76\" y1=\"169.06\" x2=\"236.51\" y2=\"169.06\"><\/line><line class=\"cls-2\" x1=\"236.51\" y1=\"169.06\" x2=\"232.12\" y2=\"169.35\"><\/line><line class=\"cls-2\" x1=\"239.97\" y1=\"138.14\" x2=\"243.03\" y2=\"137.05\"><\/line><line class=\"cls-2\" x1=\"243.03\" y1=\"137.05\" x2=\"245.43\" y2=\"137.49\"><\/line><line class=\"cls-2\" x1=\"245.43\" y1=\"137.49\" x2=\"248.05\" y2=\"138.58\"><\/line><line class=\"cls-2\" x1=\"248.05\" y1=\"138.58\" x2=\"249.58\" y2=\"141.2\"><\/line><line class=\"cls-2\" x1=\"249.58\" y1=\"141.2\" x2=\"249.58\" y2=\"144.26\"><\/line><line class=\"cls-2\" x1=\"249.58\" y1=\"144.26\" x2=\"248.05\" y2=\"146.44\"><\/line><line class=\"cls-2\" x1=\"248.05\" y1=\"146.44\" x2=\"245.65\" y2=\"147.75\"><\/line><line class=\"cls-2\" x1=\"245.65\" y1=\"147.75\" x2=\"245\" y2=\"146.66\"><\/line><line class=\"cls-2\" x1=\"245\" y1=\"146.66\" x2=\"245.43\" y2=\"145.13\"><\/line><line class=\"cls-2\" x1=\"245.43\" y1=\"145.13\" x2=\"245\" y2=\"143.17\"><\/line><line class=\"cls-2\" x1=\"245\" y1=\"143.17\" x2=\"243.91\" y2=\"141.86\"><\/line><line class=\"cls-2\" x1=\"234.3\" y1=\"160.41\" x2=\"232.99\" y2=\"168.92\"><\/line><line class=\"cls-2\" x1=\"245.87\" y1=\"147.09\" x2=\"247.84\" y2=\"145.57\"><\/line><line class=\"cls-2\" x1=\"247.84\" y1=\"145.57\" x2=\"248.71\" y2=\"143.6\"><\/line><line class=\"cls-2\" x1=\"248.71\" y1=\"143.6\" x2=\"248.27\" y2=\"140.33\"><\/line><line class=\"cls-2\" x1=\"248.27\" y1=\"140.33\" x2=\"246.53\" y2=\"138.8\"><\/line><line class=\"cls-2\" x1=\"246.53\" y1=\"138.8\" x2=\"244.34\" y2=\"139.24\"><\/line><line class=\"cls-2\" x1=\"244.34\" y1=\"139.24\" x2=\"240.85\" y2=\"140.55\"><\/line><line class=\"cls-2\" x1=\"236.26\" y1=\"137.49\" x2=\"233.2\" y2=\"137.93\"><\/line><line class=\"cls-2\" x1=\"233.2\" y1=\"148.62\" x2=\"236.04\" y2=\"147.97\"><\/line><line class=\"cls-2\" x1=\"236.04\" y1=\"147.97\" x2=\"238.05\" y2=\"146.92\"><\/line><line class=\"cls-2\" x1=\"238.05\" y1=\"146.92\" x2=\"239.05\" y2=\"144.43\"><\/line><line class=\"cls-2\" x1=\"239.05\" y1=\"144.43\" x2=\"238.89\" y2=\"141.87\"><\/line><line class=\"cls-2\" x1=\"238.89\" y1=\"141.87\" x2=\"237.92\" y2=\"138.54\"><\/line><line class=\"cls-2\" x1=\"237.92\" y1=\"138.54\" x2=\"236.26\" y2=\"137.49\"><\/line><line class=\"cls-2\" x1=\"240.2\" y1=\"143.03\" x2=\"238.46\" y2=\"146.92\"><\/line><line class=\"cls-2\" x1=\"242.16\" y1=\"141.5\" x2=\"240.2\" y2=\"143.03\"><\/line><line class=\"cls-2\" x1=\"243.91\" y1=\"141.86\" x2=\"242.16\" y2=\"141.5\"><\/line><line class=\"cls-2\" x1=\"238.46\" y1=\"146.92\" x2=\"236.49\" y2=\"152.03\"><\/line><line class=\"cls-2\" x1=\"236.49\" y1=\"152.03\" x2=\"234.3\" y2=\"160.41\"><\/line><line class=\"cls-2\" x1=\"232.77\" y1=\"168.92\" x2=\"231.89\" y2=\"159.32\"><\/line><line class=\"cls-2\" x1=\"231.89\" y1=\"159.32\" x2=\"232.33\" y2=\"152.77\"><\/line><line class=\"cls-2\" x1=\"232.33\" y1=\"152.77\" x2=\"232.77\" y2=\"148.62\"><\/line><line class=\"cls-2\" x1=\"236.26\" y1=\"147.75\" x2=\"234.95\" y2=\"152.55\"><\/line><line class=\"cls-2\" x1=\"234.95\" y1=\"152.55\" x2=\"232.77\" y2=\"159.97\"><\/line><line class=\"cls-2\" x1=\"232.77\" y1=\"159.97\" x2=\"232.33\" y2=\"163.9\"><\/line><line class=\"cls-2\" x1=\"232.33\" y1=\"163.9\" x2=\"233.2\" y2=\"157.13\"><\/line><line class=\"cls-2\" x1=\"233.2\" y1=\"157.13\" x2=\"235.39\" y2=\"147.97\"><\/line><line class=\"cls-2\" x1=\"243.91\" y1=\"169.36\" x2=\"245.9\" y2=\"170.74\"><\/line><line class=\"cls-2\" x1=\"245.9\" y1=\"170.74\" x2=\"246.98\" y2=\"173.72\"><\/line><line class=\"cls-2\" x1=\"246.76\" y1=\"176.55\" x2=\"245.87\" y2=\"178.74\"><\/line><line class=\"cls-2\" x1=\"246.98\" y1=\"173.72\" x2=\"246.76\" y2=\"176.55\"><\/line><line class=\"cls-2\" x1=\"235.45\" y1=\"176.19\" x2=\"233.42\" y2=\"176.56\"><\/line><line class=\"cls-2\" x1=\"236.76\" y1=\"178.81\" x2=\"234.73\" y2=\"174.6\"><\/line><line class=\"cls-2\" x1=\"238.45\" y1=\"180.49\" x2=\"236.76\" y2=\"178.81\"><\/line><line class=\"cls-2\" x1=\"233.35\" y1=\"171.54\" x2=\"231.46\" y2=\"170.01\"><\/line><line class=\"cls-2\" x1=\"234.73\" y1=\"174.6\" x2=\"233.35\" y2=\"171.54\"><\/line><line class=\"cls-2\" x1=\"239.97\" y1=\"138.14\" x2=\"238.18\" y2=\"139.15\"><\/line><line class=\"cls-2\" x1=\"240.85\" y1=\"140.55\" x2=\"239.16\" y2=\"142.52\"><\/line><path class=\"cls-2\" d=\"M253,93.61a8.63,8.63,0,0,0,7.16-5.78\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"252.01\" y1=\"88.82\" x2=\"252.01\" y2=\"90.34\"><\/line><line class=\"cls-2\" x1=\"259.18\" y1=\"83.04\" x2=\"259.18\" y2=\"81.53\"><\/line><line class=\"cls-2\" x1=\"231.46\" y1=\"170.01\" x2=\"229.27\" y2=\"169.79\"><\/line><line class=\"cls-2\" x1=\"231.89\" y1=\"177.43\" x2=\"230.8\" y2=\"179.83\"><\/line><line class=\"cls-2\" x1=\"230.58\" y1=\"182.45\" x2=\"231.46\" y2=\"186.38\"><\/line><line class=\"cls-2\" x1=\"232.12\" y1=\"169.35\" x2=\"229.22\" y2=\"169.58\"><\/line><line class=\"cls-2\" x1=\"233.2\" y1=\"137.93\" x2=\"228.84\" y2=\"138.14\"><\/line><line class=\"cls-2\" x1=\"230.9\" y1=\"148.36\" x2=\"233.2\" y2=\"148.62\"><\/line><line class=\"cls-2\" x1=\"206.25\" y1=\"90.34\" x2=\"252.01\" y2=\"90.34\"><\/line><line class=\"cls-2\" x1=\"206.66\" y1=\"88.82\" x2=\"252.01\" y2=\"88.82\"><\/line><line class=\"cls-2\" x1=\"206.88\" y1=\"83.04\" x2=\"259.31\" y2=\"83.04\"><\/line><path class=\"cls-2\" d=\"M249.92,519.1a2.07,2.07,0,0,0,2,2.69\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M247.23,511a1.6,1.6,0,0,0,0,2.26,1.53,1.53,0,0,0,.8.43\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M249.92,517.76a1.35,1.35,0,1,0,0-2.69\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"248.9\" y1=\"510.28\" x2=\"248.9\" y2=\"508.94\"><\/line><line class=\"cls-2\" x1=\"248.9\" y1=\"512.97\" x2=\"248.9\" y2=\"514.31\"><\/line><line class=\"cls-2\" x1=\"255.28\" y1=\"519.69\" x2=\"255.28\" y2=\"517\"><\/line><line class=\"cls-2\" x1=\"246.21\" y1=\"503.57\" x2=\"246.21\" y2=\"506.25\"><\/line><path class=\"cls-2\" d=\"M247.23,508.36a4,4,0,1,0,0-8.06\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M256.3,532.54a4,4,0,0,0,0-8.06\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"212.35\" y1=\"424.08\" x2=\"212.12\" y2=\"386.99\"><\/line><line class=\"cls-2\" x1=\"214.31\" y1=\"424.07\" x2=\"214.08\" y2=\"386.98\"><\/line><line class=\"cls-2\" x1=\"223.42\" y1=\"424.05\" x2=\"223.19\" y2=\"386.96\"><\/line><line class=\"cls-2\" x1=\"225.1\" y1=\"424.04\" x2=\"224.87\" y2=\"386.95\"><\/line><line class=\"cls-2\" x1=\"232.54\" y1=\"424.02\" x2=\"232.31\" y2=\"386.93\"><\/line><line class=\"cls-2\" x1=\"233.83\" y1=\"424.02\" x2=\"233.6\" y2=\"386.93\"><\/line><line class=\"cls-2\" x1=\"239.09\" y1=\"424\" x2=\"238.86\" y2=\"386.92\"><\/line><line class=\"cls-2\" x1=\"239.9\" y1=\"424\" x2=\"239.67\" y2=\"386.91\"><\/line><line class=\"cls-2\" x1=\"242.63\" y1=\"424\" x2=\"242.4\" y2=\"386.91\"><\/line><line class=\"cls-2\" x1=\"243.19\" y1=\"424\" x2=\"242.96\" y2=\"386.91\"><\/line><line class=\"cls-2\" x1=\"189.57\" y1=\"482.69\" x2=\"189.57\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"200.09\" y1=\"482.69\" x2=\"200.09\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"212.35\" y1=\"482.87\" x2=\"212.35\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"202.19\" y1=\"482.87\" x2=\"202.19\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"223.42\" y1=\"483.4\" x2=\"223.42\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"214.31\" y1=\"483.4\" x2=\"214.31\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"232.54\" y1=\"484.23\" x2=\"232.54\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"225.1\" y1=\"484.23\" x2=\"225.1\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"239.09\" y1=\"485.32\" x2=\"239.09\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"233.83\" y1=\"485.32\" x2=\"233.83\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"242.63\" y1=\"486.59\" x2=\"242.63\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"239.9\" y1=\"486.59\" x2=\"239.9\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"187.47\" y1=\"482.87\" x2=\"187.47\" y2=\"424\"><\/line><line class=\"cls-2\" x1=\"243.19\" y1=\"489.46\" x2=\"243.19\" y2=\"424\"><\/line><path class=\"cls-2\" d=\"M244.21,494.25a3,3,0,0,0,3,3\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"246.21\" y1=\"495.51\" x2=\"246.21\" y2=\"492.48\"><\/line><path class=\"cls-2\" d=\"M190.59,487.48a5.26,5.26,0,0,0,10.52,0\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M240.93,491.38a1.36,1.36,0,0,0,2.72,0\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M234.86,490.11a2.63,2.63,0,1,0,5.25,0\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M226.13,489a3.72,3.72,0,1,0,7.43,0\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M215.34,488.19a4.55,4.55,0,0,0,9.1,0\" transform=\"translate(-1.02 -4.79)\"><\/path><path