{"id":24460,"date":"2026-03-01T01:12:54","date_gmt":"2026-02-28T19:42:54","guid":{"rendered":"http:\/\/www.sachdevajk.in\/?p=24460"},"modified":"2026-03-01T01:12:54","modified_gmt":"2026-02-28T19:42:54","slug":"consumer-segmentation-based-on-online-shopping-behaviour-among-college-students","status":"publish","type":"post","link":"http:\/\/www.sachdevajk.in\/?p=24460","title":{"rendered":"Consumer Segmentation Based on Online Shopping Behaviour Among College Students"},"content":{"rendered":"<p class=\"MsoNormal\"><b>Title: &#8211;\u00a0<\/b>Consumer Segmentation Based on Online Shopping Behaviour Among College Students<\/p>\n<p class=\"MsoNormal\"><b>Authors: \u00a0<\/b><\/p>\n<ol style=\"margin-top: 0in\" start=\"1\" type=\"1\">\n<li class=\"MsoNormal\">Vinayak Garg<\/li>\n<li class=\"MsoNormal\">Bhavika Khemani<\/li>\n<li class=\"MsoNormal\">Divyansh Chechani<\/li>\n<\/ol>\n<p class=\"MsoNormal\"><b>\u00a0<\/b><\/p>\n<p class=\"MsoNormal\"><b>Introduction<\/b><\/p>\n<p class=\"MsoNormal\">The rapid growth of e-commerce has significantly transformed the purchasing behaviour of consumers, especially among young adults and college students. With the increasing penetration of the internet, smartphones, and digital payment systems, online shopping has become an integral part of students\u2019 daily lives. E-commerce platforms such as Amazon and Flipkart have made products easily accessible, offering competitive pricing, convenience, variety, and promotional offers that strongly attract the student segment.<\/p>\n<p class=\"MsoNormal\">College students represent a unique and dynamic consumer group. They are highly exposed to digital marketing, social media influence, peer recommendations, and online reviews. At the same time, they are often price-sensitive due to limited income or dependence on pocket money. Their purchasing decisions may be influenced by various factors such as discounts, brand reputation, delivery speed, trust in online platforms, ease of return policies, and digital payment convenience.<\/p>\n<p class=\"MsoNormal\">However, not all students exhibit similar online shopping behaviour. Some may prioritize low prices and discounts, while others may focus on brand value or convenience. Therefore, treating college students as a homogeneous group may not provide accurate marketing insights. This highlights the need for consumer segmentation based on behavioural characteristics.<\/p>\n<p class=\"MsoNormal\">This study aims to identify the underlying factors influencing online shopping behaviour among college students using Factor Analysis and to classify students into distinct segments using Cluster Analysis. The findings of this research will help marketers and e-commerce platforms design targeted strategies tailored to specific student segments, thereby improving customer satisfaction and marketing effectiveness.<\/p>\n<p class=\"MsoNormal\"><b>\u00a0<\/b><\/p>\n<p class=\"MsoNormal\"><b>Objectives of the Study<\/b><\/p>\n<p class=\"MsoNormal\">The main objectives of the study are:<\/p>\n<p class=\"MsoNormal\">1.\u00a0\u00a0\u00a0\u00a0\u00a0To examine the online shopping behaviour of college students.<\/p>\n<p class=\"MsoNormal\">2.\u00a0\u00a0\u00a0\u00a0\u00a0To identify the key factors influencing online purchase decisions using Factor Analysis.<\/p>\n<p class=\"MsoNormal\">3.\u00a0\u00a0\u00a0\u00a0\u00a0To reduce multiple behavioural variables into meaningful underlying dimensions.<\/p>\n<p class=\"MsoNormal\">4.\u00a0\u00a0\u00a0\u00a0\u00a0To segment college students into distinct groups based on their online shopping behaviour using Cluster Analysis.<\/p>\n<p class=\"MsoNormal\">5.\u00a0\u00a0\u00a0\u00a0\u00a0To analyze the demographic profile of each identified segment.<\/p>\n<p class=\"MsoNormal\">6.\u00a0\u00a0\u00a0\u00a0\u00a0To provide managerial implications for e-commerce platforms targeting the student market.<\/p>\n<p class=\"MsoNormal\"><b>Data Collection Type:<\/b><\/p>\n<p class=\"MsoNormal\">1.\u00a0\u00a0\u00a0\u00a0\u00a0Factor Analysis<\/p>\n<p class=\"MsoNormal\">2.\u00a0\u00a0\u00a0\u00a0\u00a0Cluster Analysis<\/p>\n<p class=\"MsoNormal\"><b>\u00a0<\/b><\/p>\n<p class=\"MsoNormal\"><b>Data Analysis:<\/b><\/p>\n<p class=\"MsoNormal\">1.\u00a0\u00a0\u00a0\u00a0\u00a0Factor Analysis<\/p>\n<p class=\"MsoNormal\">\u00b7\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0KMO and Bartlett&#8217;s Test<\/p>\n<p class=\"MsoNormal\">\u00b7\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0Variance Explained<\/p>\n<p class=\"MsoNormal\">\u00b7\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0Coefficient Matrice<\/p>\n<p class=\"MsoNormal\">2.\u00a0\u00a0\u00a0\u00a0\u00a0Cluster Analysis<\/p>\n<p class=\"MsoNormal\">\u00b7\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0Cluster<\/p>\n<p class=\"MsoNormal\">\u00b7\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0Method<\/p>\n<p class=\"MsoNormal\">\u00b7\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0Table of Member<\/p>\n<div style=\"color: #000000;font-size: medium\">\n<table class=\"pivot\" style=\"color: #264a60;font-family: sans-serif;font-size: 12pt\" data-rows=\"1,0,3,1,0,1\" data-cols=\"0,6\" data-heights=\"26,0,57,20,20\" data-widths=\"0,408\" data-curcounts=\"1,6\" data-cursizess=\"1,6\">\n<caption style=\"padding: 1pt 8pt 6pt 6pt;color: #010205;font-weight: bold;vertical-align: middle;font-size: 14pt\" title=\"a. Average Linkage (Between Groups)\">Case Processing Summary<sup>a<\/sup><\/caption>\n<thead>\n<tr>\n<th style=\"font-weight: normal\" colspan=\"5\">Cases<\/th>\n<\/tr>\n<tr>\n<th style=\"font-weight: normal;border-right: 1px solid #e0e0e0\" colspan=\"2\">Valid<\/th>\n<th style=\"font-weight: normal;border-right: 1px solid #e0e0e0\" colspan=\"2\">Missing<\/th>\n<th style=\"font-weight: normal\">Total<\/th>\n<\/tr>\n<tr>\n<th style=\"font-weight: normal;border-right: 1px solid #e0e0e0\">N<\/th>\n<th style=\"font-weight: normal;border-right: 1px solid #e0e0e0\">Percent<\/th>\n<th style=\"font-weight: normal;border-right: 1px solid #e0e0e0\">N<\/th>\n<th style=\"font-weight: normal;border-right: 1px solid #e0e0e0\">Percent<\/th>\n<th style=\"font-weight: normal;border-right: 1px solid #e0e0e0\">N<\/th>\n<th style=\"font-weight: normal\">Percent<\/th>\n<\/tr>\n<\/thead>\n<tbody style=\"border-width: 1px;border-style: none none solid;border-color: #152935\" data-rect=\"0,0,0,5\">\n<tr style=\"border-top: 1px solid #152935\">\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935;min-width: 68px\">73<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;min-width: 68px\">100.0<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;min-width: 68px\">0<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;min-width: 68px\">.0<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;min-width: 68px\">73<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;min-width: 68px\">100.0<\/td>\n<\/tr>\n<\/tbody>\n<tfoot>\n<tr>\n<td style=\"padding: 2pt 18pt 3pt;color: #010205;vertical-align: top\" colspan=\"6\">a. Average Linkage (Between Groups)<\/td>\n<\/tr>\n<\/tfoot>\n<\/table>\n<p><img decoding=\"async\" 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\" alt=\"\" \/><\/p>\n<div>\n<table class=\"pivot\" style=\"color: #264a60;font-family: sans-serif;font-size: 12pt\" data-rows=\"1,0,2,12,0,0\" data-cols=\"1,2\" data-heights=\"24,0,38,525,0\" data-widths=\"164,300\" data-curcounts=\"12,2\" data-cursizess=\"12,2\">\n<caption style=\"padding: 1pt 8pt 6pt 6pt;color: #010205;font-weight: bold;vertical-align: middle;font-size: 14pt\">Initial Cluster Centers<\/caption>\n<thead>\n<tr>\n<th class=\"cornerLabels\" style=\"padding: 3pt 8pt 1pt 6pt;vertical-align: bottom;text-align: left;font-weight: normal;border-right: 1px solid #e0e0e0\" rowspan=\"2\">\u00a0<\/th>\n<th style=\"font-weight: normal\">Cluster<\/th>\n<\/tr>\n<tr>\n<th style=\"font-weight: normal;border-right: 1px solid #e0e0e0\">1<\/th>\n<th style=\"font-weight: normal\">2<\/th>\n<\/tr>\n<\/thead>\n<tbody style=\"border-width: 1px;border-style: none none solid;border-color: #152935\" data-rect=\"0,11,0,1\">\n<tr style=\"border-top: 1px solid #152935\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left;min-width: 164px\">Icomparepricesacrossmultiplewebsitesbeforemakingapurcha<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935;min-width: 68px\">5<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;min-width: 68px\">1<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Discountsandpromotionaloffersstronglyinfluencemypurchase<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">5<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">1<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Itrustonlinereviewsandratingsbeforebuyingaproduct<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">5<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">1<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Iamconcernedaboutproductqualitywhenshoppingonline<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">5<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">1<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ipreferonlineshoppingbecauseitsavestime<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">5<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">1<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Fastdeliveryisanimportantfactorinmypurchasedecision<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">5<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">1<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Socialmediaadvertisementsinfluencemyonlinepurchases<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">5<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">1<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Influencerrecommendationsaffectmybuyingdecisions<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">5<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">1<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">IpreferdigitalpaymentmethodsUPIcardswalletsovercash<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">5<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">1<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Easyreturnandrefundpoliciesinfluencemychoiceofplatform<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">5<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">1<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ifrequentlyshoponlineduringsaleseasons<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">5<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">1<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ipreferbuyingbrandedproductswhenshoppingonline<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">5<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">1<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<div>\n<table class=\"pivot\" style=\"color: #264a60;font-family: sans-serif;font-size: 12pt\" data-rows=\"1,0,2,2,0,1\" data-cols=\"1,2\" data-heights=\"26,0,38,40,125\" data-widths=\"58,220\" data-curcounts=\"2,2\" data-cursizess=\"2,2\">\n<caption style=\"padding: 1pt 8pt 6pt 6pt;color: #010205;font-weight: bold;vertical-align: middle;font-size: 14pt\" title=\"a. Convergence achieved due to no or small change in cluster centers. The maximum absolute coordinate change for any center is .000. The current iteration is 2. The minimum distance between initial centers is 13.856.