{"id":12101,"date":"2023-11-23T09:58:58","date_gmt":"2023-11-23T09:58:58","guid":{"rendered":"https:\/\/usataxgurus.com\/?page_id=12101"},"modified":"2026-02-04T18:51:11","modified_gmt":"2026-02-04T18:51:11","slug":"servicios","status":"publish","type":"page","link":"https:\/\/usataxgurus.com\/es\/servicios\/","title":{"rendered":"Servicios"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"12101\" class=\"elementor elementor-12101 elementor-693\" data-elementor-post-type=\"page\">\n\t\t\t\t<div class=\"elementor-element elementor-element-13ccb996 e-flex e-con-boxed e-con e-parent\" data-id=\"13ccb996\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3b0689a4 elementor-widget elementor-widget-html\" data-id=\"3b0689a4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"html.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<script src=\"https:\/\/code.jquery.com\/jquery-3.6.0.min.js\"><\/script>\r\n<script type=\"text\/javascript\">\r\nvar $ = jQuery;\r\n    $(document).ready(function(){\r\n        \r\n    $('.show-more').on('click', function(){\r\n        event.preventDefault()\r\n        $(this).toggleClass('content-hide')\r\n        $(this).closest('.profile-card').find('.show-less, .details-area').toggleClass('content-hide')\r\n    })\r\n    \r\n    $('.show-less').on('click', function(){\r\n        event.preventDefault()\r\n        $(this).toggleClass('content-hide')\r\n        $(this).closest('.profile-card').find('.show-more, .details-area').toggleClass('content-hide')\r\n    })\r\n    \r\n    })\r\n<\/script>\r\n<style>\r\n.content-hide{\r\n    display: none;\r\n}\r\n<\/style>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-49e84926 e-flex e-con-boxed e-con e-parent\" data-id=\"49e84926\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-2ef04c19 elementor-widget elementor-widget-heading\" data-id=\"2ef04c19\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Looking for \n<span style=\"color:#ff0f43\">Tax &amp; Accounting Services?<\/span><\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5a4048b8 elementor-widget elementor-widget-text-editor\" data-id=\"5a4048b8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>We\u2019re here to help<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-639330c8 elementor-widget elementor-widget-text-editor\" data-id=\"639330c8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>We offer a comprehensive suite of specialized services tailored to your unique financial needs.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-7a017fbb e-flex e-con-boxed e-con e-parent\" data-id=\"7a017fbb\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-7d192ca6 elementor-position-inline-start elementor-widget-mobile__width-initial service-title-hover elementor-widget-tablet__width-initial elementor-view-default elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"7d192ca6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"#business\" class=\"elementor-icon\" tabindex=\"-1\" aria-label=\"Business Services\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"80\" height=\"80\" viewBox=\"0 0 80 80\" fill=\"none\"><rect width=\"79.4011\" height=\"79.4011\" fill=\"url(#pattern0_218_151)\"><\/rect><defs><pattern id=\"pattern0_218_151\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_218_151\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_218_151\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/defs><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<a href=\"#business\" >\n\t\t\t\t\t\t\tBusiness Services\t\t\t\t\t\t<\/a>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-562786b5 elementor-position-inline-start elementor-widget-mobile__width-initial service-title-hover elementor-widget-tablet__width-initial elementor-view-default elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"562786b5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"#tax-filling\" class=\"elementor-icon\" tabindex=\"-1\" aria-label=\"Tax Filing\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"83\" height=\"83\" viewBox=\"0 0 83 83\" fill=\"none\"><rect width=\"83\" height=\"83\" fill=\"url(#pattern0_218_424)\"><\/rect><defs><pattern id=\"pattern0_218_424\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_218_424\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_218_424\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/defs><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<a href=\"#tax-filling\" >\n\t\t\t\t\t\t\tTax Filing\t\t\t\t\t\t<\/a>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-407f1b4c elementor-position-inline-start elementor-widget-mobile__width-initial service-title-hover elementor-widget-tablet__width-initial elementor-view-default elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"407f1b4c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"#Tax-Advisory\" class=\"elementor-icon\" tabindex=\"-1\" aria-label=\"Tax Advisory\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"80\" height=\"80\" viewBox=\"0 0 80 80\" fill=\"none\"><rect width=\"80\" height=\"80\" fill=\"url(#pattern0_218_427)\"><\/rect><defs><pattern id=\"pattern0_218_427\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_218_427\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_218_427\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/defs><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<a href=\"#Tax-Advisory\" >\n\t\t\t\t\t\t\tTax Advisory\t\t\t\t\t\t<\/a>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2f582c96 elementor-position-inline-start elementor-widget-mobile__width-initial service-title-hover elementor-widget-tablet__width-initial elementor-view-default elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"2f582c96\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"#Company-Formation\" class=\"elementor-icon\" tabindex=\"-1\" aria-label=\"Company Formation\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"70\" height=\"70\" viewBox=\"0 0 70 70\" fill=\"none\"><rect width=\"70\" height=\"70\" fill=\"url(#pattern0_218_429)\"><\/rect><defs><pattern id=\"pattern0_218_429\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_218_429\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_218_429\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/defs><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<a href=\"#Company-Formation\" >\n\t\t\t\t\t\t\tCompany Formation\t\t\t\t\t\t<\/a>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-18ede513 elementor-position-inline-start elementor-widget-mobile__width-initial service-title-hover elementor-widget-tablet__width-initial elementor-view-default elementor-mobile-position-block-start elementor-widget elementor-widget-icon-box\" data-id=\"18ede513\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<a href=\"#Itin\" class=\"elementor-icon\" tabindex=\"-1\" aria-label=\"ITIN &amp; EIN\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"70\" height=\"70\" viewBox=\"0 0 70 70\" fill=\"none\"><rect width=\"70\" height=\"70\" fill=\"url(#pattern0_218_431)\"><\/rect><defs><pattern id=\"pattern0_218_431\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_218_431\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_218_431\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/defs><\/svg>\t\t\t\t<\/a>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<a href=\"#Itin\" >\n\t\t\t\t\t\t\tITIN &amp; EIN\t\t\t\t\t\t<\/a>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-ed8b8b5 e-flex e-con-boxed e-con e-parent\" data-id=\"ed8b8b5\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6d3969af elementor-widget elementor-widget-menu-anchor\" data-id=\"6d3969af\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-menu-anchor\" id=\"business\"><\/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-43fae04c elementor-widget elementor-widget-heading\" data-id=\"43fae04c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Business Services<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-401ae47e elementor-widget elementor-widget-text-editor\" data-id=\"401ae47e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>We offer business services that include bookkeeping, payroll, and virtual CFO services. Our services ensure organized and up-to-date accounts, employee compensation, tax withholding, and reporting. We also provide expert financial analysis and strategic insights for lasting growth.