class=\"cls-2\" d=\"M203.22,487.66a5.08,5.08,0,1,0,10.15,0\" transform=\"translate(-1.02 -4.79)\"><\/path><line class=\"cls-2\" x1=\"259.31\" y1=\"543.87\" x2=\"259.31\" y2=\"527.75\"><\/line><line class=\"cls-2\" x1=\"189.57\" y1=\"424\" x2=\"190.45\" y2=\"217.93\"><\/line><line class=\"cls-2\" x1=\"200.09\" y1=\"424\" x2=\"199.21\" y2=\"217.93\"><\/line><line class=\"cls-2\" x1=\"200.09\" y1=\"424\" x2=\"199.21\" y2=\"217.93\"><\/line><line class=\"cls-2\" x1=\"187.47\" y1=\"424.11\" x2=\"188.5\" y2=\"217.65\"><\/line><line class=\"cls-2\" x1=\"202.19\" y1=\"424.11\" x2=\"201.16\" y2=\"217.65\"><\/line><line class=\"cls-2\" x1=\"212.12\" y1=\"387.15\" x2=\"211.44\" y2=\"350.06\"><\/line><line class=\"cls-2\" x1=\"214.08\" y1=\"387.14\" x2=\"213.4\" y2=\"350.05\"><\/line><line class=\"cls-2\" x1=\"223.19\" y1=\"387.06\" x2=\"222.5\" y2=\"349.98\"><\/line><line class=\"cls-2\" x1=\"224.88\" y1=\"387.05\" x2=\"224.19\" y2=\"349.96\"><\/line><line class=\"cls-2\" x1=\"232.31\" y1=\"386.99\" x2=\"231.62\" y2=\"349.9\"><\/line><line class=\"cls-2\" x1=\"233.6\" y1=\"386.98\" x2=\"232.92\" y2=\"349.89\"><\/line><line class=\"cls-2\" x1=\"238.86\" y1=\"386.94\" x2=\"238.17\" y2=\"349.85\"><\/line><line class=\"cls-2\" x1=\"239.67\" y1=\"386.93\" x2=\"238.99\" y2=\"349.84\"><\/line><line class=\"cls-2\" x1=\"242.4\" y1=\"386.91\" x2=\"241.71\" y2=\"349.82\"><\/line><line class=\"cls-2\" x1=\"242.96\" y1=\"386.91\" x2=\"242.27\" y2=\"349.82\"><\/line><path class=\"cls-3\" d=\"M382.43,72.82H12.3L5,160.71H12.3q10.86-36.63,33-57.77T94,81.79H300v0l.7,0a65.64,65.64,0,0,1,33.9,9.57q16.19,9.57,28.35,27.29t19.26,42.06h7.56ZM36.19,94.55q-7.09,6.86-17.25,21.74l3.31-34.73H54.61A84.13,84.13,0,0,0,36.19,94.55Zm321.47-1.06a88,88,0,0,0-21-11.93h34.26L375.38,113Q366.17,100.23,357.66,93.49Z\" transform=\"translate(-1.02 -4.79)\"><\/path><rect class=\"cls-2\" x=\"139.79\" y=\"134.26\" width=\"110.34\" height=\"2.47\" rx=\"1.23\"><\/rect><rect class=\"cls-2\" x=\"139.79\" y=\"130.53\" width=\"110.34\" height=\"2.47\" rx=\"1.23\"><\/rect><\/g><\/g><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h1 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<span  >\n\t\t\t\t\t\tMason L. Trenaman, Sr.\n\t\t\t\t\t<\/span>\n\t\t\t\t<\/h1>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tAttorney at Law\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-1adb6e9 elementor-hidden-phone elementor-hidden-desktop elementor-section-boxed elementor-section-height-default elementor-section-height-default elementor-invisible\" data-id=\"1adb6e9\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-368a696\" data-id=\"368a696\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2dd5fe0 elementor-widget elementor-widget-gallery\" data-id=\"2dd5fe0\" data-element_type=\"widget\" data-settings=\"{&quot;columns&quot;:3,&quot;gap&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:23,&quot;sizes&quot;:[]},&quot;aspect_ratio&quot;:&quot;4:3&quot;,&quot;overlay_title&quot;:&quot;title&quot;,&quot;columns_tablet&quot;:3,&quot;gallery_layout&quot;:&quot;grid&quot;,&quot;columns_mobile&quot;:1,&quot;gap_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:10,&quot;sizes&quot;:[]},&quot;gap_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:10,&quot;sizes&quot;:[]},&quot;link_to&quot;:&quot;file&quot;,&quot;overlay_background&quot;:&quot;yes&quot;}\" data-widget_type=\"gallery.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-gallery__container\">\n\t\t\t\t\t\t\t<a class=\"e-gallery-item elementor-gallery-item\" href=\"https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/06\/MasonLibrary@0.33x.jpg?fit=998%2C1331\" data-elementor-open-lightbox=\"yes\" data-elementor-lightbox-slideshow=\"all-2dd5fe0\" data-elementor-lightbox-title=\"2020\" data-elementor-lightbox-description=\"Mason at his Louisville Office.\" e-action-hash=\"#elementor-action%3Aaction%3Dlightbox%26settings%3DeyJpZCI6NDA1LCJ1cmwiOiJodHRwOlwvXC90cmVuYW1hbmxhdy5jb21cL3dwLWNvbnRlbnRcL3VwbG9hZHNcLzIwMjBcLzA2XC9NYXNvbkxpYnJhcnlAMC4zM3guanBnIiwic2xpZGVzaG93IjoiYWxsLTJkZDVmZTAifQ%3D%3D\">\n\t\t\t\t\t<div class=\"e-gallery-image elementor-gallery-item__image\" data-thumbnail=\"https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/06\/MasonLibrary@0.33x.jpg?fit=998%2C1331\" data-width=\"998\" data-height=\"1331\" alt=\"\" ><\/div>\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-gallery-item__overlay\"><\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-gallery-item__content\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-gallery-item__title\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t2020\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t<a class=\"e-gallery-item elementor-gallery-item\" href=\"https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/07\/Bench-PR-pics-048@0.25x.jpg?fit=972%2C648\" data-elementor-open-lightbox=\"yes\" data-elementor-lightbox-slideshow=\"all-2dd5fe0\" data-elementor-lightbox-title=\"2009\" data-elementor-lightbox-description=\"Mason at the Jefferson County Kentucky District Court Bench.\" e-action-hash=\"#elementor-action%3Aaction%3Dlightbox%26settings%3DeyJpZCI6NDMzLCJ1cmwiOiJodHRwOlwvXC90cmVuYW1hbmxhdy5jb21cL3dwLWNvbnRlbnRcL3VwbG9hZHNcLzIwMjBcLzA3XC9CZW5jaC1QUi1waWNzLTA0OEAwLjI1eC5qcGciLCJzbGlkZXNob3ciOiJhbGwtMmRkNWZlMCJ9\">\n\t\t\t\t\t<div class=\"e-gallery-image elementor-gallery-item__image\" data-thumbnail=\"https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/07\/Bench-PR-pics-048@0.25x.jpg?fit=972%2C648\" data-width=\"972\" data-height=\"648\" alt=\"Mason Trenaman standing at the Jefferson County Kentucky District Court Bench in 1999.\" ><\/div>\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-gallery-item__overlay\"><\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-gallery-item__content\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-gallery-item__title\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t2009\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t<a class=\"e-gallery-item elementor-gallery-item\" href=\"https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/06\/CJArticle1999@0.5x-1.jpg?fit=905%2C677\" data-elementor-open-lightbox=\"yes\" data-elementor-lightbox-slideshow=\"all-2dd5fe0\" data-elementor-lightbox-title=\"1999\" data-elementor-lightbox-description=\"Mason&#039;s work with families featured in Courier-Journal newspaper Louisville, KY.\" e-action-hash=\"#elementor-action%3Aaction%3Dlightbox%26settings%3DeyJpZCI6NDEzLCJ1cmwiOiJodHRwOlwvXC90cmVuYW1hbmxhdy5jb21cL3dwLWNvbnRlbnRcL3VwbG9hZHNcLzIwMjBcLzA2XC9DSkFydGljbGUxOTk5QDAuNXgtMS5qcGciLCJzbGlkZXNob3ciOiJhbGwtMmRkNWZlMCJ9\">\n\t\t\t\t\t<div class=\"e-gallery-image elementor-gallery-item__image\" data-thumbnail=\"https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/06\/CJArticle1999@0.5x-1.jpg?fit=905%2C677\" data-width=\"905\" data-height=\"677\" alt=\"\" ><\/div>\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-gallery-item__overlay\"><\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-gallery-item__content\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-gallery-item__title\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t1999\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t<\/div>\n\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-8550224 elementor-hidden-desktop elementor-hidden-tablet elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"8550224\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-f34b698\" data-id=\"f34b698\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-3c4b589 elementor-arrows-position-inside elementor-widget elementor-widget-image-carousel\" data-id=\"3c4b589\" data-element_type=\"widget\" data-settings=\"{&quot;navigation&quot;:&quot;arrows&quot;,&quot;autoplay&quot;:&quot;no&quot;,&quot;infinite&quot;:&quot;no&quot;,&quot;speed&quot;:500}\" data-widget_type=\"image-carousel.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-image-carousel-wrapper swiper-container\" dir=\"ltr\">\n\t\t\t<div class=\"elementor-image-carousel swiper-wrapper\">\n\t\t\t\t\t\t\t\t<div class=\"swiper-slide\"><a data-elementor-open-lightbox=\"yes\" data-elementor-lightbox-slideshow=\"3c4b589\" data-elementor-lightbox-title=\"2020\" data-elementor-lightbox-description=\"Mason at his Louisville Office.\" e-action-hash=\"#elementor-action%3Aaction%3Dlightbox%26settings%3DeyJpZCI6NDAwLCJ1cmwiOiJodHRwOlwvXC90cmVuYW1hbmxhdy5jb21cL3dwLWNvbnRlbnRcL3VwbG9hZHNcLzIwMjBcLzA2XC9NYXNvbkxpYnJhcnlAMC41eC5qcGciLCJzbGlkZXNob3ciOiIzYzRiNTg5In0%3D\" href=\"http:\/\/trenamanlaw.com\/wp-content\/uploads\/2020\/06\/MasonLibrary@0.5x.jpg\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/06\/MasonLibrary@0.5x.jpg?fit=768%2C768\" alt=\"Mason at his Louisville, KY Office.