\">Iteration History<sup>a<\/sup><\/caption>\n<thead>\n<tr>\n<th class=\"cornerLabels\" style=\"padding: 3pt 8pt 1pt 6pt;vertical-align: bottom;text-align: left;font-weight: normal;border-right: 1px solid #e0e0e0\" rowspan=\"2\">Iteration<\/th>\n<th style=\"font-weight: normal\">Change in Cluster Centers<\/th>\n<\/tr>\n<tr>\n<th style=\"font-weight: normal;border-right: 1px solid #e0e0e0\">1<\/th>\n<th style=\"font-weight: normal\">2<\/th>\n<\/tr>\n<\/thead>\n<tbody style=\"border-width: 1px;border-style: none none solid;border-color: #152935\" data-rect=\"0,1,0,1\">\n<tr style=\"border-top: 1px solid #152935\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left;min-width: 58px\">1<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935;min-width: 81px\">3.331<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;min-width: 81px\">3.359<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">2<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.000<\/td>\n<\/tr>\n<\/tbody>\n<tfoot>\n<tr>\n<td style=\"padding: 2pt 18pt 3pt;color: #010205;vertical-align: top\" colspan=\"3\">\n<p>a. Convergence achieved due to no or small change in cluster centers. The maximum absolute coordinate change for any center is .000. The current iteration is 2. The minimum distance between initial centers is 13.856.<\/p>\n<p>\u00a0<\/p>\n<div style=\"color: #000000;font-size: medium\">\n<table class=\"pivot\" style=\"color: #264a60;font-size: 12pt\" data-rows=\"1,0,2,12,0,0\" data-cols=\"1,2\" data-heights=\"24,0,38,525,0\" data-widths=\"164,300\" data-curcounts=\"12,2\" data-cursizess=\"12,2\">\n<caption style=\"padding: 1pt 8pt 6pt 6pt;color: #010205;font-weight: bold;vertical-align: middle;font-size: 14pt\">Final Cluster Centers<\/caption>\n<thead>\n<tr>\n<th class=\"cornerLabels\" style=\"padding: 3pt 8pt 1pt 6pt;vertical-align: bottom;text-align: left;font-weight: normal;border-right: 1px solid #e0e0e0\" rowspan=\"2\">\u00a0<\/th>\n<th style=\"font-weight: normal\">Cluster<\/th>\n<\/tr>\n<tr>\n<th style=\"font-weight: normal;border-right: 1px solid #e0e0e0\">1<\/th>\n<th style=\"font-weight: normal\">2<\/th>\n<\/tr>\n<\/thead>\n<tbody style=\"border-width: 1px;border-style: none none solid;border-color: #152935\" data-rect=\"0,11,0,1\">\n<tr style=\"border-top: 1px solid #152935\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left;min-width: 164px\">Icomparepricesacrossmultiplewebsitesbeforemakingapurcha<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935;min-width: 68px\">4<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;min-width: 68px\">2<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Discountsandpromotionaloffersstronglyinfluencemypurchase<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">4<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">2<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Itrustonlinereviewsandratingsbeforebuyingaproduct<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">4<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">2<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Iamconcernedaboutproductqualitywhenshoppingonline<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">4<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">1<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ipreferonlineshoppingbecauseitsavestime<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">4<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">3<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Fastdeliveryisanimportantfactorinmypurchasedecision<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">4<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">1<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Socialmediaadvertisementsinfluencemyonlinepurchases<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">4<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">2<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Influencerrecommendationsaffectmybuyingdecisions<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">4<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">2<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">IpreferdigitalpaymentmethodsUPIcardswalletsovercash<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">4<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">2<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Easyreturnandrefundpoliciesinfluencemychoiceofplatform<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">4<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">3<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ifrequentlyshoponlineduringsaleseasons<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">4<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">2<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ipreferbuyingbrandedproductswhenshoppingonline<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">4<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">2<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/div>\n<\/td>\n<\/tr>\n<\/tfoot>\n<\/table>\n<\/div>\n<div>\n<table class=\"pivot\" style=\"color: #264a60;font-family: sans-serif;font-size: 12pt;height: 1761px\" width=\"5002\" data-rows=\"1,0,2,12,1,0\" data-cols=\"1,6\" data-heights=\"24,0,38,525,47\" data-widths=\"164,610\" data-curcounts=\"12,6\" data-cursizess=\"12,6\">\n<caption style=\"padding: 1pt 8pt 6pt 6pt;color: #010205;font-weight: bold;vertical-align: middle;font-size: 14pt\">ANOVA<\/caption>\n<thead>\n<tr>\n<th class=\"cornerLabels\" style=\"padding: 3pt 8pt 1pt 6pt;vertical-align: bottom;text-align: left;font-weight: normal;border-right: 1px solid #e0e0e0\" rowspan=\"2\">\u00a0<\/th>\n<th style=\"font-weight: normal;border-right: 1px solid #e0e0e0\" colspan=\"2\">Cluster<\/th>\n<th style=\"font-weight: normal;border-right: 1px solid #e0e0e0\" colspan=\"2\">Error<\/th>\n<th style=\"font-weight: normal;border-right: 1px solid #e0e0e0\" rowspan=\"2\">F<\/th>\n<th style=\"font-weight: normal\" rowspan=\"2\">Sig.<\/th>\n<\/tr>\n<tr>\n<th style=\"font-weight: normal;border-right: 1px solid #e0e0e0\">Mean Square<\/th>\n<th style=\"font-weight: normal;border-right: 1px solid #e0e0e0\">df<\/th>\n<th style=\"font-weight: normal;border-right: 1px solid #e0e0e0\">Mean Square<\/th>\n<th style=\"font-weight: normal\">df<\/th>\n<\/tr>\n<\/thead>\n<tbody style=\"border-width: 1px;border-style: none none solid;border-color: #152935\" data-rect=\"0,11,0,5\">\n<tr style=\"border-top: 1px solid #152935\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left;min-width: 164px\">Icomparepricesacrossmultiplewebsitesbeforemakingapurcha<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935;min-width: 87px\">37.327<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;min-width: 68px\">1<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;min-width: 87px\">1.207<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;min-width: 68px\">71<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;min-width: 68px\">30.919<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;min-width: 68px\">&lt;.001<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Discountsandpromotionaloffersstronglyinfluencemypurchase<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">26.647<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">1<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">1.047<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">71<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">25.460<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">&lt;.001<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Itrustonlinereviewsandratingsbeforebuyingaproduct<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">34.649<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">1<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">.779<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">71<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">44.488<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">&lt;.001<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Iamconcernedaboutproductqualitywhenshoppingonline<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">60.802<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">1<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">.746<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">71<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">81.486<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">&lt;.001<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ipreferonlineshoppingbecauseitsavestime<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">7.295<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">1<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">1.302<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">71<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">5.602<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.021<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Fastdeliveryisanimportantfactorinmypurchasedecision<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">57.041<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">1<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">.774<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">71<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">73.690<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">&lt;.001<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Socialmediaadvertisementsinfluencemyonlinepurchases<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">31.334<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">1<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">.890<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">71<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">35.209<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">&lt;.001<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Influencerrecommendationsaffectmybuyingdecisions<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">20.035<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">1<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">1.298<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">71<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">15.440<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">&lt;.001<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">IpreferdigitalpaymentmethodsUPIcardswalletsovercash<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">30.728<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">1<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">1.023<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">71<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">30.044<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">&lt;.001<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Easyreturnandrefundpoliciesinfluencemychoiceofplatform<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">21.372<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">1<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">.840<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">71<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">25.431<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">&lt;.001<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ifrequentlyshoponlineduringsaleseasons<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">27.669<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">1<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">.978<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">71<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">28.284<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">&lt;.001<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ipreferbuyingbrandedproductswhenshoppingonline<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0;border-left: 