Retail
April 6, 2026
Will affluent and wealthy shoppers increase their spend in 2026?
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iazL05lNjIiWlwq4VG9ivrn1TEFQdcoW44L6e+YOhCMmA2kIbuvhUepcqsHjQxSdtFFtKj4czLdscpweWhjlGlPtVIy6Wn41GATAjb10lmcgmCcT2CUT6QdQcREHjNG2XsprDYqjuHLlU\/4L08pKFUct784+bBWTxgMgtUdFQJ4SeKnfEENyd3NFrGc7ij8uhZxV9Bz6yXHUD\/h0xD8TlA6U1J9lF9QIIH8FsJiIfAR0IxvkA1Hn+0FAxbX4bHBXvGAeqXofRwbGeiAgQ\/Zwh2qJUhFpj16iIoB6qPA0Nszn\/H1GrBYx2ewlP3kDUO8UxeSwIu2KoiqrXL9YvB246zKqzzwl6Pvla4EGWdggEaHBlWf9FeVhKz0jxy\/jbbr6ukuRrkzvKwdHVESkuimB6z9zKZH8ahUQlVFMV3\/+5gv\/74PvNZ2nfL4aUg1cOntbws8kffM87xtm0I8sq0DgrRcWruvd2YdXzV3FpT3bkhhk9g2HfyjVoMpelaxCEZjnE7Y2fJe0nwphpHpM3MQC+tmYqMqllroJ3hYoRh\/p2tVaNQ2k9zEr10z8GLrhAM\/QAcYatYu\/3uOfcxjo1afwri9rR\/JESY86nHAU\/gY8mz+4s2qRarhltmzjPhd4dy1JVxJbR05H0dw1RQ1Xx106VtmhM47BtKNUwDxpsCWcmucTDgLdm+2ges5SWxKv4hHyjNpUmzP9tO320FQN0qv176Y6Mblu7PMi0aIFL7wB1gH9j1Rb3sVNlnhEfWD5PRQ40rcMwnACE+f\/sKMCGe8k68fjXQT75zKNzezXjB+RYgHFxridzQcMmZAmwtwRdR3hccRykS4+tEts80nsJMfq1LOTCswu\/QpuJkT1CW9KdWYBaII4J1guGiARt6sXBEYLY682IG90uS1sc6yDHx\/h6YsvxKZr5UK6tNMhQ+wslCZVKRifCkGlvDV7RuwqUDFx1O3x9K9n951LWUcXGKTCIWcvU7P7udA2B1i77C6gcRhQ2Dc23zQhxID9a3Do3uJJi8ODwPUjlkVh\/9oLqLE8oOw7CX7HUviDJECFmc7T5A0qY\/OSo2k\/2c\/ch4gK53PPAv6yDgWtjMxKhsMEyAZqU+q2oOuIbQMbyDr0ewSd45KRAHzTVLNkmGB04a\/YSlo3hsQFpjQUFxqKz5WX2MxMAZyL0mAg7G2FJD74HIV9xAa4lMMX+ck38KwySYFT32qp6J0QtAFv4vllEu6o5OAB4d6kO0J1xW7jYpqU6J1emHfReWLcrN\/6C7A2MovBD4BHEy4RLjtiRkwSVfpJzCsrsCAkB6EBt\/vc4AODEeooDEpbtMnokA59feJ+vPQuJHZ6vSkYIsdrQjW4IqJa2R+aP\/fjfn63uMdA\/Xnw8OiVpXo2S46\/pXakaK1JzByRWaPuXcg3LnAanftAPklrChVYkhPd+tCH80KOsc9bWIvqgzcRRageBFozSSrBgev3MQpsVxmQ0McWYkyRKf+vckVb2DcmKjUS\/S10WV9URzcgtBavQU6XwZ2CiUsQUDP6lsgEXgABTnIWRGU7VZUMYOiq8RCBlHvebelLiSTeCxNJQhmiziFzogkWdqnXA347Q5Ul4+Zamj8XIw20g020tOyb13btM0iEl2eBN6TaFSJ8n68OgQv1tTZfMr+8rmBAPf4uPzEdCdh+Te1\/UbJwBf15fxg+qtAxIPtfpn24XkVjYDn+wGRxrIgXoIVuC0w\/4t8Ti85bgCxplaQ5b\/KWINLkRwiUM2EXqWjxd1qF9m7IwzL5+dFfs0NZldkjgOT4LQKyzLHnIeGSeDF3frcqXseYiIGBPJmaqU9tWqphgLD7nJlBvzafhaqjKbzb\/sFkBIfGY2NuxsIFqeqSLXUFXgPVA5uLMivH5RnRDsLhjpzNbGQQnUJbBFvzP7TSX+s1B+jlLs\/+26gcUGQkdCooDMc+8Gg1l7u3T\/LDCY50n89NjqoqdTeQgsLvOp1uXBpDPoAGWYmtAl5pncMlEE71891BXJabVCMdoCwWipKhXf3HvuDst1asH9OMp4GnAu2h1hxmHFlsjSOqMDNS8JUmK6g+G54RLXeJ\/SSXizvGHxz3TAmhr0tz9sHRicv+qeSFA1maGazDYk1q4U3EzBP1dYSkD5n0cCBu0AqErJiH5T7fwMzkBfTqSy++bJbucwFgGMlnVL4vpFQecuGZDvc2UovWXZh3iFIeO\/zyLZlanrccZE7SfSj5s5AjAUwIx1eMyvEtK1JKT4gIRJx4RLZcefPWwiXPd\/y8TNK\/4tT6rKmvurrlDvxlBqrHT2FkHBj58Y0PEpd2vH+tJnILv1sMwAav5WybEp+O0YmvXI0T2CTdRf+MDz6nBb1n5rCk5rSB7SqkU2+7WSD90tH6\/aY\/Xzd4gN6BlnNuc0ZQOvZAVul9znEZAoay1vxeWXtJIY3Vu40kElKlUyRU6VT\/krizDY36\/WKclt6DzJzzyyDjFInKkgpqClv4XWznMg3A8WdKiJEoEAhIYDd838HsWIIBf\/8B\/uBV+6pAqIW9THUM5\/NSsU37QFzignl30hzjvCEfHT9xcEAaVSR\/9UIgOljmSXHUFF7ZuZZCCpUuKi\/f\/wUCHQorggL84pqMzHY36hJjPVZkB3AoTM+hrXdIfKA2+TzERlavawj0YL3XrfiNtrWKIA35dwHs98toKW3Q6qODk+HLSbtExSe2y2elp2txhAjl2g6GcD6nQnnMUrilD7CXbvQaNIlzQnprQsxqv14qEWgmpFdPaLc+kfQyH6HodFF6icjyOC8jKXLHp\/P6cys+ipmxRDdbXdAlinM8QvMCV7VhbDVVRlK6IMu44k8grEY7E\/aDSD2\/meuEtvho8mldUhHJfjFp4pOLw0inkY+sw+Av8dQKvt5IHyQLSFNBRCHa7Gjpyb9hoOR6bl\/u3ncgzLrtuFGoDNUeC\/TnWLISemZaGIIDWzIB+MU9yUZGjQHy19MlkjUs3aee2VA9Vw7cvmyP06ZUEKrbMk1wVUnjKBpyYxU\/6eHbfwlS+SmfLjQlIj9xCBm0sI1\/rjnGuFdy9jRpFLlVjSbUSaBgZalhE+nvXetEZLbrXnGqqjAQxv+ycPQsCh5Qh4F+zHDzC2WmIk3CQLh6M3NROyftVzOT9FoG07XvRXvkUq9u4jrbEVyz4AC3U62SatjazzGBL8QdvVKb5qRSv5SS5C6UmY8Zm1LjaN9o+NIu1Dj+X\/KjRJx\/QYneUxMPZz+0XNq3B3o9a3qCjBatn1o6u9s3ZHiZt4bb\/FjLNhghH5dpprpqqI6azDP66jSsqpjSQIofkbn5JwG9pz+g2N3kpkVJRirLg\/BQzmHBxepwoztSyZwq