\" \/><figcaption class=\"elementor-image-carousel-caption\">2020<\/figcaption><\/figure><\/a><\/div><div class=\"swiper-slide\"><a data-elementor-open-lightbox=\"yes\" data-elementor-lightbox-slideshow=\"3c4b589\" data-elementor-lightbox-title=\"2009\" data-elementor-lightbox-description=\"Mason at the Jefferson County Kentucky District Court Bench.\" e-action-hash=\"#elementor-action%3Aaction%3Dlightbox%26settings%3DeyJpZCI6NDMzLCJ1cmwiOiJodHRwOlwvXC90cmVuYW1hbmxhdy5jb21cL3dwLWNvbnRlbnRcL3VwbG9hZHNcLzIwMjBcLzA3XC9CZW5jaC1QUi1waWNzLTA0OEAwLjI1eC5qcGciLCJzbGlkZXNob3ciOiIzYzRiNTg5In0%3D\" href=\"http:\/\/trenamanlaw.com\/wp-content\/uploads\/2020\/07\/Bench-PR-pics-048@0.25x.jpg\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/07\/Bench-PR-pics-048@0.25x.jpg?fit=768%2C512\" alt=\"Mason Trenaman standing at the Jefferson County Kentucky District Court Bench in 1999.\" \/><figcaption class=\"elementor-image-carousel-caption\">2009<\/figcaption><\/figure><\/a><\/div><div class=\"swiper-slide\"><a data-elementor-open-lightbox=\"yes\" data-elementor-lightbox-slideshow=\"3c4b589\" data-elementor-lightbox-title=\"1999\" data-elementor-lightbox-description=\"Mason&#039;s work with families featured in Courier-Journal newspaper Louisville, KY.\" e-action-hash=\"#elementor-action%3Aaction%3Dlightbox%26settings%3DeyJpZCI6NDEzLCJ1cmwiOiJodHRwOlwvXC90cmVuYW1hbmxhdy5jb21cL3dwLWNvbnRlbnRcL3VwbG9hZHNcLzIwMjBcLzA2XC9DSkFydGljbGUxOTk5QDAuNXgtMS5qcGciLCJzbGlkZXNob3ciOiIzYzRiNTg5In0%3D\" href=\"http:\/\/trenamanlaw.com\/wp-content\/uploads\/2020\/06\/CJArticle1999@0.5x-1.jpg\"><figure class=\"swiper-slide-inner\"><img decoding=\"async\" class=\"swiper-slide-image\" src=\"https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/06\/CJArticle1999@0.5x-1.jpg?fit=768%2C575\" alt=\"Courier-Journal from 1999 news article featuring Mason&#039;s work with adoptions.\" \/><figcaption class=\"elementor-image-carousel-caption\">1999<\/figcaption><\/figure><\/a><\/div>\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-swiper-button elementor-swiper-button-prev\">\n\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"eicon-chevron-left\"><\/i>\t\t\t\t\t\t<span class=\"elementor-screen-only\">Previous<\/span>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t<div class=\"elementor-swiper-button elementor-swiper-button-next\">\n\t\t\t\t\t\t<i aria-hidden=\"true\" class=\"eicon-chevron-right\"><\/i>\t\t\t\t\t\t<span class=\"elementor-screen-only\">Next<\/span>\n\t\t\t\t\t<\/div>\n\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\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-45faf5f elementor-reverse-tablet elementor-hidden-tablet elementor-hidden-phone elementor-section-boxed elementor-section-height-default elementor-section-height-default elementor-invisible\" data-id=\"45faf5f\" data-element_type=\"section\" data-settings=\"{&quot;animation&quot;:&quot;fadeIn&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-8ee66c1\" data-id=\"8ee66c1\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-59b9092 elementor-widget elementor-widget-gallery\" data-id=\"59b9092\" data-element_type=\"widget\" data-settings=\"{&quot;columns&quot;:3,&quot;gap&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:23,&quot;sizes&quot;:[]},&quot;aspect_ratio&quot;:&quot;4:3&quot;,&quot;overlay_title&quot;:&quot;title&quot;,&quot;gallery_layout&quot;:&quot;grid&quot;,&quot;columns_tablet&quot;:2,&quot;columns_mobile&quot;:1,&quot;gap_tablet&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:10,&quot;sizes&quot;:[]},&quot;gap_mobile&quot;:{&quot;unit&quot;:&quot;px&quot;,&quot;size&quot;:10,&quot;sizes&quot;:[]},&quot;link_to&quot;:&quot;file&quot;,&quot;overlay_background&quot;:&quot;yes&quot;}\" data-widget_type=\"gallery.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-gallery__container\">\n\t\t\t\t\t\t\t<a class=\"e-gallery-item elementor-gallery-item\" href=\"https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/06\/MasonLibrary@0.33x.jpg?fit=998%2C1331\" data-elementor-open-lightbox=\"yes\" data-elementor-lightbox-slideshow=\"all-59b9092\" data-elementor-lightbox-title=\"2020\" data-elementor-lightbox-description=\"Mason at his Louisville Office.\" e-action-hash=\"#elementor-action%3Aaction%3Dlightbox%26settings%3DeyJpZCI6NDA1LCJ1cmwiOiJodHRwOlwvXC90cmVuYW1hbmxhdy5jb21cL3dwLWNvbnRlbnRcL3VwbG9hZHNcLzIwMjBcLzA2XC9NYXNvbkxpYnJhcnlAMC4zM3guanBnIiwic2xpZGVzaG93IjoiYWxsLTU5YjkwOTIifQ%3D%3D\">\n\t\t\t\t\t<div class=\"e-gallery-image elementor-gallery-item__image\" data-thumbnail=\"https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/06\/MasonLibrary@0.33x.jpg?fit=768%2C1024\" data-width=\"768\" data-height=\"1024\" alt=\"\" ><\/div>\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-gallery-item__overlay\"><\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-gallery-item__content\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-gallery-item__title\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t2020\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t<a class=\"e-gallery-item elementor-gallery-item\" href=\"https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/07\/Bench-PR-pics-048@0.25x.jpg?fit=972%2C648\" data-elementor-open-lightbox=\"yes\" data-elementor-lightbox-slideshow=\"all-59b9092\" data-elementor-lightbox-title=\"2009\" data-elementor-lightbox-description=\"Mason at the Jefferson County Kentucky District Court Bench.\" e-action-hash=\"#elementor-action%3Aaction%3Dlightbox%26settings%3DeyJpZCI6NDMzLCJ1cmwiOiJodHRwOlwvXC90cmVuYW1hbmxhdy5jb21cL3dwLWNvbnRlbnRcL3VwbG9hZHNcLzIwMjBcLzA3XC9CZW5jaC1QUi1waWNzLTA0OEAwLjI1eC5qcGciLCJzbGlkZXNob3ciOiJhbGwtNTliOTA5MiJ9\">\n\t\t\t\t\t<div class=\"e-gallery-image elementor-gallery-item__image\" data-thumbnail=\"https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/07\/Bench-PR-pics-048@0.25x.jpg?fit=800%2C533\" data-width=\"800\" data-height=\"533\" alt=\"Mason Trenaman standing at the Jefferson County Kentucky District Court Bench in 1999.\" ><\/div>\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-gallery-item__overlay\"><\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-gallery-item__content\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-gallery-item__title\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t2009\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t<a class=\"e-gallery-item elementor-gallery-item\" href=\"https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/06\/CJArticle1999@0.5x-1.jpg?fit=905%2C677\" data-elementor-open-lightbox=\"yes\" data-elementor-lightbox-slideshow=\"all-59b9092\" data-elementor-lightbox-title=\"1999\" data-elementor-lightbox-description=\"Mason&#039;s work with families featured in Courier-Journal newspaper Louisville, KY.\" e-action-hash=\"#elementor-action%3Aaction%3Dlightbox%26settings%3DeyJpZCI6NDEzLCJ1cmwiOiJodHRwOlwvXC90cmVuYW1hbmxhdy5jb21cL3dwLWNvbnRlbnRcL3VwbG9hZHNcLzIwMjBcLzA2XC9DSkFydGljbGUxOTk5QDAuNXgtMS5qcGciLCJzbGlkZXNob3ciOiJhbGwtNTliOTA5MiJ9\">\n\t\t\t\t\t<div class=\"e-gallery-image elementor-gallery-item__image\" data-thumbnail=\"https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/06\/CJArticle1999@0.5x-1.jpg?fit=800%2C598\" data-width=\"800\" data-height=\"598\" alt=\"\" ><\/div>\n\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-gallery-item__overlay\"><\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-gallery-item__content\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<div class=\"elementor-gallery-item__title\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t1999\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t<\/div>\n\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-6b4bb471 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"6b4bb471\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-wider\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-66 elementor-top-column elementor-element elementor-element-4196e50\" data-id=\"4196e50\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\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-16 elementor-top-column elementor-element elementor-element-13e9c8c\" data-id=\"13e9c8c\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4cb9ac29 elementor-widget elementor-widget-heading\" data-id=\"4cb9ac29\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Providing Legal Excellence to the Citizens of Kentucky for Over 30 Years<\/h1>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-732c3ee1 elementor-widget elementor-widget-text-editor\" data-id=\"732c3ee1\" 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<div class=\"elementor-text-editor elementor-clearfix\">\n\t\t\t\t<ul><li><span style=\"color: #000000;\">Circuit \/ Family Court Judge<\/span><\/li><li><span style=\"color: #000000;\">District Court Judge<\/span><\/li><li><span style=\"color: #000000;\">Assistant Commonwealth\u2019s Attorney<\/span><\/li><li><span