1px none #152935\">30.127<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">1<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">.927<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">71<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right: 1px solid #e0e0e0\">32.499<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">&lt;.001<\/td>\n<\/tr>\n<\/tbody>\n<tfoot>\n<tr>\n<td class=\"caption\" style=\"padding: 2pt 18pt 3pt;color: #010205;vertical-align: top\" colspan=\"7\">\n<p>The F tests should be used only for descriptive purposes because the clusters have been chosen to maximize the differences among cases in different clusters. The observed significance levels are not corrected for this and thus cannot be interpreted as tests of the hypothesis that the cluster means are equal.<\/p>\n<p>\u00a0<\/p>\n<div style=\"color: #000000;font-size: medium\">\n<table class=\"pivot\" style=\"color: #264a60;font-size: 12pt\" data-rows=\"1,0,0,4,0,0\" data-cols=\"2,1\" data-heights=\"41,0,0,80,0\" data-widths=\"103,171\" data-curcounts=\"4,1\" data-cursizess=\"4,1\">\n<caption style=\"padding: 1pt 8pt 6pt 6pt;color: #010205;font-weight: bold;vertical-align: middle;font-size: 14pt\">Number of Cases in each Cluster<\/caption>\n<tbody style=\"border-width: 1px;border-style: none none solid;border-color: #152935\" data-rect=\"0,3,0,0\">\n<tr style=\"border-top: 1px solid #152935\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left;min-width: 54px\" rowspan=\"2\">Cluster<\/th>\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left;min-width: 49px\">1<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-left: 1px none #152935;min-width: 68px\">66.000<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">2<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-left: 1px none #152935\">7.000<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\" colspan=\"2\">Valid<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-left: 1px none #152935\">73.000<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\" colspan=\"2\">Missing<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-left: 1px none #152935\">.000<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<div>\u00a0<\/div>\n<\/div>\n<div>\n<div style=\"color: #000000;font-size: medium\">\n<table class=\"pivot\" style=\"color: #264a60;font-size: 12pt\" data-rows=\"1,0,0,4,0,0\" data-cols=\"2,1\" data-heights=\"24,0,0,80,0\" data-widths=\"306,374\" data-curcounts=\"4,1\" data-cursizess=\"4,1\">\n<caption style=\"padding: 1pt 8pt 6pt 6pt;color: #010205;font-weight: bold;vertical-align: middle;font-size: 14pt\">KMO and Bartlett&#8217;s Test<\/caption>\n<thead><\/thead>\n<tbody style=\"border-width: 1px;border-style: none none solid;border-color: #152935\" data-rect=\"0,3,0,0\">\n<tr style=\"border-top: 1px solid #152935\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\" colspan=\"2\">Kaiser-Meyer-Olkin Measure of Sampling Adequacy.<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-left-style: none;border-left-color: #152935;min-width: 68px\">.863<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left;min-width: 157px\" rowspan=\"3\">Bartlett&#8217;s Test of Sphericity<\/th>\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left;min-width: 149px\">Approx. Chi-Square<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-left-style: none;border-left-color: #152935\">484.609<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">df<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-left-style: none;border-left-color: #152935\">66<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Sig.<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-left-style: none;border-left-color: #152935\">&lt;.001<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<div>\n<table class=\"pivot\" style=\"color: #264a60;font-size: 12pt\" data-rows=\"1,0,1,12,1,0\" data-cols=\"1,2\" data-heights=\"24,0,20,525,17\" data-widths=\"164,300\" data-curcounts=\"12,2\" data-cursizess=\"12,2\">\n<caption style=\"padding: 1pt 8pt 6pt 6pt;color: #010205;font-weight: bold;vertical-align: middle;font-size: 14pt\">Communalities<\/caption>\n<thead>\n<tr>\n<th class=\"cornerLabels\" style=\"padding: 3pt 8pt 1pt 6pt;vertical-align: bottom;text-align: left;font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Initial<\/th>\n<th style=\"font-weight: normal\">Extraction<\/th>\n<\/tr>\n<\/thead>\n<tbody style=\"border-width: 1px;border-style: none none solid;border-color: #152935\" data-rect=\"0,11,0,1\">\n<tr style=\"border-top: 1px solid #152935\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left;min-width: 164px\">Icomparepricesacrossmultiplewebsitesbeforemakingapurcha<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935;min-width: 68px\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;min-width: 68px\">.812<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Discountsandpromotionaloffersstronglyinfluencemypurchase<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.797<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Itrustonlinereviewsandratingsbeforebuyingaproduct<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.677<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Iamconcernedaboutproductqualitywhenshoppingonline<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.752<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ipreferonlineshoppingbecauseitsavestime<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.515<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Fastdeliveryisanimportantfactorinmypurchasedecision<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.761<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Socialmediaadvertisementsinfluencemyonlinepurchases<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.764<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Influencerrecommendationsaffectmybuyingdecisions<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.471<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">IpreferdigitalpaymentmethodsUPIcardswalletsovercash<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.619<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Easyreturnandrefundpoliciesinfluencemychoiceofplatform<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.789<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ifrequentlyshoponlineduringsaleseasons<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.724<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ipreferbuyingbrandedproductswhenshoppingonline<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.652<\/td>\n<\/tr>\n<\/tbody>\n<tfoot>\n<tr>\n<td class=\"caption\" style=\"padding: 2pt 18pt 3pt;color: #010205;vertical-align: top\" colspan=\"3\">Extraction Method: Principal Component Analysis.<\/td>\n<\/tr>\n<\/tfoot>\n<\/table>\n<div>\n<table class=\"pivot\" style=\"color: #264a60;font-size: 12pt\" data-rows=\"1,0,2,12,1,0\" data-cols=\"1,6\" data-heights=\"24,0,38,240,17\" data-widths=\"79,579\" data-curcounts=\"12,6\" data-cursizess=\"12,6\">\n<caption style=\"padding: 1pt 8pt 6pt 6pt;color: #010205;font-weight: bold;vertical-align: middle;font-size: 14pt\">Total Variance Explained<\/caption>\n<thead>\n<tr>\n<th class=\"cornerLabels\" style=\"padding: 3pt 8pt 1pt 6pt;vertical-align: bottom;text-align: left;font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\" rowspan=\"2\">Component<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\" colspan=\"3\">Initial Eigenvalues<\/th>\n<th style=\"font-weight: normal\" colspan=\"2\">Extraction Sums of Squared Loadings<\/th>\n<\/tr>\n<tr>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Total<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">% of Variance<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Cumulative %<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Total<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">% of Variance<\/th>\n<th style=\"font-weight: normal\">Cumulative %<\/th>\n<\/tr>\n<\/thead>\n<tbody style=\"border-width: 1px;border-style: none none solid;border-color: #152935\" data-rect=\"0,11,0,5\">\n<tr style=\"border-top: 1px solid #152935\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left;min-width: 79px\">1<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935;min-width: 68px\">6.222<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 89px\">51.852<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 90px\">51.852<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 74px\">6.222<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 89px\">51.852<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;min-width: 