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-676f0d7f e-con-full e-flex e-con e-child\" data-id=\"676f0d7f\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-300694f6 e-con-full profile-card container-class e-flex e-con e-child\" data-id=\"300694f6\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-30978c39 elementor-position-inline-end serviceheading elementor-mobile-position-inline-end elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"30978c39\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"81\" height=\"81\" viewBox=\"0 0 81 81\" fill=\"none\"><rect width=\"81\" height=\"81\" fill=\"url(#pattern0_219_776)\"><\/rect><defs><pattern id=\"pattern0_219_776\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_219_776\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_219_776\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tBookkeeping\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\t<span style=\"font-size: 16px;font-weight: 400;color: #9e9fb1\">From<br \/><\/span>\n$399\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-372f4e36 list-hover elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"372f4e36\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Categorize Transactions in QuickBooks<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Prepare Profit and Loss Statement and Balance Sheet<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Prepare Financial Statements<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Bank Reconciliations<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Estimated Quarterly Advance Tax Calculations<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4b616367 elementor-align-right show-more elementor-invisible elementor-widget elementor-widget-button\" data-id=\"4b616367\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInDown&quot;}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show more<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5c086007 details-area content-hide elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"5c086007\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Accounts Payable Services<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Accounts Receivable Services<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Year End Adjusting Entries<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Review and Categorize Old Transactions<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Bring Books Up To Date \u2013 Clean up<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-59a2abef elementor-align-right show-less content-hide animated-slow elementor-invisible elementor-widget elementor-widget-button\" data-id=\"59a2abef\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeIn&quot;,&quot;_animation_delay&quot;:300}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show less<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4f697d48 button-class elementor-widget elementor-widget-button\" data-id=\"4f697d48\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/usataxgurus.com\/services\/bookkeeping\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Learn More<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-6ffc938d e-con-full profile-card container-class e-flex e-con e-child\" data-id=\"6ffc938d\" data-element_type=\"container\" data-e-type=\"container\" id=\"payroll\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-41f20716 elementor-position-inline-end serviceheading elementor-mobile-position-inline-end elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"41f20716\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"81\" height=\"81\" viewBox=\"0 0 81 81\" fill=\"none\"><rect width=\"81\" height=\"81\" fill=\"url(#pattern0_219_777)\"><\/rect><defs><pattern id=\"pattern0_219_777\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_219_777\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_219_777\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tPayroll\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\t<span style=\"font-size: 16px;font-weight: 400;color: #9e9fb1\">From<br \/><\/span>\n$299\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-69f7d65d list-hover elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"69f7d65d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Payroll Setup<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Automate Direct Deposit<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Withholding IRS and State Taxes<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Filing Payroll Reports<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Apply for SUI ID<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7008ac3e elementor-align-right show-more elementor-invisible elementor-widget elementor-widget-button\" data-id=\"7008ac3e\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInDown&quot;}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show more<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3e1f4388 details-area content-hide elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"3e1f4388\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Apply for Payroll and State Tax IDs<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Set up Worker Compensation<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Respond to Payroll Notice<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Annual 940\/941 Filing and Reporting<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-52242034 elementor-align-right show-less content-hide animated-slow elementor-invisible elementor-widget elementor-widget-button\" data-id=\"52242034\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeIn&quot;,&quot;_animation_delay&quot;:300}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show less<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a63e35b button-class elementor-widget elementor-widget-button\" data-id=\"a63e35b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/usataxgurus.com\/contact\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Get Started<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-5ace28fb e-con-full profile-card container-class e-flex e-con e-child\" data-id=\"5ace28fb\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-13495f3a elementor-position-inline-end serviceheading elementor-mobile-position-inline-end elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"13495f3a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"81\" height=\"81\" viewBox=\"0 0 81 81\" fill=\"none\"><rect width=\"81\" height=\"81\" fill=\"url(#pattern0_219_780)\"><\/rect><defs><pattern id=\"pattern0_219_780\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_219_780\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_219_780\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tVirtual CFO\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\t<span style=\"font-size: 16px;font-weight: 400;color: #9e9fb1\">From<br \/><\/span>\n$699\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5f7ce8aa list-hover elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"5f7ce8aa\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">All Bookkeeping Services<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">All Payroll Services<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Tax Advisory and Planning<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Expense Planning and Budgeting<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Retirement Account Planning And Setup<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-363dbcc8 elementor-align-right show-more elementor-invisible elementor-widget elementor-widget-button\" data-id=\"363dbcc8\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInDown&quot;}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show more<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7f936026 details-area content-hide elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"7f936026\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Secretary of State Renewals<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">All Federal and State Compliances<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Technology Integration<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Corporate Deadline Tracking<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Industry Benchmarking<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Sales Tax Filings<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Budgeting and Analysis<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Email and Phone Support<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-386db556 elementor-align-right show-less content-hide animated-slow elementor-invisible elementor-widget elementor-widget-button\" data-id=\"386db556\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeIn&quot;,&quot;_animation_delay&quot;:300}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show less<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3bea440b button-class elementor-widget elementor-widget-button\" data-id=\"3bea440b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/usataxgurus.com\/services\/virtual-cfo\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Learn More<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-1eec373b e-flex e-con-boxed e-con e-parent\" data-id=\"1eec373b\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-513bf7d7 elementor-widget elementor-widget-menu-anchor\" data-id=\"513bf7d7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-menu-anchor\" id=\"tax-filling\"><\/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-31f3163d elementor-widget elementor-widget-heading\" data-id=\"31f3163d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Tax Preparation &amp; Filing Services<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-66b77bb0 elementor-widget elementor-widget-text-editor\" data-id=\"66b77bb0\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Maximize your financial well-being with our tax filing services. We simplify the process for individuals and business owners with personalized tax planning, expert preparation, and assistance to ensure compliance. Receive the benefits of tax credits, deductions, and peace of mind with our experienced team.