style=\"color: #000000;\">Assistant Jefferson County Attorney<\/span><\/li><li><span style=\"color: #000000;\">Administrative Law Judge \/ Hearing Officer for Kentucky Occupational Safety and Health<\/span><\/li><li><span style=\"color: #000000;\">Numerous awards for Top Lawyers in Louisville, American Registry, Louisville Bar Association Pro Bono Award<\/span><\/li><li><span style=\"color: #000000;\">Lecturer\/Presenter at various programs for National Council of Juvenile and Family Court Judges, American Bar Association, Kentucky Bar Association, and Louisville Bar Association<\/span><\/li><\/ul>\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6a555a5 elementor-widget elementor-widget-global elementor-global-214 elementor-widget-button\" data-id=\"6a555a5\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t<a href=\"#contact\" class=\"elementor-button-link elementor-button elementor-size-sm elementor-animation-grow\" role=\"button\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-text\">Contact Us<\/span>\n\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-top-column elementor-element elementor-element-9e4da25\" data-id=\"9e4da25\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-63b0be5 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"63b0be5\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-top-column elementor-element elementor-element-cbfe112\" data-id=\"cbfe112\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\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-16 elementor-top-column elementor-element elementor-element-8bbd8cd\" data-id=\"8bbd8cd\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-9f55886 elementor-blockquote--skin-boxed elementor-blockquote--align-left elementor-blockquote--button-color-official elementor-widget elementor-widget-blockquote\" data-id=\"9f55886\" data-element_type=\"widget\" data-widget_type=\"blockquote.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<blockquote class=\"elementor-blockquote\">\n\t\t\t<p class=\"elementor-blockquote__content\">\n\t\t\t\t\"A divorce, tragic loss or personal injury, by its very nature, can be a negative experience.  My goal is to guide you through the complex legal system, minimize negative consequences and deliver the most positive results possible for you and your family.\"\t\t\t<\/p>\n\t\t\t\t\t\t\t<div class=\"e-q-footer\">\n\t\t\t\t\t\t\t\t\t\t\t<cite class=\"elementor-blockquote__author\">-- Mason Trenaman, Sr.<\/cite>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/blockquote>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-66 elementor-top-column elementor-element elementor-element-7fa31e5\" data-id=\"7fa31e5\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-3c98f3a elementor-section-content-middle elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"3c98f3a\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-8c1d118\" data-id=\"8c1d118\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-3bb8770 elementor-widget elementor-widget-menu-anchor\" data-id=\"3bb8770\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"practiceareas\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8565894 elementor-widget elementor-widget-heading\" data-id=\"8565894\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><span style=\"font-size: 38px; text-align: center;\">Our Focus<\/span><span style=\"font-size: 38px; text-align: center;\"><\/span><\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a50b7a6 elementor-widget elementor-widget-text-editor\" data-id=\"a50b7a6\" 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<div class=\"elementor-text-editor elementor-clearfix\">\n\t\t\t\t<p>At Trenaman Law, we deliver excellence in litigation regarding all we do. For that reason, we limit ourselves to two primary practice areas \u2014 Personal Injury and Family Law. If you have been injured due to someone else&#8217;s negligence or find yourself confused by a complex Family Law issue, call Trenaman Law.\u00a0 We can review your case and provide proven and successful litigation.\u00a0 In addition, to serve you more comprehensively, we work with a team of attorneys who specialize in all areas of law. We are confident that we can provide you with the answers and the help that you need for all your legal needs.\u00a0<\/p>\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-5649035 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"5649035\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-3de6f03\" data-id=\"3de6f03\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-15de3af elementor-view-stacked elementor-shape-square elementor-hidden-desktop elementor-hidden-tablet elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"15de3af\" 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<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a class=\"elementor-icon elementor-animation-grow\" href=\"#personalinjury\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"133px\" height=\"189px\" viewBox=\"0 0 133 189\"><title>Screen Shot 2020-04-03 at 5.12.57 PM<\/title><desc>Created with Sketch.<\/desc><g id=\"Welcome\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\"><g id=\"Desktop\" transform=\"translate(-126.000000, -160.000000)\"><image id=\"Screen-Shot-2020-04-03-at-5.12.57-PM\" x=\"126\" y=\"160\" width=\"133\" height=\"189\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/g><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h2 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"#personalinjury\" >\n\t\t\t\t\t\tPersonal Injury\t\t\t\t\t<\/a>\n\t\t\t\t<\/h2>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tHave you been injured due to someone else\u2019s negligence?\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\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-700bc6b\" data-id=\"700bc6b\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-0989fcd elementor-view-stacked elementor-shape-square elementor-hidden-desktop elementor-hidden-tablet elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"0989fcd\" 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<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a class=\"elementor-icon elementor-animation-grow\" href=\"#familylaw\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"186px\" height=\"178px\" viewBox=\"0 0 186 178\"><title>Screen Shot 2020-04-03 at 5.04.31 PM<\/title><desc>Created with Sketch.<\/desc><g id=\"Welcome\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\"><image id=\"Screen-Shot-2020-04-03-at-5.04.31-PM\" x=\"0\" y=\"0\" width=\"186\" height=\"178\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h2 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"#familylaw\" >\n\t\t\t\t\t\tFamily Law\t\t\t\t\t<\/a>\n\t\t\t\t<\/h2>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tFind yourself confused by a complex legal family issue?<br>\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-e2c991b elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"e2c991b\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-0a1b3ff\" data-id=\"0a1b3ff\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-a5076c9 elementor-view-stacked elementor-shape-square elementor-hidden-phone elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"a5076c9\" 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<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a class=\"elementor-icon elementor-animation-grow\" href=\"#personalinjury\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"133px\" height=\"189px\" viewBox=\"0 0 133 189\"><title>Screen Shot 2020-04-03 at 5.12.57 PM<\/title><desc>Created with Sketch.<\/desc><g id=\"Welcome\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\"><g id=\"Desktop\" transform=\"translate(-126.000000, -160.000000)\"><image id=\"Screen-Shot-2020-04-03-at-5.12.57-PM\" x=\"126\" y=\"160\" width=\"133\" height=\"189\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/g><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h2 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"#personalinjury\" >\n\t\t\t\t\t\tPersonal Injury\t\t\t\t\t<\/a>\n\t\t\t\t<\/h2>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tHave you been injured due to someone else\u2019s negligence?\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\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-87f6ba5\" data-id=\"87f6ba5\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-31b97c2 elementor-view-stacked elementor-shape-square elementor-hidden-phone elementor-mobile-position-top elementor-vertical-align-top elementor-widget elementor-widget-icon-box\" data-id=\"31b97c2\" 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<div class=\"elementor-icon-box-wrapper\">\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a class=\"elementor-icon elementor-animation-grow\" href=\"#familylaw\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"186px\" height=\"178px\" viewBox=\"0 0 186 178\"><title>Screen Shot 2020-04-03 at 5.04.31 PM<\/title><desc>Created with Sketch.