90px\">51.852<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">2<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">1.096<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">9.131<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">60.983<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.096<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">9.131<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">60.983<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">3<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">1.015<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">8.456<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">69.439<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.015<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">8.456<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">69.439<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">4<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.783<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">6.524<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">75.963<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">\u00a0<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">5<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.680<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">5.664<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">81.626<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">\u00a0<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">6<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.435<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">3.627<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">85.253<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">\u00a0<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">7<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.424<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">3.536<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">88.790<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">\u00a0<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">8<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.352<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">2.937<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">91.727<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">\u00a0<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">9<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.326<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">2.720<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">94.447<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">\u00a0<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">10<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.307<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">2.560<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">97.007<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">\u00a0<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">11<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.220<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.834<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">98.841<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">\u00a0<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">12<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.139<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.159<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">100.000<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/td>\n<td class=\" hal\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">\u00a0<\/td>\n<\/tr>\n<\/tbody>\n<tfoot>\n<tr>\n<td class=\"caption\" style=\"padding: 2pt 18pt 3pt;color: #010205;vertical-align: top\" colspan=\"7\">Extraction Method: Principal Component Analysis.<\/td>\n<\/tr>\n<\/tfoot>\n<\/table>\n<div>\n<table class=\"pivot\" style=\"color: #264a60;font-size: 12pt\" data-rows=\"1,0,2,12,1,1\" data-cols=\"1,3\" data-heights=\"26,0,38,525,37\" data-widths=\"164,368\" data-curcounts=\"12,3\" data-cursizess=\"12,3\">\n<caption style=\"padding: 1pt 8pt 6pt 6pt;color: #010205;font-weight: bold;vertical-align: middle;font-size: 14pt\" title=\"a. 3 components extracted.\">Component Matrix<sup>a<\/sup><\/caption>\n<thead>\n<tr>\n<th class=\"cornerLabels\" style=\"padding: 3pt 8pt 1pt 6pt;vertical-align: bottom;text-align: left;font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\" rowspan=\"2\">\u00a0<\/th>\n<th style=\"font-weight: normal\" colspan=\"2\">Component<\/th>\n<\/tr>\n<tr>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">1<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">2<\/th>\n<th style=\"font-weight: normal\">3<\/th>\n<\/tr>\n<\/thead>\n<tbody style=\"border-width: 1px;border-style: none none solid;border-color: #152935\" data-rect=\"0,11,0,2\">\n<tr style=\"border-top: 1px solid #152935\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left;min-width: 164px\">Icomparepricesacrossmultiplewebsitesbeforemakingapurcha<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935;min-width: 68px\">.602<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 68px\">.186<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;min-width: 68px\">.644<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Discountsandpromotionaloffersstronglyinfluencemypurchase<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.613<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.453<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.465<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Itrustonlinereviewsandratingsbeforebuyingaproduct<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.774<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.275<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.049<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Iamconcernedaboutproductqualitywhenshoppingonline<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.758<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.318<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.277<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ipreferonlineshoppingbecauseitsavestime<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.628<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.337<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.081<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Fastdeliveryisanimportantfactorinmypurchasedecision<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.807<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.261<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.203<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Socialmediaadvertisementsinfluencemyonlinepurchases<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.779<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.394<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.043<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Influencerrecommendationsaffectmybuyingdecisions<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.678<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.073<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.077<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">IpreferdigitalpaymentmethodsUPIcardswalletsovercash<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.710<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.333<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.068<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Easyreturnandrefundpoliciesinfluencemychoiceofplatform<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.719<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.371<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.365<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ifrequentlyshoponlineduringsaleseasons<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.738<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.295<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.304<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ipreferbuyingbrandedproductswhenshoppingonline<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.796<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.036<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.133<\/td>\n<\/tr>\n<\/tbody>\n<tfoot>\n<tr>\n<td class=\"caption\" style=\"padding: 2pt 18pt 3pt;color: #010205;vertical-align: top\" colspan=\"4\">Extraction Method: Principal Component Analysis.<\/td>\n<\/tr>\n<tr>\n<td style=\"padding: 2pt 18pt 3pt;color: #010205;vertical-align: top\" colspan=\"4\">a. 3 components extracted.<\/td>\n<\/tr>\n<\/tfoot>\n<\/table>\n<p>\u00a0<\/p>\n<\/div>\n<\/div>\n<\/div>\n<div>\n<table class=\"pivot\" style=\"color: #264a60;font-size: 12pt\" data-rows=\"1,0,1,24,0,1\" data-cols=\"2,12\" data-heights=\"24,0,79,1050,20\" data-widths=\"302,1478\" data-curcounts=\"24,12\" data-cursizess=\"24,12\">\n<caption style=\"padding: 1pt 8pt 6pt 6pt;color: #010205;font-weight: bold;vertical-align: middle;font-size: 14pt\">Anti-image Matrices<\/caption>\n<thead>\n<tr>\n<th class=\"cornerLabels\" style=\"padding: 3pt 8pt 1pt 6pt;vertical-align: bottom;text-align: left;font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\" colspan=\"2\">\u00a0<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Icomparepricesacrossmultiplewebsitesbeforemakingapurcha<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Discountsandpromotionaloffersstronglyinfluencemypurchase<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Itrustonlinereviewsandratingsbeforebuyingaproduct<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Iamconcernedaboutproductqualitywhenshoppingonline<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Ipreferonlineshoppingbecauseitsavestime<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Fastdeliveryisanimportantfactorinmypurchasedecision<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Socialmediaadvertisementsinfluencemyonlinepurchases<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Influencerrecommendationsaffectmybuyingdecisions<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">IpreferdigitalpaymentmethodsUPIcardswalletsovercash<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Easyreturnandrefundpoliciesinfluencemychoiceofplatform<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Ifrequentlyshoponlineduringsaleseasons<\/th>\n<th style=\"font-weight: normal\">Ipreferbuyingbrandedproductswhenshoppingonline<\/th>\n<\/tr>\n<\/thead>\n<tbody style=\"border-width: 1px;border-style: none none solid;border-color: #152935\" data-rect=\"0,23,0,11\">\n<tr style=\"border-top: 1px solid #152935\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left;min-width: 138px\" rowspan=\"12\">Anti-image Covariance<\/th>\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left;min-width: 164px\">Icomparepricesacrossmultiplewebsitesbeforemakingapurcha<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935;min-width: 98px\">.473<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">-.251<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">-.025<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.082<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.028<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">-.118<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">-.025<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.121<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">-.015<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">-.117<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;min-width: 