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-76d58a67 e-con-full e-flex e-con e-child\" data-id=\"76d58a67\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-5b259283 e-con-full profile-card container-class e-flex e-con e-child\" data-id=\"5b259283\" data-element_type=\"container\" data-e-type=\"container\" id=\"individual-taxes\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-5f0f746d elementor-position-inline-end serviceheading elementor-mobile-position-inline-end elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"5f0f746d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"80\" height=\"80\" viewBox=\"0 0 80 80\" fill=\"none\"><rect width=\"79.4011\" height=\"79.4011\" fill=\"url(#pattern0_219_781)\"><\/rect><defs><pattern id=\"pattern0_219_781\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_219_781\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_219_781\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUAd3d3Lmlua3NjYXBlLm9yZ5vuPBoAAB8iSURBVHic7d171GV5Xd\/5d1VfwObaNOKlu9OIoAKiREAQYkK4tEGjELRpURKcUQMSL2OMM1krw51oZgaUKC5hUMGoI8QbN8VEBdYY0aSbizjADIg3FAEburl0A9101\/yxu1Nt0VX1VD2\/ffY5z3691votFtV1fud7nlNV38\/ZZ+\/vPhQAu+Szq6dU\/7i6e3XHZcs5EK6trq4+WL2nemf1xuoN1YeXKwsAJk+oPlIdsTayrq9eX31bdduTvz0AMN5TWr4hrnldUT21usPJ3igAGOUrqutavgla9f6mIzGHTviOAcAAv97yjc\/62+vV1XknetO2nQQDsN3Oa\/rUeebShfAZ3lt9Q\/XWpQs5HYeXLgCAE7pvmv+2urDpSoGHLlvG6REAALbbXZYugBO6Q9NXNF+1dCGnSgAA2G5nLF0AJ3VO9Zrqi5cu5FQIAACwf3eqfrkpDOwEAQAAxvjS6n9fuoi9EgAAYJzvqh60dBF7IQAAwDiHq+cvXcReCAAAMNYDq69ZuoiTEQAAYLx\/vXQBAOy2J3T642p\/boF6d9HtqntV313918aMCr6h+oJNvohT5QgAAGv3seod1QuaTuC7pPrwPvc8VH3rPveYlQAAAEcdabqe\/4HVn+9zr60+D0AAAIDP9MfVo6tr9rHHA6vbjClnPAEAAG7ZH1bP3cfjz2oaDrSVBAAAOL7nVZ\/cx+O\/ZFQhowkAAHB8H61+ex+Pv2hUIaMJAABwYm\/Zx2NvP6yKwQQAADixv97HY283rIrBBAAAOLHr9vHYre2zW1sYADAfAQAAVkgAAIAVEgAAYIUEAABYIQEAAFZIAACAFTpz6QIAmM1XV\/9x6SJudE3THfZ+o3rzwrWQAABwkF3U9s2if3b1+urJ1bsWrmXVfAUAwKb9w+qy6sFLF7JmAgAAS7h99crq85cuZK0EAACWcufq3y5dxFoJAAAs6Vurc5cuYo0EAACWdFb1wKWLWCMBAGC7HVm6gA24cOkC1kgAANhuVy1dwAZct3QBayQAAGy3dy9dwAa8c+kC1kgAANhu7+pgN8j3VZcvXcQaCQAA2++Hly5gRv9Hdf3SRayRAACw\/X6++rWli5jB66sfX7qItRIAALbfkeoJ1a8sXchAb6oem0\/\/ixEAAHbDNdUl1eOrP1y4lv16U\/XI1nGFw9ZyN0CA3XGketmN66Lq7tWdZny+S6tvHLznTc3\/ysH7cooEAIDd9Oc3rrlcWj168J5vqS5O898KvgIA4FiXNp14OPJD4luqR1QfHrgn+yAAAHBzmv9KCAAA3ETzXxEBAIDS\/FdHAABA818hAQBg3TT\/lXIZIMB6PaF6aXXGwD03cZ3\/Xap\/Wn11dUF1bfVH1auq11Y3zPjcALDTnlB9umm40Kh1eXXujDUfqn6guvoENbylus\/g5\/2OEzzfydaLB9cCAKdtF5v\/4eqn91jLR6uHDHxuAQCAnberzf+lp1jT+6vPHvT8AgAAO20tzf+m9SODahAAANhZa2v+R6oPNeYERwEAgJ20xuZ\/0\/rSAbUcyABgDgDAwbaLl\/odrn6meuKAvT5vwB4HkgAAcHBdWr2ksc1\/7lv6jmz+VWcN2ufAEQAADqZdnPA3uvlzAgIAwMGj+XNSAgDAwaL5sycCAMDBofmzZwIAwMGg+XNKBACA3af5c8oEAIDdpvlzWgQAgN2l+XPaBACA3aT5sy8CAMDu0fzZNwEAYLdo\/gwhAADsDs2fYQQAgN2g+TOUAACw\/TR\/hhMAALab5s8sBACA7aX5MxsBAGA7PaH6hcY2\/zdVD2\/3mv+1g\/cjAQBgG11avaQ6Y+Ceb6kurq4cuOfNzdX8X1T9zuA9SQAA2DYO+x\/1ouq7qiOD9yUBAGCbaP5Haf4zEwAAtoPmf5TmvwECAMDyNP+jNP8NEQAAlqX5H6X5b5AAALAczf8ozX\/DBACAZczV\/B+Z5s8eCAAAmzdn8\/\/QwD1vTvM\/YAQAgM3S\/I\/S\/BckAABsjuZ\/lOa\/MAEAYDM0\/6M0\/y0gAADMT\/M\/SvPfEgIAwLw0\/6M0\/y0iAADMR\/M\/SvPfMgIAwDw0\/6M0fwBW4dLquqaGN2q9uTpvxpoPVy8dXPOR6oXVoX3W9usz1LWp9eJ9vnYAdoTmP7b5lwAAwJbT\/Mc3\/xIAANhimv88zb8EAAC2lOY\/X\/MvAQCALaT5z9v8SwAAYMto\/vM3\/xIAANgiT6g+3dhmcXl17ow1z9X8f6z5mn\/Vq2aoeVPrhTP8PABYiE\/+f7vBzdn8q35qhro3tZ4x\/scBwBI0\/802\/6onzVD7ptbXzvDzAGDDHPY\/uuY+7H9zd6munuE1zL3eX916hp8HABuk+S\/T\/G\/y7EG1b3L981l+EgBsjOa\/bPOv6aZKv3ka9S61fnaeHwMAm6L5L9\/8b3KrpvMOrm\/8axu1rq2ek7vtAuw0zX97mv\/N\/d3qJ6q3Vx9v+aZ\/VfW26rnVPWZ83QBsgLP9j65Nne0PAIvS\/DV\/AFZG89f8AVgZzV\/zB2BlNH\/Nf1W8wbA+d68eXN2z+qLqDtUdF61oO9y3OmPgfm+qHlldOXDPmztc\/Uz1xMH7\/nj1fU1BAIAd9xVN\/7D\/aeM\/LVqfuVzqB8BiDlWPbmpGSzfENS3NH4DFPCCNX\/PX\/AFW4+zqeY2fXmdp\/gBsqc+v3tjyjXCNa1fP9n9Rmj\/ATrtH9d6Wb4RrXD75A7CIL67+quUb4RqX5g\/AIi6o\/qzlG+Eal8P+ACzivOodLd8I17g0fwAWcU71ey3fCNe4NH8AFnFW9dqWb4RrXJo\/AIs4XL2s5RvhGpfmD8BifqLlG+Ea1yur2+\/h\/TldzvYH4Lie0fKNcE3r2up3mu6nMCfNn0X4wwG74V9ULxi8599Uv1a9rmmOwCcG77\/Lrqre1\/w\/E7f0BeC4Lq2ub9wnw082HU24zQZfA5\/JJ38AjuvhTQ17VHP4WHXxRl8Bt8QJfwAc1wOaGvao5nB19ZCNvgJuieYPwHHdo\/pA45rDtdWjNvoKuCWaPwDHNXq+\/w2NP8mMU6f5A3Bcc8z3\/\/6NvgJuieYPwHHNMd\/\/WRt9BdwSzR+A45pjvv8LN\/oKuCWaPwDHNcd8\/1+rztjki+AzaP4AnNDzG9sgXlfdaqOvgGNp\/gCc0DMb2yAuq2630VfAsTR\/AE7ouxrbIN5dfc5GXwHH0vwBOKFvbux8\/7+s7rrJF8Bn0PwBOKGLq081rkF8qLr3Rl8Bx5qr+f94mj\/AgfCVme9\/0Nyu6aoLn\/wBuEX3rK5oXIO4tvpHG30F3Nytqm+r\/iKf\/NlBZy5dAKzEhdV\/ahr1O8INTc3nNwftd0s+q3pYdffq1jM+zy45s7pLdbfqodVtZ3iOF1Tf2xQEANhhd67e2dhPiN8zY723qZ7T2K8qLJ\/8AVblttV\/bWyTmHO+\/+dWbx5cr6X5A6zKrs33P696++B6rb0tJ\/wBHBC7Nt\/\/nOq\/DK7X0vwBVmeX5vufVf3G4HotzR9gdXZpvv+h6mcH12tp\/gCrs2vz\/X90cL2W5g+wOqPn+7+3umjGep82sFZr7+v5af4AB8bDq082rklcWX35jPU+eWCt1t7WDdUz9vDeALAjHlh9vHGN4uPVg2as93GNPVJhnXx9pLpkL28OALth1+b7P6KxdyK0Tr5+t\/rCvbw5AOyGCxt7I5jrq2+Zsd4HZLzvJtd7q3+W7\/sBDpRdm+\/\/JdXfDK7XuuX1turbq7P39M4AsDN2bb7\/BdWfD67XOrqubZqi+Ozqy\/b4nsDiHJqCU3N29ZrqkQP3fGHT\/IA5nFf939W9Bu750uoDA\/fbJZ9u+hrlI01HVN5dvavpChAADijz\/afbBAPAqoye7\/877dZ8\/xfNVCsAbK1dm+\/\/0sH1vqI6c6Z6AWArrX2+\/+uqW89YLwBsndHz\/f+yuuuM9T59YK1HqrdWd5yxXgDYOnPM95\/zMrHR8\/3nPlIBAFvnKxs7Ne\/q6iEz1vuYpkvURtX7V817pAIAts49mq5zH9VMr60eNWO9D2vskYqrmvdOhACwdS6o\/qxxzfSG6okz1vuA6qMD672m+nsz1gsAW+fO1Tsa+z36989Y7z2q9w+s9drqa2esFwC2zjnV7zW2+T9zxnrPb\/yRim+bsV4A2DpnVb\/Z2Ob\/whnrPa96++B6\/+WM9QLA1jHf33x\/AFZo7fP9X5q7ggKwMub7m+8PwMqY72++PwArs\/b5\/n+Y+f4ArMzo+f5XVPeasV7z\/QFgn8z3N98fgJUx3998fwBWxnx\/8\/0BWJk55vv\/TzPWe\/fM9weAfdnF+f5\/OrBW8\/0BWJ2zGz\/f\/ydnrNd8fwDYp8PVyxvbTM33B4AtZ76\/+f7ASZgDzkHzrOr7Bu53WdP1+J8auOdNDlUvbuzlhK+svqMpCMDJHMpUyBE+0XTZLrCQtc\/3f33m+3Ny5zWdzPr\/VNc19s\/gmtcHq1+oHrz3twIYYdfm+z9tYK1HMt+fvfmG6sqWb5YHff10831tCNyM+f7m+3Nyj21sSLZOvF7TfCcOA5nvb74\/e3F+9fGWb4prW\/\/zXt4c4NSZ71\/3nbFeDo4XtHwzXOO6srrtHt4f4BSY72++P3tzuLFB2Tq19diTv0XAXpnvb74\/e3dByzfBNa9nn\/wtAvbinOqNjf0Lumvz\/f+HGevl4LlvyzfBNa8XnfwtAk7GfH\/z\/Tl192v5Jrjm9eKTv0XAiZjvb74\/p0cAWHYJALBP\/76xfynN92ctBIBllwAA+\/Csxv6F\/G\/V7Waq9VBTsx5Z7ytz3w5OnwCw7BIA4DQ9pbF\/Gd+V+f6siwCw7BIA4DTMMd\/\/ohnrNd+fbSQALLu2NgA4rMi2enjTofTDg\/b7UHVx9eeD9jvWkxt7OeF7muq9auCecKqubxpgtXa3ajqxF5iZ+f71BTPWy7rs5wjA5QvUu42+owN4BGDUpysY5V5NZ9CPmp99XfVN1e8N2u9YD6te1rjLCT9SfV3T8CCA2QgAbJMLmpr\/eYP2O1J9Z\/XaQfsd6wHVKxp3OeEnqn9cvXXQfgDHJQCwLe5c\/efGnqT3L6ufHbjfzd29enXjLie8rrqkaXgQwOwEALbBOdWrqnsO3POZ1fMH7ndz51e\/1bjLCY9UT6p+fdB+ACclALC0s6tfrb5q4J4vrJ4xcL+bO6\/pSMVdB+75r6qXDNwP4KQEAJZ0uPq56msG7vmK6rsH7ndz5zRN5bvXwD1\/qPqRgfsB7IkAwJJ+tHrcwP1e19HhQaOdVf1yYy8n\/Nnqfx24H8CeCQAs5VnV9w7c77Km6\/E\/NXDPmxxqupb3UQP3fFVHry0G2DgBgCU8pXrqwP3eXX190\/CgOTyveuLA\/d5QXdo0PAhgEQIAm\/b46scH7vdX1SOrDwzc8+aeVn3\/wP3eVv2T6pMD9wQ4ZQIAm\/TwprPdd2W+\/5My3x84oAQANuUrGzs175rq0dU7Bu13rMdUPzFwv\/c175EKgFMiALAJ5vub7w9sGQGAuV3QNIt\/V+b737\/x8\/2\/PvP9gS0jADCnm+b7\/52Be8493\/81jZ\/v\/7uD9gMYRgBgLub7m+8PbDEBgDns2nz\/Ozado3DXgXv+YOb7A1tMAGC0XZzv\/5rqywbu+UNNw4MAttaZSxewR2c3NZRHNH2fPOps8qV8uOmM8Ne0+fu\/n9l0OdrFTT\/L2w\/e\/9zqfgP3++2mqXlzzff\/lcbO9\/+pzPcHGOJR1R83fad6ENcbq\/sM+2md2MOqd27gNY1a\/635wt7h6hcG1\/urjbt0EEa5X6f\/Z\/ryBerdRjfdt+N01osXqPdAeErTJ7+lG9Hc62NNzXlOT2w6K33p17rX9c6mqwjm8mOD631ddesZ64XTJQDsnwCwYY9oulnK0o1oU+vD1UVDfnKf6auqa7fgNe51vbexlw4e66mD631T479KgVEEgP07kAFgW08CPNx0udeaDqeeWz1npr2f3\/R99y74UNP5Hn8x0\/5PbroV8Sjvbvqa6qMD9wSY3bYGgIdU9166iAVc2nRJ2kj3bZrDvws2Md\/\/BQP3e19TWPngwD0BNmJbrwJ46NIFLOSs6sFN16SP8tCBe83p2uqxzTff\/xGNne9\/ZfWPWud8\/y+uvqFpcuK5C9dyEHys+pOm8dZvXrgWVmRbA8DnL13Ags4fvN\/nDd5vDjdU31b9p5n2v3\/TGfoj70T49dUfDdpvV5zfdPLkP6kOLVzLQfSc6g3Vv2i+o2Dw323rVwCj\/qHeRVcP3u+awfvN4QeqX5xp7znm+z+u+Y5UbKt7N12W+dg0\/zk9tPr9dufIHTtsWwPAmv1\/g\/d71+D9RntW8833v6BpkNDI+f7f3vrm+9+h6b4Oaz4yt0m3bxpQddeF6+CAEwC2y180\/jvA11afHLznKD9ZPX2mve\/U9JXCyEsrf6BpzPHa\/C\/V3ZYuYmXuVP27pYvgYBMAtstzmj5ljnRV9ROD9xzhFdX3zLT3TXcivNfAPX+o+tGB++2KM6rvXLqIlfqm5h2GxcoJANvj1dVPz7T306u3zrT36fitzPffFV+eJrSUM3IuADMSALbDr1aPbzobfg5XN12y9vsz7X8q\/mPTJWTXzrD34eqlTa91lF9rGh40+sjMrhh9VQqn5oKlC+DgEgCWc6S6rLqk6VDf6LP\/j\/WB6h803V\/hnTM\/17GOVH\/QdAb5pc13TsLzq28ZuN\/rb9xvjiMVu+Kzli5g5c5ZugAOrm2dA7Afz22+68lHuabpDoebniB3XdOJdz9ZXdh0gtzcN7D5ePWe6m9mfp6nNvacgjc3TQ7c1hMoAfblIAaAdzRd+sWJvffGdRA8qbHz\/d9TfV3m+wMHmK8A2HWPaexVDu+rHlm9f+CeAFtHAGCX\/cPGzvf\/SNMn\/zXO9wdWRgBgV92\/emXjxkZ\/omm+\/zZdLgkwGwGAXTR6vv\/11bdWvztoP4CtdxBPAuRgO79pkNDI+f7f2XS9P2P9fuucnnisxzfdQRG2igDALrlj04147jpwzx+sXjJwP456b\/VLSxexBe6bAMAW8hUAu+KcpsP+Xz5wzx+qnjdwP4CdIQCwC86qfrmx8\/3\/Q+ud7w8gALD1DlUvrh41cM9XVd\/eeuf7AwgAbL3nVU8cuN8bmu5H8OmBewLsHAGAbfa06vsH7ve2ppOxzPcHVk8AYFs9qXrmwP3eU31NddXAPQF2lgDANnpc5vsDzEoAYNt8e\/ULme8PMCsBgG1xr+rV1U81bkDVNU3N33x\/gGMcxEmA\/6DpunG2322rv9P0nt138N7XNZ3t\/3uD9wU4EA5iAHhiYy8bY\/ccaTqJ8DVLFwKwrXwFwEFkvj\/ASQgAHDQ\/nPn+ACclAHCQ\/Ifq3yxdBMAuEAA4KMz3BzgFAgAHwRsy3x\/glAgA7Lq3VI\/OfH+AU7KtAeCapQtgJ7ylurj66NKFAOyabQ0A7126ALbeH1QPr65YuhCAXbStAeC3li6ArfZz1cOqK5cuBGBXbWsAeHP1xqWLYOtcUT2h+mfVJxauBWCnbWsAqPqe\/CPP5LrqxdU9m+4UCMA+bXMAeHP1LQkBa\/ax6v+svqT65\/m+H2CYbQ4AVa+oHlz97tKFsDFXVC+v\/mn1uU039fmTRSsCOIB24W6Ab63+fnWf6hHVRdVnLVoRo1zb9Cn\/iuo91TurP65uWLIogDXYhQBwkz+6cQEA+7TtXwEAADMQAABghQQAAFghAQAAVkgAAIAVEgAAYIUEAABYIQEAAFZIAACAFRIAAGCFBAAAWCEBAABWSAAAgBUSAABghQQAAFghAQAAVkgAAIAVOnPpAlitM6rbL13EAXBVdWTpIoDdIwCwSV9SfV\/1qOrCHIEa4brqT6tXVv+++qtlywF2hX+A2YRD1TOrP6qeXF2UP3ujnFV9UfWD1buq71i2HGBXOALAJvxY9d1LF7EC51QvvvF\/f2zhWoAt51MYc\/umNP9Ne171FUsXAWw3AYA5Har+7dJFrNCZ1bOWLgLYbgIAc7pv0\/fTbN7F1blLFwFsLwGAOTkMvZyzqvssXQSwvQQA5nTnpQtYubssXQCwvQQA5nTG0gWsnJ8\/cFwCAACskAAAACskAADACgkAALBCAgAArJB7AbCtPll9YukitsBtqrOXLgI4eAQAttWPVP9m6SK2wMurxy1dBHDw+AoAAFZIAACAFRIAAGCFBAAAOLEb9vHYI8OqGEwAAIATu2Ifj\/3gsCoGEwAA4MTevtBjZyUAAMCJvad6y2k87urqNwbXMowAAAAn9\/TTeMyPVB8ZXcgoAgAAnNyrqxecwu\/\/L9VzZqplCAEAAPbm+6r\/rZOf2f+q6uuqa2evaB8EAADYmxuqf109oGlM98du9t+uq36rekz16OqjG6\/uFLkXAACcmjdV39z0IfpzmnrpB9ryT\/zHEgAA4PTcUP310kWcLl8BAMAKCQAAsEICAACskAAAACskAADACgkAALBCAgAArJAAAAArJAAAwAoJAACwQgIAAKyQAAAAKyQAAMAKCQAAsEICAACskAAAACskAADACgkAALBCZy5dAADsmLOqb6y+vvqC6uzqL6v\/XP1ideVype3drgWAe1QXV5\/X7tW+ja6u3t70h\/bjC9cCsAv+fvUz1Rce8+v3qx5dPbv6wRt\/z1bblSZ67+r51SOWLuSA+nj13OqHq2sXrgVgWz2mennTJ\/7juVP109VF1dM3UdTp2oVzAB5V\/UGa\/5xuWz2j+u3q9suWArCVvqj6+U7c\/G\/uqU2BYWttewC4T\/VLTQ2K+X119X9Vh5YuBGDLPKe6zSn8\/kNNR1a39kj7tgeA53dqP3D27+uqxy5dBMAWuUPT9\/un6gurvze4lmG2OQB8WfWwpYtYqe9dugCALfLA9n7o\/1gCwGm4eOkCVuwh+doF4Cafu4\/Hfv6wKgbb5gBw4dIFrNgZ1flLFwGwJU73039NMwO20jYHAN\/9L8sRAIADbJsDAAAwEwEAAFZIAACAFRIAAGCFBAAAWCEBAABWaGtnFO\/Tr1SXLV3EFvieXM8PwC04qAHgtU23Y1y7SxIAALgFvgIAgBUSAABghQQAAFghAQAAVkgAAIAVEgAAYIUEAABYIQEAAFZIAACAFRIAAGCFBAAAWCEBAABWSAAAgBUSAABghQQAAFghAQAAVkgAAIAVEgAAYIUEAABYIQEAAFZIAACAFRIAAGCFBAAAWCEBAABWSAAAgBUSAABghQQAAFghAQAAVkgAAIAVEgAAYIUEAABYIQEAAFZIAACAFRIAAGCFBAAAWCEBAABWSAAAgBUSAABghQQAAFghAQAAVkgAAIAVEgAAYIUEAABYIQEAAFZIAACAFRIAAGCFBAAAWCEBAABWSAAAgBUSAABghQQAAFghAQAAVkgAAIAVEgAAYIUEAABYIQEAAFZIAACAFRIAAGCFBAAAWCEBAABWSAAAgBUSAABghQQAAFghAQAAVkgAAIAVEgAAYIUEAABYIQEAAFZIAACAFRIAAGCFBAAAWCEBAABWSAAAgBUSAABghQQAAFghAQAAVkgAAIAVEgAAYIUEAABYIQEAAFZIAACAFRIAAGCFBAAAWCEBAABWSAAAgBUSAABghQQAAFghAQAAVkgAAIAVEgAAYIUEAABYIQEAAFZIAACAFRIAAGCFBAAAWCEBAABWSAAAgBUSAABghQQAAFghAQAAVkgAAIAVEgAAYIUEAABYIQEAAFZIAACAFRIAAGCFzjzOr9++uk91lxP8nrl9wT4ee\/\/qo6MK2WHn7uOxj6juts\/n\/9J9PPae1SX7fP6D4MJ9PPZB1Q37fP4H7eOxF+Y9rOnP8un60vb\/M9zP3+NzBzz\/QXC\/fTz2bi33M\/x09cHqbdXHjv2Ph475\/\/eunl19bXWr2UsDAOb2qerXq6dVb7\/pF28eAP7H6ierszdbFwCwAddWT65eUnXGjb\/4jdXPt9zhfgBgXmdU31D9v9XbDzV9x\/Oe9vd9MQCwG66q7n5G9a+avvMHAA6+W1cfOaN6bnX+wsUAAJtz20NNhwLusHQlAMDGfPhQdWTpKgCAzTIJEABWSAAAgBUSAABghQQAAFghAQAAVkgAAIAV2u\/s\/18aUgUAcDpO+1bD+50DcOzthAGAzTntHu4rAABYIQEAAFZIAACAFRIAAGCFBAAAWCEBAABWSAAAgBUSAABghQQAAFghAQAAVkgAAIAVEgAAYIUEAABYIQEAAFZIAACAFRIAAGCFDlVHli7igLu++mB1efWL1curGzb03Ierb64eX92vukt1xoaeG4AtJgBs3purS6o\/mfl57lb9cvV3Z34eAHaQALCMD1YPqv50pv3vVv1B9dkz7Q\/AjhMAlvOm6isb\/3XA4aavG3zyB+C4nAS4nPtVj5th329O8wfgJASAZT1+hj2\/ZYY9AThgfAWwrPdV5w\/e86+rzx28JwAHzKHq07k0bCmfqm49w55nD94TgIPl+sNNZ6SzjCtm2PNDM+wJwMHy\/pvOGGcZl82wp\/cTgJO57HDTdDqW8bIZ9vR+AnAyLzvUdCXAZdVXLFzM2lxePbB55gB4PwE4nsurBx5uakCX5FyATfpg0898jnsCeD8BOJ7\/3n9umgPwJ02jad+0WEnrcXnTz\/rPZnwO7ycAx\/pb\/efQMf\/xcNN0usdX968+J5cI7tf11QeaDsv\/YvVLbfZugN5PgHU6Yf\/5\/wHTXptcqL4LagAAAABJRU5ErkJggg==\"><\/image><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tIndividual Taxes\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\t<span style=\"font-size: 16px;font-weight: 400;color: #9e9fb1\">From<br \/><\/span>\n$299\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4054bb65 list-hover elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"4054bb65\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Residents (1040)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Nonresidents (1040NR)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Immigrants (F1, J1, O1, H1B, EAD)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Salary Income<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Contractor Income and Expenses<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3ee11a0b elementor-align-right show-more elementor-invisible elementor-widget elementor-widget-button\" data-id=\"3ee11a0b\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInDown&quot;}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show more<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-26b63f75 details-area content-hide elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"26b63f75\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Stocks and Capital Gains<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Crypto Calculations<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Dividends and Interest<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Amendments<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Childcare Expenses<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Tuition Expenses<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">First Time Home Buyer and Mortgage<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Sale of Primary Residence<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Rental Property Income<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Individual Retirement Accounts (IRAs)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6852fd92 elementor-align-right show-less content-hide animated-slow elementor-invisible elementor-widget elementor-widget-button\" data-id=\"6852fd92\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeIn&quot;,&quot;_animation_delay&quot;:300}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show less<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-772b7235 button-class elementor-widget elementor-widget-button\" data-id=\"772b7235\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/usataxgurus.com\/contact\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Get Started<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-4269056b e-con-full profile-card container-class e-flex e-con e-child\" data-id=\"4269056b\" data-element_type=\"container\" data-e-type=\"container\" id=\"business-taxes\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-54b32e2c elementor-position-inline-end serviceheading elementor-mobile-position-inline-end elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"54b32e2c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"83\" height=\"83\" viewBox=\"0 0 83 83\" fill=\"none\"><rect width=\"83\" height=\"83\" fill=\"url(#pattern0_219_782)\"><\/rect><defs><pattern id=\"pattern0_219_782\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_219_782\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_219_782\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tBusiness Taxes\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\t<span style=\"font-size: 16px;font-weight: 400;color: #9e9fb1\">From<br \/><\/span>\n$499\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-786d406 list-hover elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"786d406\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Partnership (1065)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Limited Liability Company (LLC)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">C-Corporation (1120)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">S-Corporation (1120S)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Sole Proprietorship (Sch C)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7ffc6bef elementor-align-right show-more elementor-invisible elementor-widget elementor-widget-button\" data-id=\"7ffc6bef\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInDown&quot;}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show more<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9cea823 details-area content-hide elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"9cea823\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Rental Business (Sch E)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b465280 elementor-align-right show-less content-hide animated-slow elementor-invisible elementor-widget elementor-widget-button\" data-id=\"b465280\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeIn&quot;,&quot;_animation_delay&quot;:300}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show less<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-78430cfb button-class elementor-widget elementor-widget-button\" data-id=\"78430cfb\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/usataxgurus.com\/contact\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Get Started<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-2acfd4e4 e-con-full profile-card container-class e-flex e-con e-child\" data-id=\"2acfd4e4\" data-element_type=\"container\" data-e-type=\"container\" id=\"international-taxes\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-64f812d2 elementor-position-inline-end serviceheading elementor-mobile-position-inline-end elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"64f812d2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"80\" height=\"80\" viewBox=\"0 0 80 80\" fill=\"none\"><rect width=\"80\" height=\"80\" fill=\"url(#pattern0_219_783)\"><\/rect><defs><pattern id=\"pattern0_219_783\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_219_783\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_219_783\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tInternational Taxes\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\t<span