3WIntVyAWT6M9Du+eIq4D57Xj0Lk\/8aFbZWtySjwHs3r3+2kOS0giYTQNObXKvpnqN8\/WXsJQTNnq02L7pnk4\/Nf3cRbVqNtnYEex3RFQxNrKwjfOOWLmrCZ0C3gEiCevM0Rj3PYJXDvFQueVp6r12FbozSGIEm9Agzc8M0M3CzZAxu4ylHNM\/JcgI+N+gN94FyZO6QrKv2kqKnkCzrnKo4E1eslCE+dUarejP5Ib0JdjD3q+dzHwMW\/rdnFvSip8DS3OE00PYighVRb9Rr5we9DGFGGGmeuawRkco1RAm\/sxTINvl7etZ0fTsWr2p3OoKVFF7D+qoevtE\/iL4wg15e7YlOmysy2VMXTxIaXmkeWz1mCA2A6y6tqcD5\/oej9XX2rB76e+4WeqW9Phy1LJLPcSa4+lP\/H3PWJvd+vkfg3fRgGCyT6itoHLpcrX2g4gxRDVoXRtFKkrdj1ND7yAf0idndXZc3\/Ckruy50s+Jv76ExpVfRXrgxvkvVwK33F01PdWrnt83ND8zpdd+FtspQHZ1j9YrIRyyW8B1XxXSxsrQk+DkbvMdqlrnO96wjtVtALGfJvSxiy4YnSF5s9NqcBPwdEhti6IRMacLNHoWTu1lvxuuya7H1lUaZYySbt+1SJ9m5apYTMebatt\/34tHetNZXkmbQv5gC2IH4k2ODWObRJ8OS4ZTFMBLbvTZbmEo8F74yaMX5e6KHg8etnzIjGRYpRf+N+a3NAG4SQwjxl3643Ji5py9+BV0wkGDnjk5lo66SuCtFHDY+f3i3L+JUV4YWL9iCNE8Qq\/RqBNchpO8ypkvGdhlyY+FVT9SYNky2mr1m\/PB4V0k8Yf4SUP92tSW8H\/wEOwoqEkvzjlpKfO\/pZLciIVg1PIVBcbtvOS+5yOGCiCdzmSnln32xyQu7l+vH8GjASnLa17I2fp1mc\/uFbT9ePgiQYdd9I0MzK7161RRKPhCKc9pLGz1+OFv3BhYY32Qy6JqTPg4i8pm\/QguYMTRs1+q2TpkziSzEiukTDIr6t96Lykw9qxS48+9GVB9xS2rAhtyv5BfCQjoeq+fejgGkYVtKqTIcXGADnKBz2Nh0ruiyEFWwvz4P3eCa\/I7MfWEOGECeBcqFUYc\/7tee30rP7Ym93uZCuXCV6boqCJ9T6ZAHZ2y2LmSt6F1XtNfEfUv3lhdX3vmSjiJnMCfU37befRCCaC05X0MD3vwXS1vqkLty6ThZsPA8WprbCpefCyuRu1FKK4xI+VChn2J2UClP4mCCznObTGaOPQn2E4i1tOSRImF3XNtJaT+OaAowBrbfM6Scu\/FATpw8+ug1shn9S0e4U\/LMVK5YFTlv1aMthiPeVqfpwd6\/JGsN59ocx9haycvMJWL5jmSXQuS42pr41tE6IJ3QlkNy73E4CBVI9A6NlWewI\/qo9UmEaglxPjDP\/Mr+nbexSbvOMp7yFY43+0gYDDJbas+WSmj1xZpr+tk4NxCXu7g5uuN6COImAXwqgEhrmD6JxrX4u5aDDTqT10ClmWRlf3rvoSHgJFQd1QWadQpTJvOZ+0KDeIVWpOtnV7ROFopJJpH1A6bSHLY+tx+PdQ\/fVz8COx4vzBPxVPomgtTQl1afdpdKmHcH3TbajyOsd+hhqavC0cq9s5a\/vNHbjyTT+41LtDZsSbdlroSn2oQ00J4WuCQ8asLGPlkC3saBgfcybTc0V6GZMgo9LytXb6KsZ8Tp5LurryE7L3x47SkVO