98px\">.013<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Discountsandpromotionaloffersstronglyinfluencemypurchase<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">-.251<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.489<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.032<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.086<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.043<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.061<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.037<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.131<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.029<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.036<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.009<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.039<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Itrustonlinereviewsandratingsbeforebuyingaproduct<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">-.025<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.032<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.348<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.090<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.014<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.066<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.139<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.001<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.087<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.058<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.072<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.015<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Iamconcernedaboutproductqualitywhenshoppingonline<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.082<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.086<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.090<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.279<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.074<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.151<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.023<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.099<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.005<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.109<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.052<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.031<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ipreferonlineshoppingbecauseitsavestime<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.028<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.043<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.014<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.074<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.574<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.041<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.097<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.020<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.162<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.064<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.001<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.037<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Fastdeliveryisanimportantfactorinmypurchasedecision<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">-.118<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.061<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.066<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.151<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.041<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.274<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.044<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.115<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.054<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.042<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.049<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.031<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Socialmediaadvertisementsinfluencemyonlinepurchases<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">-.025<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.037<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.139<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.023<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.097<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.044<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.342<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.047<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.006<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.055<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.077<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.080<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Influencerrecommendationsaffectmybuyingdecisions<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.121<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.131<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.001<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.099<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.020<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.115<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.047<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.473<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.046<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.080<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.103<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.083<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">IpreferdigitalpaymentmethodsUPIcardswalletsovercash<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">-.015<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.029<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.087<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.005<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.162<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.054<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.006<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.046<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.492<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.021<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.084<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.005<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Easyreturnandrefundpoliciesinfluencemychoiceofplatform<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.036<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.058<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.109<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.064<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.042<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.055<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.080<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.021<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.407<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.073<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.064<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ifrequentlyshoponlineduringsaleseasons<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">-.117<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.009<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.072<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.052<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.001<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.049<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.077<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.103<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.084<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.073<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.412<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.031<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ipreferbuyingbrandedproductswhenshoppingonline<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.013<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.039<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.015<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.031<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.037<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.031<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.080<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.083<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.005<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.064<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.031<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.420<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\" rowspan=\"12\">Anti-image Correlation<\/th>\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Icomparepricesacrossmultiplewebsitesbeforemakingapurcha<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\" title=\"a. Measures of Sampling Adequacy(MSA)\">.756<sup>a<\/sup><\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.523<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.063<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.225<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.054<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.327<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.062<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.257<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.031<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.001<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.265<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.029<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Discountsandpromotionaloffersstronglyinfluencemypurchase<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">-.523<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\" title=\"a. Measures of Sampling Adequacy(MSA)\">.799<sup>a<\/sup><\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.077<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.233<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.081<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.167<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.090<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.273<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.059<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.080<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.019<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.086<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Itrustonlinereviewsandratingsbeforebuyingaproduct<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">-.063<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.077<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\" title=\"a. Measures of Sampling Adequacy(MSA)\">.879<sup>a<\/sup><\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.289<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.032<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.213<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.403<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.002<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.211<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.154<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.191<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.039<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Iamconcernedaboutproductqualitywhenshoppingonline<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.225<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.233<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.289<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\" title=\"a. Measures