<\/desc><g id=\"Welcome\" stroke=\"none\" stroke-width=\"1\" fill=\"none\" fill-rule=\"evenodd\"><image id=\"Screen-Shot-2020-04-03-at-5.04.31-PM\" x=\"0\" y=\"0\" width=\"186\" height=\"178\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/g><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\t\t\t\t<h2 class=\"elementor-icon-box-title\">\n\t\t\t\t\t<a href=\"#familylaw\" >\n\t\t\t\t\t\tFamily Law\t\t\t\t\t<\/a>\n\t\t\t\t<\/h2>\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\tFind yourself confused by a complex legal family issue?<br>\t\t\t\t\t<\/p>\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-ef53982 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"ef53982\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-201777c\" data-id=\"201777c\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-120bddb elementor-widget elementor-widget-menu-anchor\" data-id=\"120bddb\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"personalinjury\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-5d8d98a elementor-hidden-phone elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"5d8d98a\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-ea8656d\" data-id=\"ea8656d\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-bda4b5a elementor-hidden-phone elementor-widget elementor-widget-heading\" data-id=\"bda4b5a\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h1 class=\"elementor-heading-title elementor-size-xl\">Personal Injury<\/h1>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d2b0e4c elementor-cta--layout-image-right elementor-cta--valign-middle elementor-cta--skin-classic elementor-animated-content elementor-bg-transform elementor-bg-transform-zoom-in elementor-widget elementor-widget-call-to-action\" data-id=\"d2b0e4c\" data-element_type=\"widget\" data-settings=\"{&quot;motion_fx_motion_fx_mouse&quot;:&quot;yes&quot;}\" data-widget_type=\"call-to-action.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-cta\">\n\t\t\t\t\t<div class=\"elementor-cta__bg-wrapper\">\n\t\t\t\t<div class=\"elementor-cta__bg elementor-bg\" style=\"background-image: url(https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/05\/truck-oncoming-blur-scaled-1.jpg?fit=800%2C534);\"><\/div>\n\t\t\t\t<div class=\"elementor-cta__bg-overlay\"><\/div>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-cta__content\">\n\t\t\t\t\n\t\t\t\t<h2 class=\"elementor-cta__title elementor-cta__content-item elementor-content-item\">Have you been injured due to someone else\u2019s negligence?<\/h2>\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-cta__description elementor-cta__content-item elementor-content-item\">\n\t\t\t\t\t\t<ul>\n<li>Automobile Accident<\/li><li>Semi-Trucking \/ Big Rig Accident<\/li><li>Medical Malpractice<\/li><li>Wrongful Death<\/li><li>Catastrophic Injuries<\/li><li>Premises Slip and Fall<\/li><li>Injury due to negligence of business \/ property owner<br><\/li><\/ul>\t\t\t\t\t<\/div>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-cta__button-wrapper elementor-cta__content-item elementor-content-item \">\n\t\t\t\t\t<a class=\"elementor-cta__button elementor-button elementor-size-sm\" href=\"#contact\">\n\t\t\t\t\t\tContact Us\t\t\t\t\t<\/a>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-acef179 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"acef179\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-194cd38\" data-id=\"194cd38\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2c5eab3 elementor-widget elementor-widget-menu-anchor\" data-id=\"2c5eab3\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"personalinjury\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-39fa4618 elementor-section-content-top elementor-hidden-desktop elementor-hidden-tablet elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"39fa4618\" data-element_type=\"section\" data-settings=\"{&quot;shape_divider_top&quot;:&quot;zigzag&quot;}\">\n\t\t\t\t\t<div class=\"elementor-shape elementor-shape-top\" data-negative=\"false\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 1800 5.8\" preserveAspectRatio=\"none\">\n  <path class=\"elementor-shape-fill\" d=\"M5.4.4l5.4 5.3L16.5.4l5.4 5.3L27.5.4 33 5.7 38.6.4l5.5 5.4h.1L49.9.4l5.4 5.3L60.9.4l5.5 5.3L72 .4l5.5 5.3L83.1.4l5.4 5.3L94.1.4l5.5 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.4 5.3L161 .4l5.4 5.3L172 .4l5.5 5.3 5.6-5.3 5.4 5.3 5.7-5.3 5.4 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.5 5.3L261 .4l5.4 5.3L272 .4l5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.7-5.4 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.7-5.3 5.4 5.4h.2l5.6-5.4 5.5 5.3L361 .4l5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.7-5.4 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.6-5.4 5.5 5.3L461 .4l5.5 5.3 5.6-5.3 5.4 5.3 5.7-5.3 5.4 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1L550 .4l5.4 5.3L561 .4l5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.4 5.3 5.7-5.3 5.4 5.3 5.6-5.3 5.5 5.4h.2L650 .4l5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.4h.2L750 .4l5.5 5.3 5.6-5.3 5.4 5.3 5.7-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.7-5.4 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.4h.2L850 .4l5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.4 5.3 5.7-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.7-5.4 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.4 5.3 5.7-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.7-5.4 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.7-5.4 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.7-5.3 5.4 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.6-5.4 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.7-5.3 5.4 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.7-5.4 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.6-5.4 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.7-5.3 5.4 5.3 5.6-5.3 5.5 5.4V0H-.2v5.8z\"\/>\n<\/svg>\n\t\t<\/div>\n\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-21d34e7e\" data-id=\"21d34e7e\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-94b9075 elementor-widget elementor-widget-menu-anchor\" data-id=\"94b9075\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"personalinjury\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7c0da2e0 elementor-widget elementor-widget-image\" data-id=\"7c0da2e0\" 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<div class=\"elementor-image\">\n\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"768\" height=\"512\" src=\"https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/05\/truck-oncoming-blur-scaled-1.jpg?fit=768%2C512\" class=\"attachment-medium_large size-medium_large wp-image-84\" alt=\"\" srcset=\"https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/05\/truck-oncoming-blur-scaled-1.jpg?w=2560 2560w, https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/05\/truck-oncoming-blur-scaled-1.jpg?resize=300%2C200 300w, https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/05\/truck-oncoming-blur-scaled-1.jpg?resize=1024%2C683 1024w, https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/05\/truck-oncoming-blur-scaled-1.jpg?resize=768%2C512 768w, https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/05\/truck-oncoming-blur-scaled-1.jpg?resize=1536%2C1025 1536w, https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/05\/truck-oncoming-blur-scaled-1.jpg?resize=2048%2C1366 2048w, https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/05\/truck-oncoming-blur-scaled-1.jpg?w=1600 1600w, https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/05\/truck-oncoming-blur-scaled-1.jpg?w=2400 2400w\" sizes=\"auto, (max-width: 768px) 100vw, 768px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\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-66 elementor-top-column elementor-element elementor-element-69e5b934\" data-id=\"69e5b934\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-60256368 elementor-widget elementor-widget-heading\" data-id=\"60256368\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-xxl\">Personal Injury<\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-20504bd0 elementor-widget elementor-widget-heading\" data-id=\"20504bd0\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Have you been injured due to someone else\u2019s negligence?