style=\"font-size: 16px;font-weight: 400;color: #9e9fb1\">From<br \/><\/span>\n$499\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2bf84191 list-hover elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"2bf84191\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Foreign Tax Credits (1116)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Foreign Owned US Entities (1120, 5472)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Foreign Corporations (1120-F, 5471)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Foreign Partnerships (8865)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Foreign Branches (8858)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-742b15 elementor-align-right show-more elementor-hidden-desktop elementor-hidden-tablet elementor-hidden-mobile elementor-invisible elementor-widget elementor-widget-button\" data-id=\"742b15\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInDown&quot;}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show more<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-33141bec button-class elementor-widget elementor-widget-button\" data-id=\"33141bec\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/usataxgurus.com\/contact\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Get Started<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-16a67cb details-area content-hide elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"16a67cb\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Secretary of State Renewals<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">All Federal and State Compliances<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Technology Integration<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Corporate Deadline Tracking<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Industry Benchmarking<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Sales Tax Filings<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Budgeting and Analysis<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Email and Phone Support<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7c28e408 elementor-align-right show-less content-hide animated-slow elementor-invisible elementor-widget elementor-widget-button\" data-id=\"7c28e408\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeIn&quot;,&quot;_animation_delay&quot;:300}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show less<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-2cbbf065 e-flex e-con-boxed e-con e-parent\" data-id=\"2cbbf065\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6769cfb7 elementor-widget elementor-widget-menu-anchor\" data-id=\"6769cfb7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-menu-anchor\" id=\"Tax-Advisory\"><\/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-1a3b96da elementor-widget elementor-widget-heading\" data-id=\"1a3b96da\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Tax Advisory<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f1bcac2 elementor-widget elementor-widget-text-editor\" data-id=\"f1bcac2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>We offer on-demand advisory services tailored to your unique financial situation. Get expert guidance on tax strategy, business growth, investments, or any financial concern from our team, including CPAs.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-3b5fd03f e-con-full e-flex e-con e-child\" data-id=\"3b5fd03f\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-77080c1f e-con-full profile-card container-class e-flex e-con e-child\" data-id=\"77080c1f\" data-element_type=\"container\" data-e-type=\"container\" id=\"tax-planning\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-12b2d51d elementor-position-inline-end serviceheading elementor-mobile-position-inline-end elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"12b2d51d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"70\" height=\"70\" viewBox=\"0 0 70 70\" fill=\"none\"><rect width=\"70\" height=\"70\" fill=\"url(#pattern0_219_785)\"><\/rect><defs><pattern id=\"pattern0_219_785\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_219_785\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_219_785\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tPersonal Tax Planning\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\t<span style=\"font-size: 16px;font-weight: 400;color: #9e9fb1\">From<br \/><\/span>\n$599\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-227e9605 list-hover elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"227e9605\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Personal Financial Goals Identification<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Tax Return Review<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Identify Missed Deductions and Credits<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Cost Benefit Analysis for Amendments<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Employer Stock Option Advice<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-98f2d1f elementor-align-right show-more elementor-invisible elementor-widget elementor-widget-button\" data-id=\"98f2d1f\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInDown&quot;}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show more<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-12b27516 details-area content-hide elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"12b27516\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Wealth-building &amp; Tax Discussion<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Crypto and Stock Sell Off Scenarios<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Investment Property Evaluation<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Tax Plan Creation<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">3-month Follow Up Meeting<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4594bbdd elementor-align-right show-less content-hide animated-slow elementor-invisible elementor-widget elementor-widget-button\" data-id=\"4594bbdd\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeIn&quot;,&quot;_animation_delay&quot;:300}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show less<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1ec95c18 button-class elementor-widget elementor-widget-button\" data-id=\"1ec95c18\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/usataxgurus.com\/contact\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Get Started<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-2ecc06f7 e-con-full profile-card container-class e-flex e-con e-child\" data-id=\"2ecc06f7\" data-element_type=\"container\" data-e-type=\"container\" id=\"business-tax-planning\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-7fc8a3a9 elementor-position-inline-end serviceheading elementor-mobile-position-inline-end elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"7fc8a3a9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"70\" height=\"70\" viewBox=\"0 0 70 70\" fill=\"none\"><rect width=\"70\" height=\"70\" fill=\"url(#pattern0_219_786)\"><\/rect><defs><pattern id=\"pattern0_219_786\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_219_786\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_219_786\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tBusiness Tax Planning\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\t<span style=\"font-size: 16px;font-weight: 400;color: #9e9fb1\">From<br \/><\/span>\n$999\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9496a6 list-hover elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"9496a6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Business Financial Goals Identification<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Tax Return Review &amp; Projections<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Retirement Account Planning (401k, SEP, SIMPLE IRA)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Payroll Planning for Owners and Family<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Entity Restructuring (LLC v\/s C-Corp v\/s S-Corp)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3b87eee6 elementor-align-right show-more elementor-invisible elementor-widget elementor-widget-button\" data-id=\"3b87eee6\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInDown&quot;}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show more<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-486fdf28 details-area content-hide elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"486fdf28\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Cash Flow Analysis<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Industry Benchmarking<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Tax Plan Creation<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">3-month Follow Up Meeting<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-51ddda11 elementor-align-right show-less content-hide animated-slow elementor-invisible elementor-widget elementor-widget-button\" data-id=\"51ddda11\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeIn&quot;,&quot;_animation_delay&quot;:300}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show