of Sampling Adequacy(MSA)\">.797<sup>a<\/sup><\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.186<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.547<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.076<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.272<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.012<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.323<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.153<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.089<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ipreferonlineshoppingbecauseitsavestime<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.054<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.081<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.032<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.186<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\" title=\"a. Measures of Sampling Adequacy(MSA)\">.896<sup>a<\/sup><\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.104<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.218<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.038<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.304<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.133<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.002<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.076<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Fastdeliveryisanimportantfactorinmypurchasedecision<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">-.327<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.167<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.213<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.547<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.104<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\" title=\"a. Measures of Sampling Adequacy(MSA)\">.827<sup>a<\/sup><\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.144<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.320<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.148<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.125<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.146<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.091<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Socialmediaadvertisementsinfluencemyonlinepurchases<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">-.062<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.090<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.403<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.076<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.218<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.144<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\" title=\"a. Measures of Sampling Adequacy(MSA)\">.891<sup>a<\/sup><\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.116<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.016<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.147<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.206<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.210<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Influencerrecommendationsaffectmybuyingdecisions<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.257<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.273<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.002<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.272<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.038<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.320<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.116<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\" title=\"a. Measures of Sampling Adequacy(MSA)\">.828<sup>a<\/sup><\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.095<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.182<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.233<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.186<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">IpreferdigitalpaymentmethodsUPIcardswalletsovercash<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">-.031<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.059<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.211<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.012<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.304<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.148<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.016<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.095<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\" title=\"a. Measures of Sampling Adequacy(MSA)\">.921<sup>a<\/sup><\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.047<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.185<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.011<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Easyreturnandrefundpoliciesinfluencemychoiceofplatform<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">-.001<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.080<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.154<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.323<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.133<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.125<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.147<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.182<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.047<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\" title=\"a. Measures of Sampling Adequacy(MSA)\">.902<sup>a<\/sup><\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.179<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.154<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ifrequentlyshoponlineduringsaleseasons<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">-.265<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.019<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.191<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.153<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.002<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.146<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.206<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.233<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.185<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.179<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\" title=\"a. Measures of Sampling Adequacy(MSA)\">.894<sup>a<\/sup><\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">-.075<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ipreferbuyingbrandedproductswhenshoppingonline<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.029<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.086<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.039<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.089<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.076<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.091<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.210<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.186<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.011<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.154<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">-.075<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\" title=\"a. Measures of Sampling Adequacy(MSA)\">.957<sup>a<\/sup><\/td>\n<\/tr>\n<\/tbody>\n<tfoot>\n<tr>\n<td style=\"padding: 2pt 18pt 3pt;color: #010205;vertical-align: top\" colspan=\"14\">a. Measures of Sampling Adequacy(MSA)<\/td>\n<\/tr>\n<\/tfoot>\n<\/table>\n<\/div>\n<\/div>\n<\/div>\n<div style=\"color: #000000;font-size: medium\">\n<div>\n<div>\n<table class=\"pivot\" style=\"color: #264a60;font-size: 12pt\" data-rows=\"1,0,1,12,0,0\" data-cols=\"2,12\" data-heights=\"24,0,79,525,0\" data-widths=\"239,1415\" data-curcounts=\"12,12\" data-cursizess=\"12,12\">\n<caption style=\"padding: 1pt 8pt 6pt 6pt;color: #010205;font-weight: bold;vertical-align: middle;font-size: 14pt\">Correlation Matrix<\/caption>\n<thead>\n<tr>\n<th class=\"cornerLabels\" style=\"padding: 3pt 8pt 1pt 6pt;vertical-align: bottom;text-align: left;font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\" colspan=\"2\">\u00a0<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Icomparepricesacrossmultiplewebsitesbeforemakingapurcha<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Discountsandpromotionaloffersstronglyinfluencemypurchase<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Itrustonlinereviewsandratingsbeforebuyingaproduct<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Iamconcernedaboutproductqualitywhenshoppingonline<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Ipreferonlineshoppingbecauseitsavestime<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Fastdeliveryisanimportantfactorinmypurchasedecision<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Socialmediaadvertisementsinfluencemyonlinepurchases<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Influencerrecommendationsaffectmybuyingdecisions<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">IpreferdigitalpaymentmethodsUPIcardswalletsovercash<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Easyreturnandrefundpoliciesinfluencemychoiceofplatform<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Ifrequentlyshoponlineduringsaleseasons<\/th>\n<th style=\"font-weight: normal\">Ipreferbuyingbrandedproductswhenshoppingonline<\/th>\n<\/tr>\n<\/thead>\n<tbody style=\"border-width: 1px;border-style: none none solid;border-color: #152935\" data-rect=\"0,11,0,11\">\n<tr style=\"border-top: 1px solid #152935\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left;min-width: 75px\" rowspan=\"12\">Correlation<\/th>\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left;min-width: 164px\">Icomparepricesacrossmultiplewebsitesbeforemakingapurcha<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935;min-width: 98px\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.602<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.385<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.347<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.286<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.469<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.411<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.272<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.367<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.310<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.504<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;min-width: 