<\/h3>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-33aad43 elementor-widget elementor-widget-text-editor\" data-id=\"33aad43\" 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<div class=\"elementor-text-editor elementor-clearfix\">\n\t\t\t\t<ul><li><span style=\"color: #303030;\">Automobile Accident<\/span><\/li><li><span style=\"color: #303030;\">Semi-Trucking \/ Big Rig Accident<\/span><\/li><li><span style=\"color: #303030;\">Medical Malpractice<\/span><\/li><li><span style=\"color: #303030;\">Wrongful Death<\/span><\/li><li><span style=\"color: #303030;\">Catastrophic Injuries<\/span><\/li><li><span style=\"color: #303030;\">Premises Slip and Fall<\/span><\/li><li><span style=\"color: #303030;\">Injury due to negligence of business \/ property owner<\/span><\/li><\/ul>\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-44b5ed1 elementor-widget elementor-widget-global elementor-global-214 elementor-widget-button\" data-id=\"44b5ed1\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t<a href=\"#contact\" class=\"elementor-button-link elementor-button elementor-size-sm elementor-animation-grow\" role=\"button\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-text\">Contact Us<\/span>\n\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-3963722 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"3963722\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-wider\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-66 elementor-top-column elementor-element elementor-element-8132d58\" data-id=\"8132d58\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\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-16 elementor-top-column elementor-element elementor-element-8374e07\" data-id=\"8374e07\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-0ededc1 elementor-widget elementor-widget-heading\" data-id=\"0ededc1\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Common Questions<\/h1>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b017bc7 elementor-widget elementor-widget-heading\" data-id=\"b017bc7\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><font color=\"#14143b\" face=\"Raleway, Open Sans\"><span style=\"font-size: 24px;\">Personal Injury \/ Medical Malpractice<\/span><\/font><\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-e3b8470 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"e3b8470\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-e6261c6\" data-id=\"e6261c6\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-d7650fa elementor-widget elementor-widget-heading\" data-id=\"d7650fa\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">What is my case worth?<\/h4>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-04c631e elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"04c631e\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-4c830f1\" data-id=\"4c830f1\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-a43469d elementor-widget elementor-widget-heading\" data-id=\"a43469d\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">How long will it be before I receive compensation for my injuries?<\/h4>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-a995413 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"a995413\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-6724343\" data-id=\"6724343\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-09244b8 elementor-widget elementor-widget-heading\" data-id=\"09244b8\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Do I have to sue or go to Court?<\/h4>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-488b324 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"488b324\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-8f2d9d9\" data-id=\"8f2d9d9\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2d4fc9d elementor-widget elementor-widget-heading\" data-id=\"2d4fc9d\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Am I just another case or case number to you, or is my case going to be important to you?<\/h4>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-01306a8 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"01306a8\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-990fa84\" data-id=\"990fa84\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-ddaf788 elementor-widget elementor-widget-heading\" data-id=\"ddaf788\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">How are your fees paid in these injury cases?<\/h4>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-214338c elementor-widget elementor-widget-global elementor-global-214 elementor-widget-button\" data-id=\"214338c\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t<a href=\"#contact\" class=\"elementor-button-link elementor-button elementor-size-sm elementor-animation-grow\" role=\"button\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-text\">Contact Us<\/span>\n\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-top-column elementor-element elementor-element-b742ea9\" data-id=\"b742ea9\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-2b112ca elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"2b112ca\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-c0ed6cd\" data-id=\"c0ed6cd\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-14fce3f elementor-widget elementor-widget-menu-anchor\" data-id=\"14fce3f\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"familylaw\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-09a9cca elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"09a9cca\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-3d9e88e\" data-id=\"3d9e88e\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2794ce8 elementor-hidden-phone elementor-widget elementor-widget-heading\" data-id=\"2794ce8\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h1 class=\"elementor-heading-title elementor-size-xl\">Family Law<\/h1>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f7f9458 elementor-cta--layout-image-left elementor-cta--valign-top elementor-hidden-phone elementor-cta--skin-classic elementor-animated-content elementor-bg-transform elementor-bg-transform-zoom-in elementor-widget elementor-widget-call-to-action\" data-id=\"f7f9458\" data-element_type=\"widget\" data-widget_type=\"call-to-action.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-cta\">\n\t\t\t\t\t<div class=\"elementor-cta__bg-wrapper\">\n\t\t\t\t<div class=\"elementor-cta__bg elementor-bg\" style=\"background-image: url(https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/05\/MasonWCoupleFamilyLaw@0.5x.jpg?fit=800%2C593);\"><\/div>\n\t\t\t\t<div class=\"elementor-cta__bg-overlay\"><\/div>\n\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-cta__content\">\n\t\t\t\t\n\t\t\t\t<h2 class=\"elementor-cta__title elementor-cta__content-item elementor-content-item\">Find yourself confused by a complex legal family issue?<\/h2>\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-cta__description elementor-cta__content-item elementor-content-item\">\n\t\t\t\t\t\t<ul>\n \t<li>Divorce<\/span><\/li>\n \t<li>High Asset \/ Complex Property Division<\/span><\/li>\n \t<li>Business Evaluation and Preservation \/ Division<\/span><\/li>\n \t<li>Spousal Maintenance<\/span><\/li>\n \t<li>Child Custody<\/span><\/li>\n \t<li>Parental-Child Relocation<\/span><\/li>\n \t<li>Grandparents' Rights<\/span><\/li>\n \t<li>Post-Divorce Issues<\/span><\/li>\n \t<li>Prenuptial Agreements<\/span><\/li>\n \t<li>Adoptions<\/span><\/li>\n<\/ul>\t\t\t\t\t<\/div>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-cta__button-wrapper elementor-cta__content-item elementor-content-item \">\n\t\t\t\t\t<a class=\"elementor-cta__button elementor-button elementor-size-sm\" href=\"#contact\">\n\t\t\t\t\t\tContact Us\t\t\t\t\t<\/a>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-0ca6693 elementor-section-content-top elementor-hidden-desktop elementor-hidden-tablet elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"0ca6693\" data-element_type=\"section\" data-settings=\"{&quot;shape_divider_top&quot;:&quot;zigzag&quot;}\">\n\t\t\t\t\t<div class=\"elementor-shape elementor-shape-top\" data-negative=\"false\">\n\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 1800 5.8\" preserveAspectRatio=\"none\">\n  <path class=\"elementor-shape-fill\" d=\"M5.4.4l5.4 5.3L16.5.4l5.4 5.3L27.5.4 33 5.7 38.6.4l5.5 5.4h.1L49.9.4l5.4 5.3L60.9.4l5.5 5.3L72 .4l5.5 5.3L83.1.4l5.4 5.3L94.1.4l5.5 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.4 5.3L161 .4l5.4 5.3L172 .4l5.5 5.3 5.6-5.3 5.4 5.3 5.7-5.3 5.4 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.5 5.3L261 .4l5.4 5.3L272 .4l5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.7-5.4 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.7-5.3 5.4 5.4h.2l5.6-5.4 5.5 5.3L361 .4l5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.7-5.4 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.6-5.4 5.5 5.3L461 .4l5.5 5.3 5.6-5.3 5.4 5.3 5.7-5.3 5.4 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1L550 .4l5.4 5.3L561 .4l5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.4 