3heN3sys1lTcs\/sqeTuKlk4OURUMIqhZfvX9JngjmovAXdjadTyu3Iw\/IxRNkOVX3UhSH6iOh4wkkOhF5qdOoM\/VD1XzmBUmT0\/r0vxd7XmvO5Ifc6oVIslQ+TU6cDw+hQB44VxANMTLmdVO7ujx73uqW+\/QQREO+WmFTFlW+qERzMiqCKxQI58c7bUhMx18D5mdMQPkeSYPbMejHOCdtS84GeszVuVrAH92aR4slDpoPmTlHvUe9JvdtlkUZEl+qp4Uog\/GYOIIGVpdCa1S5n+KZ0OCefaQZ89aPX0uA+NsVKFKVlxKYL27pNt83dub59TpytxwUcAnXS+1RucTmuxUWI3BRkJrCdSG6\/oszQGtgl++UVxKZmGl20c4EOoxd3FtZRgrTxeLTtFm18fJK0EycgQde\/p182REyjLFUrpTMjETjzL1MhO\/+xbjmbCKzJVx2dz7qIrKYxVbR\/CJYf3hcaYvTgw7WuWeDJEw0\/m74pBSUmAHvf1IxmHNvK8bcQwTlX8XaqOQv+bSjcAtIG7k8+f6aTPBEEgIw3f5KsQKn5cSNVVExbFDJ+QdFnePy0ZqQlXPH5R7HMwsPqtj37dEYFVuIrtK2KQ2r\/M2DQNB4E2qNK5cpO9\/nIIfGNVavcFpBwiSHmNICZTIoYts8VWbR49OURneeo+4D2kFn+OEduLqTrbxOQR9a+Ak3clFWzILmd8Hpe3V9YTp7rzgU1eGns1A1HgfQSZXotEb72nitswP4EVasJYJAKqZkSFWHzAXXzK\/fOqAnHdCzosQsVROH9fNcNIyTCHHtFi2Ov+Pc\/pcCafhVpqe+UKtpW1bO60+8+mk7Dv3AaajBUI\/\/kxiBCZuv5HrFJB9k3U3VKeohAw722EI282f56Ollk4T1BfTWY0FQ3+IsmCKiNNF5aK5oA+PEK52pQ+9REeDYkoeNUtzVnmqETVrCEm+sFxk15DgXILx4ZO2JD8FGAPnsw61jHSGmM09Yof6tFZp82vriFC882XhpMln6LLejniuuHjaBEspBy+VvTES5WXSn0DWB3qrvMp8edEHdc9jYiyGbOI9+IZbgQLECzGTC2GBpiD1\/fXKwyktBN3V5rrCNEnbH8VDh5Le4AXv9eC28va10Sfa2xUPKpNpEYFrJLco52OZ3Hh4d6wT1KogpPQ0mrhkmT+XXK2TFnAXHABD9NfMBINdKb\/JNsKEtVgmQDaG+bmoknM61mvU26qAb8y10gtmTzBlZgo3Zpi2BRQm9yIIlc5PLxs3BwmsCHQGJRtjNqu11NvEaAa34jdEXyg7ZSK1F4URDOsBBJbadjoub2xkUju0WvRRNXDhtFGUebrRM7K7dMVKnK54Xf6mO8drYDR3bxqxbnRzJfZe7yq8JwcglHPjSxmJ6JyjdWqnyZlsYCQcT0ngM7GCzroiXMdVBuUyaj5ElVHc0gBvZUu3nr+y1KZNagYgt5BPpyAIB+nAAWy+SoJLsXaoiQfoQwUPLD3X43bFEBa0Mxrgu+iS1c\/CM7xEYctcpmnOqAIl9vfLtFnepX8li5DKY5UMty4QpNetdwkxvXGxLnPYdtVqtBctRqvEHo4midOpLYrAJSJf9T1Q54ChwQ8mVk8cXQH+xTfUPeff0E=","iv":"f228cce1ecfdc0d76f46e1493c07ca25","s":"9c10834713574772"}
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