98px\">.373<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Discountsandpromotionaloffersstronglyinfluencemypurchase<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.602<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.330<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.446<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.293<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.433<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.320<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.440<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.282<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.430<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.411<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.441<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Itrustonlinereviewsandratingsbeforebuyingaproduct<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.385<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.330<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.592<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.416<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.488<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.699<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.408<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.588<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.497<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.629<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.559<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Iamconcernedaboutproductqualitywhenshoppingonline<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.347<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.446<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.592<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.298<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.744<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.452<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.379<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.474<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.687<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.452<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.573<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ipreferonlineshoppingbecauseitsavestime<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.286<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.293<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.416<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.298<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.445<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.532<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.413<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.537<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.393<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.401<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.464<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Fastdeliveryisanimportantfactorinmypurchasedecision<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.469<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.433<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.488<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.744<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.445<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.535<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.553<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.521<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.651<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.441<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.617<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Socialmediaadvertisementsinfluencemyonlinepurchases<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.411<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.320<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.699<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.452<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.532<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.535<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.508<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.546<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.385<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.645<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.614<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Influencerrecommendationsaffectmybuyingdecisions<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.272<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.440<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.408<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.379<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.413<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.553<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.508<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.345<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.483<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.476<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.578<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">IpreferdigitalpaymentmethodsUPIcardswalletsovercash<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.367<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.282<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.588<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.474<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.537<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.521<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.546<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.345<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.432<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.537<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.469<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Easyreturnandrefundpoliciesinfluencemychoiceofplatform<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.310<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.430<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.497<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.687<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.393<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.651<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.385<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.483<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.432<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.325<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.572<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ifrequentlyshoponlineduringsaleseasons<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.504<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.411<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.629<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.452<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.401<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.441<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.645<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.476<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.537<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.325<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.000<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.526<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ipreferbuyingbrandedproductswhenshoppingonline<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.373<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.441<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.559<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.573<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.464<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.617<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.614<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.578<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.469<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.572<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.526<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">1.000<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/div>\n<table class=\"pivot\" style=\"color: #264a60;font-size: 12pt\" data-rows=\"1,0,1,12,0,0\" data-cols=\"1,12\" data-heights=\"24,0,79,525,0\" data-widths=\"164,1340\" data-curcounts=\"12,12\" data-cursizess=\"12,12\">\n<caption style=\"padding: 1pt 8pt 6pt 6pt;color: #010205;font-weight: bold;vertical-align: middle;font-size: 14pt\">Covariance Matrix<\/caption>\n<thead>\n<tr>\n<th class=\"cornerLabels\" style=\"padding: 3pt 8pt 1pt 6pt;vertical-align: bottom;text-align: left;font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">\u00a0<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Icomparepricesacrossmultiplewebsitesbeforemakingapurcha<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Discountsandpromotionaloffersstronglyinfluencemypurchase<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Itrustonlinereviewsandratingsbeforebuyingaproduct<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Iamconcernedaboutproductqualitywhenshoppingonline<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Ipreferonlineshoppingbecauseitsavestime<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Fastdeliveryisanimportantfactorinmypurchasedecision<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Socialmediaadvertisementsinfluencemyonlinepurchases<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Influencerrecommendationsaffectmybuyingdecisions<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">IpreferdigitalpaymentmethodsUPIcardswalletsovercash<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Easyreturnandrefundpoliciesinfluencemychoiceofplatform<\/th>\n<th style=\"font-weight: normal;border-right-style: solid;border-right-color: #e0e0e0\">Ifrequentlyshoponlineduringsaleseasons<\/th>\n<th style=\"font-weight: normal\">Ipreferbuyingbrandedproductswhenshoppingonline<\/th>\n<\/tr>\n<\/thead>\n<tbody style=\"border-width: 1px;border-style: none none solid;border-color: #152935\" data-rect=\"0,11,0,11\">\n<tr style=\"border-top: 1px solid #152935\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left;min-width: 164px\">Icomparepricesacrossmultiplewebsitesbeforemakingapurcha<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935;min-width: 98px\">1.709<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.932<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.563<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.570<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.439<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.764<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.616<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.443<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.576<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.430<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;min-width: 98px\">.766<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;min-width: 