5.3 5.7-5.3 5.4 5.3 5.6-5.3 5.5 5.4h.2L650 .4l5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.4h.2L750 .4l5.5 5.3 5.6-5.3 5.4 5.3 5.7-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.7-5.4 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.4h.2L850 .4l5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.4 5.3 5.7-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.7-5.4 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.4 5.3 5.7-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.7-5.4 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.7-5.4 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.7-5.3 5.4 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.6-5.4 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.7-5.3 5.4 5.4h.2l5.6-5.4 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.7-5.4 5.4 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.5 5.4h.1l5.6-5.4 5.5 5.3 5.6-5.3 5.5 5.3 5.6-5.3 5.4 5.3 5.7-5.3 5.4 5.3 5.6-5.3 5.5 5.4V0H-.2v5.8z\"\/>\n<\/svg>\n\t\t<\/div>\n\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-66 elementor-top-column elementor-element elementor-element-2eb143c\" data-id=\"2eb143c\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-1f94ecd7 elementor-widget elementor-widget-image\" data-id=\"1f94ecd7\" 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<div class=\"elementor-image\">\n\t\t\t\t\t\t\t\t\t\t\t\t<img loading=\"lazy\" decoding=\"async\" width=\"768\" height=\"569\" src=\"https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/05\/MasonWCoupleFamilyLaw@0.5x.jpg?fit=768%2C569\" class=\"attachment-medium_large size-medium_large wp-image-374\" alt=\"\" srcset=\"https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/05\/MasonWCoupleFamilyLaw@0.5x.jpg?w=1512 1512w, https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/05\/MasonWCoupleFamilyLaw@0.5x.jpg?resize=300%2C222 300w, https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/05\/MasonWCoupleFamilyLaw@0.5x.jpg?resize=1024%2C759 1024w, https:\/\/i0.wp.com\/trenamanlaw.com\/wp-content\/uploads\/2020\/05\/MasonWCoupleFamilyLaw@0.5x.jpg?resize=768%2C569 768w\" sizes=\"auto, (max-width: 768px) 100vw, 768px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\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-33 elementor-top-column elementor-element elementor-element-15ee61e\" data-id=\"15ee61e\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-0ac8805 elementor-widget elementor-widget-heading\" data-id=\"0ac8805\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-xxl\">Family Law<\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1c37047 elementor-widget elementor-widget-heading\" data-id=\"1c37047\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Find yourself confused by a complex legal family issue?<\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-fb2e57d elementor-widget elementor-widget-text-editor\" data-id=\"fb2e57d\" 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<div class=\"elementor-text-editor elementor-clearfix\">\n\t\t\t\t<ul>\n \t<li><span style=\"color: #303030;\">Divorce<\/span><\/li>\n \t<li><span style=\"color: #303030;\">High Asset \/ Complex Property Division<\/span><\/li>\n \t<li><span style=\"color: #303030;\">Business Evaluation and Preservation \/ Division<\/span><\/li>\n \t<li><span style=\"color: #303030;\">Spousal Maintenance<\/span><\/li>\n \t<li><span style=\"color: #303030;\">Child Custody<\/span><\/li>\n \t<li><span style=\"color: #303030;\">Parental-Child Relocation<\/span><\/li>\n \t<li><span style=\"color: #303030;\">Grandparents&#8217; Rights<\/span><\/li>\n \t<li><span style=\"color: #303030;\">Post-Divorce Issues<\/span><\/li>\n \t<li><span style=\"color: #303030;\">Prenuptial Agreements<\/span><\/li>\n \t<li><span style=\"color: #303030;\">Adoptions<\/span><\/li>\n<\/ul>\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-00ecfd2 elementor-widget elementor-widget-global elementor-global-214 elementor-widget-button\" data-id=\"00ecfd2\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t<a href=\"#contact\" class=\"elementor-button-link elementor-button elementor-size-sm elementor-animation-grow\" role=\"button\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-text\">Contact Us<\/span>\n\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-44b4da8 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"44b4da8\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-wider\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-66 elementor-top-column elementor-element elementor-element-c3b9b7f\" data-id=\"c3b9b7f\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\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-16 elementor-top-column elementor-element elementor-element-97af522\" data-id=\"97af522\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2a9f32f elementor-widget elementor-widget-heading\" data-id=\"2a9f32f\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Common Questions<\/h1>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9cff0a4 elementor-widget elementor-widget-heading\" data-id=\"9cff0a4\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\"><font color=\"#14143b\" face=\"Raleway, Open Sans\"><span style=\"font-size: 24px;\">Family Law<\/span><\/font><\/h2>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-9125232 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"9125232\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-98e0cd2\" data-id=\"98e0cd2\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-efbd93c elementor-widget elementor-widget-heading\" data-id=\"efbd93c\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">How long will it take to get through the process?<\/h4>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-4d85e38 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"4d85e38\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-9d15fdf\" data-id=\"9d15fdf\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-d57eee0 elementor-widget elementor-widget-heading\" data-id=\"d57eee0\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">How much will it cost?<\/h4>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-abdee68 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"abdee68\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-5901f2b\" data-id=\"5901f2b\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-bc64d29 elementor-widget elementor-widget-heading\" data-id=\"bc64d29\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">What rights do I have?<\/h4>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-65fba24 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"65fba24\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-cf2261a\" data-id=\"cf2261a\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-ce2c8ac elementor-widget elementor-widget-heading\" data-id=\"ce2c8ac\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">What does Joint Custody mean?<\/h4>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-95c2ef0 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"95c2ef0\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-0d50e26\" data-id=\"0d50e26\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-398d334 elementor-widget elementor-widget-heading\" data-id=\"398d334\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Am I entitled to\/will I have to pay maintenance?<\/h4>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-39ac300 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"39ac300\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-inner-column elementor-element elementor-element-6ae5613\" data-id=\"6ae5613\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-43ca142 elementor-widget elementor-widget-heading\" data-id=\"43ca142\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h4 class=\"elementor-heading-title elementor-size-default\">Who pays the Attorneys' fees?<\/h4>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-24d1779 elementor-widget elementor-widget-global elementor-global-214 elementor-widget-button\" data-id=\"24d1779\" data-element_type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t<a href=\"#contact\" class=\"elementor-button-link elementor-button elementor-size-sm elementor-animation-grow\" role=\"button\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t<span class=\"elementor-button-text\">Contact Us<\/span>\n\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-16 elementor-top-column elementor-element elementor-element-216caee\" data-id=\"216caee\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\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-b1f7591 elementor-section-content-middle elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"b1f7591\" data-element_type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-769f7e45\" data-id=\"769f7e45\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2200bd2 elementor-widget elementor-widget-menu-anchor\" data-id=\"2200bd2\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"contact\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-71bfdb04 elementor-widget elementor-widget-heading\" data-id=\"71bfdb04\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Request a free consultation.