less<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-65fe00d5 button-class elementor-widget elementor-widget-button\" data-id=\"65fe00d5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/usataxgurus.com\/contact\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Get Started<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-6b811a1d e-con-full profile-card container-class e-flex e-con e-child\" data-id=\"6b811a1d\" data-element_type=\"container\" data-e-type=\"container\" id=\"advisory\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-1be590a elementor-position-inline-end serviceheading elementor-mobile-position-inline-end elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"1be590a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"80\" height=\"80\" viewBox=\"0 0 80 80\" fill=\"none\"><rect width=\"80\" height=\"80\" fill=\"url(#pattern0_219_783)\"><\/rect><defs><pattern id=\"pattern0_219_783\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_219_783\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_219_783\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tGeneral Advisory\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\t<span style=\"font-size: 16px;font-weight: 400;color: #9e9fb1\">From<br \/><\/span>\n$499\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e890513 list-hover elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"e890513\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">15 Min Free Introductory Call (No Tax Advice Given Here)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">30 Min EA\/CPA Tax Consultation<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">60 Min EA\/CPA Tax Consultation<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6aee5e95 elementor-align-right show-more elementor-hidden-desktop elementor-hidden-tablet elementor-hidden-mobile elementor-invisible elementor-widget elementor-widget-button\" data-id=\"6aee5e95\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInDown&quot;}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show more<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-42e5205f button-class elementor-widget elementor-widget-button\" data-id=\"42e5205f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/usataxgurus.com\/contact\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Get Started<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3b80ec01 details-area content-hide elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"3b80ec01\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Secretary of State Renewals<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">All Federal and State Compliances<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Technology Integration<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Corporate Deadline Tracking<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Industry Benchmarking<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Sales Tax Filings<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Budgeting and Analysis<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Email and Phone Support<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-662e753c elementor-align-right show-less content-hide animated-slow elementor-invisible elementor-widget elementor-widget-button\" data-id=\"662e753c\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeIn&quot;,&quot;_animation_delay&quot;:300}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show less<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-70b4cf16 e-flex e-con-boxed e-con e-parent\" data-id=\"70b4cf16\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-547b82c4 elementor-widget elementor-widget-menu-anchor\" data-id=\"547b82c4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-menu-anchor\" id=\"Company-Formation\"><\/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-70de5aaf elementor-widget elementor-widget-heading\" data-id=\"70de5aaf\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Company Formation<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-466e98d2 elementor-widget elementor-widget-text-editor\" data-id=\"466e98d2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Our formation services help bring your business idea to life. We select the right structure, register your entity, and obtain licenses. With a strong foundation in place, focus on growing your business while we handle the formalities.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-7975760d e-con-full e-flex e-con e-child\" data-id=\"7975760d\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-7a08a7bc e-con-full profile-card container-class e-flex e-con e-child\" data-id=\"7a08a7bc\" data-element_type=\"container\" data-e-type=\"container\" id=\"company-formation\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-3055ff95 elementor-position-inline-end serviceheading elementor-mobile-position-inline-end elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"3055ff95\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"110\" height=\"110\" viewBox=\"0 0 110 110\" fill=\"none\"><rect width=\"110\" height=\"110\" fill=\"url(#pattern0_219_788)\"><\/rect><defs><pattern id=\"pattern0_219_788\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_219_788\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_219_788\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tLLC, C-Corp, S-Corp Formation\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\t<span style=\"font-size: 16px;font-weight: 400;color: #9e9fb1\">From<br \/><\/span>\n$599\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-10899d3 list-hover elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"10899d3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">For US Residents and Foreigners (US Nonresidents)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">SS4 and Federal Tax EIN Application<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Business Structure Analysis - LLC v\/s C-Corp v\/s S-Corp<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Name Availability Search<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Secretary of State Filings and Fees Submissions<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2b3b8d40 elementor-align-right show-more elementor-invisible elementor-widget elementor-widget-button\" data-id=\"2b3b8d40\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInDown&quot;}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show more<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5f8480c7 details-area content-hide elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"5f8480c7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Articles of Incorporation &amp; Organization Filings<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Operating Agreement &amp; Bylaws<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Stock Issuance Certificates<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Entity Renewals and Deadline Tracking<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-74d88088 elementor-align-right show-less content-hide animated-slow elementor-invisible elementor-widget elementor-widget-button\" data-id=\"74d88088\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeIn&quot;,&quot;_animation_delay&quot;:300}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show less<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-38e3aad1 button-class elementor-widget elementor-widget-button\" data-id=\"38e3aad1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/usataxgurus.com\/contact\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Get Started<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-191ee2b7 e-con-full profile-card container-class e-flex e-con e-child\" data-id=\"191ee2b7\" data-element_type=\"container\" data-e-type=\"container\" id=\"registered-agent\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-63c68a20 elementor-position-inline-end serviceheading elementor-mobile-position-inline-end elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"63c68a20\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"110\" height=\"110\" viewBox=\"0 0 110 110\" fill=\"none\"><rect width=\"110\" height=\"110\" fill=\"url(#pattern0_219_790)\"><\/rect><defs><pattern id=\"pattern0_219_790\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_219_790\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_219_790\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tRegistered Agent and Virtual Business Address\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\t<span style=\"font-size: 16px;font-weight: 400;color: #9e9fb1\">From<br \/><\/span>\n$199\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-57b1a8e6 list-hover elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"57b1a8e6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Registered Agent Services in almost all states<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Discounted Wyoming &amp; Delaware services<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Dedicate Business Address with Suite Numbers<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">No