98px\">.563<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Discountsandpromotionaloffersstronglyinfluencemypurchase<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.932<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.402<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.436<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.665<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.408<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.639<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.434<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.650<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.400<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.540<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.565<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.603<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Itrustonlinereviewsandratingsbeforebuyingaproduct<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.563<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.436<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.249<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.832<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.547<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.681<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.895<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.568<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.787<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.590<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.816<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.721<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Iamconcernedaboutproductqualitywhenshoppingonline<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.570<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.665<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.832<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.580<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.441<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.167<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.651<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.595<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.714<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.916<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.661<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.832<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ipreferonlineshoppingbecauseitsavestime<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.439<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.408<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.547<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.441<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.385<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.653<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.718<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.607<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.757<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.491<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.548<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.630<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Fastdeliveryisanimportantfactorinmypurchasedecision<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.764<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.639<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.681<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.167<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.653<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.556<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.764<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.861<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.778<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.861<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.639<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.889<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Socialmediaadvertisementsinfluencemyonlinepurchases<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.616<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.434<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.895<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.651<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.718<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.764<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.313<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.727<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.750<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.467<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.858<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.812<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Influencerrecommendationsaffectmybuyingdecisions<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.443<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.650<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.568<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.595<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.607<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.861<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.727<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.558<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.516<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.640<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.691<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.832<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">IpreferdigitalpaymentmethodsUPIcardswalletsovercash<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.576<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.400<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.787<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.714<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.757<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.778<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.750<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.516<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.435<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.549<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.747<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.649<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Easyreturnandrefundpoliciesinfluencemychoiceofplatform<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.430<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.540<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.590<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.916<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.491<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.861<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.467<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.640<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.549<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.126<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.401<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.701<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ifrequentlyshoponlineduringsaleseasons<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.766<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.565<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.816<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.661<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.548<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.639<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.858<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.691<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.747<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.401<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">1.349<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">.705<\/td>\n<\/tr>\n<tr style=\"border-top: 1px solid #aeaeae\">\n<th style=\"font-weight: normal;background-color: #e0e0e0;padding: 3pt 8pt 2pt 6pt;vertical-align: top;text-align: left\">Ipreferbuyingbrandedproductswhenshoppingonline<\/th>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0;border-left-style: none;border-left-color: #152935\">.563<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.603<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.721<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.832<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.630<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.889<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.812<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.832<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.649<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.701<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top;border-right-style: solid;border-right-color: #e0e0e0\">.705<\/td>\n<td class=\" har\" style=\"background-color: #f9f9fb;padding: 3pt 8pt 2pt 6pt;color: #010205;vertical-align: top\">1.333<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/div>\n<\/div>\n<p>\u00a0<\/p>\n<\/td>\n<\/tr>\n<\/tfoot>\n<\/table>\n<\/div>\n<\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Title: &#8211;\u00a0Consumer Segmentation Based on Online Shopping Behaviour Among College Students Authors: \u00a0 Vinayak Garg Bhavika Khemani Divyansh Chechani \u00a0 Introduction The rapid growth of e-commerce has significantly transformed the purchasing behaviour of consumers, especially among young adults and college students. With the increasing penetration of the internet, smartphones, and digital payment systems, online shopping&hellip; <a class=\"more-link\" href=\"http:\/\/www.sachdevajk.in\/?p=24460\">Continue reading <span class=\"screen-reader-text\">Consumer Segmentation Based on Online Shopping Behaviour Among College Students<\/span><\/a><\/p>\n","protected":false},"author":140187,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-24460","post","type-post","status-publish","format-standard","hentry","category-uncategorized","entry"],"_links":{"self":[{"href":"http:\/\/www.sachdevajk.in\/index.php?rest_route=\/wp\/v2\/posts\/24460","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/www.sachdevajk.in\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.sachdevajk.in\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.sachdevajk.in\/index.php?rest_route=\/wp\/v2\/users\/140187"}],"replies":[{"embeddable":true,"href":"http:\/\/www.sachdevajk.in\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=24460"}],"version-history":[{"count":1,"href":"http:\/\/www.sachdevajk.in\/index.php?rest_route=\/wp\/v2\/posts\/24460\/revisions"}],"predecessor-version":[{"id":24461,"href":"http:\/\/www.sachdevajk.in\/index.php?rest_route=\/wp\/v2\/posts\/24460\/revisions\/24461"}],"wp:attachment":[{"href":"http:\/\/www.sachdevajk.in\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=24460"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.sachdevajk.in\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=24460"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.sachdevajk.in\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=24460"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}