<\/h1>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<section class=\"elementor-section elementor-inner-section elementor-element elementor-element-1d2a36c elementor-section-content-middle elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"1d2a36c\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t\t\t<div class=\"elementor-row\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-inner-column elementor-element elementor-element-371b2e2\" data-id=\"371b2e2\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-cad449c elementor-widget elementor-widget-text-editor\" data-id=\"cad449c\" 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<div class=\"elementor-text-editor elementor-clearfix\">\n\t\t\t\t<p><!--(figmeta)eyJmaWxlS2V5IjoiWElhWHFTVmh0b3p2VnVtSmdmbUNXZCIsInBhc3RlSUQiOi0xLCJkYXRhVHlwZSI6InNjZW5lIn0K(\/figmeta)--><!--(figma)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(\/figma)--><span style=\"white-space: pre-wrap; color: #ffffff;\">If you would like to discuss your case, please contact us in order to speak with an attorney.<\/span><\/p>\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3875758 elementor-widget elementor-widget-heading\" data-id=\"3875758\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h6 class=\"elementor-heading-title elementor-size-default\"><a href=\"tel:15022722002\">Phone: +1 502 272 2002<\/a><\/h6>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e513062 elementor-widget elementor-widget-heading\" data-id=\"e513062\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h6 class=\"elementor-heading-title elementor-size-default\"><a href=\"mailto:%20mason@trenamanlaw.com\">Email: mason@trenamanlaw.com<\/a><\/h6>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-20eb59f elementor-widget elementor-widget-heading\" data-id=\"20eb59f\" data-element_type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<h6 class=\"elementor-heading-title elementor-size-default\">Address: 600 West Main Street Louisville, KY 40202<\/h6>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-363f59e elementor-widget elementor-widget-spacer\" data-id=\"363f59e\" data-element_type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5fac9e9 elementor-widget elementor-widget-text-editor\" data-id=\"5fac9e9\" 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<div class=\"elementor-text-editor elementor-clearfix\">\n\t\t\t\t<p><span style=\"color: #ffffff; white-space: pre-wrap;\">If you\u2019d like to learn more about Mason\u2019s former judicial career, please visit his 2010 judicial campaign site: <span style=\"color: #e8b04c;\"><a style=\"color: #e8b04c;\" href=\"https:\/\/judgemason.com\/\" target=\"_blank\" rel=\"noopener\">JudgeMason.com<\/a><\/span><\/span><\/p>\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\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-0c8cf9f\" data-id=\"0c8cf9f\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-column-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t<div class=\"elementor-widget-wrap\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-e3951a8 elementor-button-align-start elementor-hidden-desktop elementor-hidden-tablet elementor-hidden-phone elementor-widget elementor-widget-form\" data-id=\"e3951a8\" data-element_type=\"widget\" data-settings=\"{&quot;step_next_label&quot;:&quot;Next&quot;,&quot;step_previous_label&quot;:&quot;Previous&quot;,&quot;button_width&quot;:&quot;100&quot;,&quot;step_type&quot;:&quot;number_text&quot;,&quot;step_icon_shape&quot;:&quot;circle&quot;}\" data-widget_type=\"form.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<form class=\"elementor-form\" method=\"post\" name=\"New Form\">\n\t\t\t<input type=\"hidden\" name=\"post_id\" value=\"6\"\/>\n\t\t\t<input type=\"hidden\" name=\"form_id\" value=\"e3951a8\"\/>\n\t\t\t<input type=\"hidden\" name=\"referer_title\" value=\"\" \/>\n\n\t\t\t\n\t\t\t<div class=\"elementor-form-fields-wrapper elementor-labels-\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-field-type-text elementor-field-group elementor-column elementor-field-group-name elementor-col-100\">\n\t\t\t\t\t\t\t\t\t\t\t\t<label for=\"form-field-name\" class=\"elementor-field-label elementor-screen-only\">\n\t\t\t\t\t\t\t\tName\t\t\t\t\t\t\t<\/label>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<input size=\"1\" type=\"text\" name=\"form_fields[name]\" id=\"form-field-name\" class=\"elementor-field elementor-size-md  elementor-field-textual\" placeholder=\"Name\">\n\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<div class=\"elementor-field-type-email elementor-field-group elementor-column elementor-field-group-email elementor-col-100 elementor-field-required\">\n\t\t\t\t\t\t\t\t\t\t\t\t<label for=\"form-field-email\" class=\"elementor-field-label elementor-screen-only\">\n\t\t\t\t\t\t\t\tEmail\t\t\t\t\t\t\t<\/label>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<input size=\"1\" type=\"email\" name=\"form_fields[email]\" id=\"form-field-email\" class=\"elementor-field elementor-size-md  elementor-field-textual\" placeholder=\"Email\" required=\"required\" aria-required=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<div class=\"elementor-field-type-tel elementor-field-group elementor-column elementor-field-group-field_bd0e80f elementor-col-100\">\n\t\t\t\t\t\t\t\t\t\t\t\t<label for=\"form-field-field_bd0e80f\" class=\"elementor-field-label elementor-screen-only\">\n\t\t\t\t\t\t\t\tPhone\t\t\t\t\t\t\t<\/label>\n\t\t\t\t\t\t\t\t<input size=\"1\" type=\"tel\" name=\"form_fields[field_bd0e80f]\" id=\"form-field-field_bd0e80f\" class=\"elementor-field elementor-size-md  elementor-field-textual\" placeholder=\"Phone\" pattern=\"[0-9()#&amp;+*-=.]+\" title=\"Only numbers and phone characters (#, -, *, etc) are accepted.\">\n\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<div class=\"elementor-field-type-textarea elementor-field-group elementor-column elementor-field-group-message elementor-col-100\">\n\t\t\t\t\t\t\t\t\t\t\t\t<label for=\"form-field-message\" class=\"elementor-field-label elementor-screen-only\">\n\t\t\t\t\t\t\t\tMessage\t\t\t\t\t\t\t<\/label>\n\t\t\t\t\t\t<textarea class=\"elementor-field-textual elementor-field  elementor-size-md\" name=\"form_fields[message]\" id=\"form-field-message\" rows=\"4\" placeholder=\"Message\"><\/textarea>\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<div class=\"elementor-field-group elementor-column elementor-field-type-submit elementor-col-100 e-form__buttons\">\n\t\t\t\t\t<button type=\"submit\" class=\"elementor-button elementor-size-sm elementor-animation-grow\">\n\t\t\t\t\t\t<span >\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\" elementor-button-icon\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Send<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/button>\n\t\t\t\t<\/div>\n\t\t\t<\/div>\n\t\t<\/form>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Delivering Excellence in Litigation Delivering Excellence in Litigation Delivering Excellence in Litigation 600 West Main Street, Louisville, KY 40202 Mason L. Trenaman, Sr. Attorney at Law 2020 2009 1999 2020 2009 1999 Previous Next 2020 2009 1999 Providing Legal Excellence to the Citizens of Kentucky for Over 30 Years Circuit \/ Family Court Judge District [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":1,"comment_status":"closed","ping_status":"closed","template":"elementor_header_footer","meta":{"_mi_skip_tracking":false,"footnotes":""},"class_list":["post-6","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"http:\/\/trenamanlaw.com\/index.php?rest_route=\/wp\/v2\/pages\/6","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/trenamanlaw.com\/index.php?rest_route=\/wp\/v2\/pages"}],"about":[{"href":"http:\/\/trenamanlaw.com\/index.php?rest_route=\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"http:\/\/trenamanlaw.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/trenamanlaw.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=6"}],"version-history":[{"count":20,"href":"http:\/\/trenamanlaw.com\/index.php?rest_route=\/wp\/v2\/pages\/6\/revisions"}],"predecessor-version":[{"id":490,"href":"http:\/\/trenamanlaw.com\/index.php?rest_route=\/wp\/v2\/pages\/6\/revisions\/490"}],"wp:attachment":[{"href":"http:\/\/trenamanlaw.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=6"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}