PO Box. Real Physical Addresses<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Dedicated Online Account &amp; Dashboard<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-44e3f65a elementor-align-right show-more elementor-invisible elementor-widget elementor-widget-button\" data-id=\"44e3f65a\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInDown&quot;}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show more<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3d75d5a1 details-area content-hide elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"3d75d5a1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Free Mail Scanning &amp; Forwarding <\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Commercial Mail Receiving Agency (CMRA) Approved<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">State compliance notifications<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Some services provided by our service partners &amp; third party providers<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-47b9423 elementor-align-right show-less content-hide animated-slow elementor-invisible elementor-widget elementor-widget-button\" data-id=\"47b9423\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeIn&quot;,&quot;_animation_delay&quot;:300}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show less<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-69b1eaf8 button-class elementor-widget elementor-widget-button\" data-id=\"69b1eaf8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/usataxgurus.com\/contact\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Get Started<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-4d95a478 e-con-full e-flex e-con e-child\" data-id=\"4d95a478\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-72f2ee47 e-con-full profile-card container-class e-flex e-con e-child\" data-id=\"72f2ee47\" data-element_type=\"container\" data-e-type=\"container\" id=\"payment-solutions\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-2cf03e9b elementor-position-inline-end serviceheading elementor-mobile-position-inline-end elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"2cf03e9b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"110\" height=\"110\" viewBox=\"0 0 110 110\" fill=\"none\"><rect width=\"110\" height=\"110\" fill=\"url(#pattern0_219_791)\"><\/rect><defs><pattern id=\"pattern0_219_791\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_219_791\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_219_791\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tUS Bank &amp; Payment Solutions\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\t<span style=\"font-size: 16px;font-weight: 400;color: #9e9fb1\">From<br \/><\/span>\n$399\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-112daa78 list-hover elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"112daa78\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">For US Residents and Foreigners (US Nonresidents)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Powerful business banking for your firm<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Dedicated account manager<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">White-glove onboarding<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">KYC &amp; paperwork guidance<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-236c7668 elementor-align-right show-more elementor-invisible elementor-widget elementor-widget-button\" data-id=\"236c7668\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInDown&quot;}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show more<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-13cfdc54 details-area content-hide elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"13cfdc54\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Virtual banking partners: Relay &amp; Mercury<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">In-person US bank visit documentation guidance<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Physical bank opening with Chase, BoA &amp; Wells Fargo<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Some services provided by our service partners &amp; third party providers<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1e74aa59 elementor-align-right show-less content-hide animated-slow elementor-invisible elementor-widget elementor-widget-button\" data-id=\"1e74aa59\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeIn&quot;,&quot;_animation_delay&quot;:300}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show less<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5dc540bb button-class elementor-widget elementor-widget-button\" data-id=\"5dc540bb\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/usataxgurus.com\/contact\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Get Started<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-7adb6664 e-con-full profile-card container-class e-flex e-con e-child\" data-id=\"7adb6664\" data-element_type=\"container\" data-e-type=\"container\" id=\"boi\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-4515560b elementor-position-inline-end serviceheading elementor-mobile-position-inline-end elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"4515560b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"110\" height=\"110\" viewBox=\"0 0 110 110\" fill=\"none\"><rect width=\"110\" height=\"110\" fill=\"url(#pattern0_219_792)\"><\/rect><defs><pattern id=\"pattern0_219_792\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_219_792\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_219_792\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tCTA BOI and BE 12\/13 Filling\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\t<span style=\"font-size: 16px;font-weight: 400;color: #9e9fb1\">From<br \/><\/span>\n$199\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2f01d09a list-hover elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"2f01d09a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Compliance under Corporate Transparency Act<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Customized Beneficial Ownership Information (BOI) Report<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Submission Confirmation from FinCen<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Ongoing BOI Report Update Filings<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">U.S. Bureau of Economic Analysis (BEA) Reporting<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-17d16400 elementor-align-right show-more elementor-invisible elementor-widget elementor-widget-button\" data-id=\"17d16400\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInDown&quot;}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show more<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3e9749fa details-area content-hide elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"3e9749fa\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">BE-12 and BE-13 Filings<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Benchmark Survey Filing<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Claim for Exemption Filings<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2281c629 elementor-align-right show-less content-hide animated-slow elementor-invisible elementor-widget elementor-widget-button\" data-id=\"2281c629\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeIn&quot;,&quot;_animation_delay&quot;:300}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show less<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2fac941 button-class elementor-widget elementor-widget-button\" data-id=\"2fac941\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/usataxgurus.com\/contact\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Get Started<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-6f4726f5 e-flex e-con-boxed e-con e-parent\" data-id=\"6f4726f5\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-78ecaef2 elementor-widget elementor-widget-menu-anchor\" data-id=\"78ecaef2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-menu-anchor\" id=\"Itin\"><\/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-4a63cfd7 elementor-widget elementor-widget-heading\" data-id=\"4a63cfd7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">ITIN Services<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2ed87360 elementor-widget elementor-widget-text-editor\" data-id=\"2ed87360\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Our team can help non-U.S. residents, dependents, and spouses access tax benefits using an ITIN, even without a Social Security Number. We can assist with obtaining a new ITIN, renewing an existing one, and navigating ITIN-related tax requirements.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-6c55476c e-con-full e-flex e-con e-child\" data-id=\"6c55476c\" data-element_type=\"container\" data-e-type=\"container\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t<div class=\"elementor-element elementor-element-50a65f6c e-con-full profile-card container-class e-flex e-con e-child\" data-id=\"50a65f6c\" data-element_type=\"container\" data-e-type=\"container\" id=\"itin\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-7e6dd522 elementor-position-inline-end serviceheading elementor-mobile-position-inline-end elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"7e6dd522\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"70\" height=\"70\" viewBox=\"0 0 70 70\" fill=\"none\"><rect width=\"70\" height=\"70\" fill=\"url(#pattern0_219_786)\"><\/rect><defs><pattern id=\"pattern0_219_786\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_219_786\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_219_786\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tW7 &amp; ITIN Application\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\t<span style=\"font-size: 16px;font-weight: 400;color: #9e9fb1\">From<br \/><\/span>\n$399\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1a8957e3 list-hover elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"1a8957e3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">W7 ITIN Application Filing<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\"> ITIN for Nonresident Spouse and Dependents<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\"> ITIN for Nonresident US Business Owners (LLC\/C-Corps)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">ITIN Renewal Application<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">1040 and 1040NR Tax Filing<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4dd56a56 elementor-align-right show-more elementor-hidden-desktop elementor-hidden-tablet elementor-hidden-mobile elementor-invisible elementor-widget elementor-widget-button\" data-id=\"4dd56a56\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInDown&quot;}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show more<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5cac3f1b button-class elementor-widget elementor-widget-button\" data-id=\"5cac3f1b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/usataxgurus.com\/contact\/\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Get Started<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-601ff96c details-area content-hide elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"601ff96c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Accounts Payable Services<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Accounts Receivable Services<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Year End Adjusting Entries<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Review and Categorize Old Transactions<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Bring Books Up To Date<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5967fbc5 elementor-align-right show-less content-hide animated-slow elementor-invisible elementor-widget elementor-widget-button\" data-id=\"5967fbc5\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeIn&quot;,&quot;_animation_delay&quot;:300}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show less<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-4a210751 e-con-full profile-card container-class e-flex e-con e-child\" data-id=\"4a210751\" data-element_type=\"container\" data-e-type=\"container\" id=\"acceptance-agent\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t<div class=\"elementor-element elementor-element-6729c6e1 elementor-position-inline-end serviceheading elementor-mobile-position-inline-end elementor-view-default elementor-widget elementor-widget-icon-box\" data-id=\"6729c6e1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-box.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-icon-box-wrapper\">\n\n\t\t\t\t\t\t<div class=\"elementor-icon-box-icon\">\n\t\t\t\t<span  class=\"elementor-icon\">\n\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\" width=\"100\" height=\"100\" viewBox=\"0 0 100 100\" fill=\"none\"><rect width=\"100\" height=\"100\" fill=\"url(#pattern0_219_795)\"><\/rect><defs><pattern id=\"pattern0_219_795\" patternContentUnits=\"objectBoundingBox\" width=\"1\" height=\"1\"><use xlink:href=\"#image0_219_795\" transform=\"scale(0.00195312)\"><\/use><\/pattern><image id=\"image0_219_795\" width=\"512\" height=\"512\" xlink:href=\"data:image\/png;base64,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\"><\/image><\/defs><\/svg>\t\t\t\t<\/span>\n\t\t\t<\/div>\n\t\t\t\n\t\t\t\t\t\t<div class=\"elementor-icon-box-content\">\n\n\t\t\t\t\t\t\t\t\t<h3 class=\"elementor-icon-box-title\">\n\t\t\t\t\t\t<span  >\n\t\t\t\t\t\t\tCertified Acceptance Agent\t\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/h3>\n\t\t\t\t\n\t\t\t\t\t\t\t\t\t<p class=\"elementor-icon-box-description\">\n\t\t\t\t\t\t<span style=\"font-size: 16px;font-weight: 400;color: #9e9fb1\">From<br \/><\/span>\n$199\t\t\t\t\t<\/p>\n\t\t\t\t\n\t\t\t<\/div>\n\t\t\t\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2dbbb379 list-hover elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"2dbbb379\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">CAA Authorized by Internal Revenue Service (IRS)<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Passport verification<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Documentation certification<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Issue Certificate of Accuracy to IRS<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">Coordinate with IRS ITIN Operations office<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-416522c8 elementor-align-right show-more elementor-invisible elementor-widget elementor-widget-button\" data-id=\"416522c8\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInDown&quot;}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show more<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6dd4152c details-area content-hide elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-widget elementor-widget-icon-list\" data-id=\"6dd4152c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">International shipping &amp; mailing<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"19\" height=\"20\" viewBox=\"0 0 19 20\" fill=\"none\"><path d=\"M9.5 0.5C7.62108 0.5 5.78435 1.05717 4.22209 2.10104C2.65982 3.14491 1.44218 4.62861 0.723149 6.36451C0.00411619 8.1004 -0.184015 10.0105 0.182544 11.8534C0.549104 13.6962 1.45389 15.3889 2.78249 16.7175C4.11109 18.0461 5.80383 18.9509 7.64665 19.3175C9.48946 19.684 11.3996 19.4959 13.1355 18.7769C14.8714 18.0578 16.3551 16.8402 17.399 15.2779C18.4428 13.7156 19 11.8789 19 10C19 7.48044 17.9991 5.06408 16.2175 3.28248C14.4359 1.50089 12.0196 0.5 9.5 0.5ZM8.14286 13.7932L4.75 10.4004L5.82893 9.32143L8.14286 11.6354L13.1711 6.60714L14.2541 7.68336L8.14286 13.7932Z\" fill=\"#4C9746\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">No notary required<\/span>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-784200d0 elementor-align-right show-less content-hide animated-slow elementor-invisible elementor-widget elementor-widget-button\" data-id=\"784200d0\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeIn&quot;,&quot;_animation_delay&quot;:300}\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"#\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Show less<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2f3a9497 button-class elementor-widget elementor-widget-button\" data-id=\"2f3a9497\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"button.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div class=\"elementor-button-wrapper\">\n\t\t\t\t\t<a class=\"elementor-button elementor-button-link elementor-size-sm\" href=\"https:\/\/usataxgurus.com\/?page_id=1453\">\n\t\t\t\t\t\t<span class=\"elementor-button-content-wrapper\">\n\t\t\t\t\t\t\t\t\t<span class=\"elementor-button-text\">Get Started<\/span>\n\t\t\t\t\t<\/span>\n\t\t\t\t\t<\/a>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>servicios servicios servicios servicios<\/p>\n","protected":false},"author":2,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"content-type":"","site-sidebar-layout":"no-sidebar","site-content-layout":"","ast-site-content-layout":"full-width-container","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"disabled","ast-breadcrumbs-content":"","ast-featured-img":"disabled","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"var(--ast-global-color-4)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-gradient":""}},"footnotes":""},"class_list":["post-12101","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/usataxgurus.com\/es\/wp-json\/wp\/v2\/pages\/12101","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/usataxgurus.com\/es\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/usataxgurus.com\/es\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/usataxgurus.com\/es\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/usataxgurus.com\/es\/wp-json\/wp\/v2\/comments?post=12101"}],"version-history":[{"count":2,"href":"https:\/\/usataxgurus.com\/es\/wp-json\/wp\/v2\/pages\/12101\/revisions"}],"predecessor-version":[{"id":12142,"href":"https:\/\/usataxgurus.com\/es\/wp-json\/wp\/v2\/pages\/12101\/revisions\/12142"}],"wp:attachment":[{"href":"https:\/\/usataxgurus.com\/es\/wp-json\/wp\/v2\/media?parent=12101"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}