{"id":777,"date":"2025-12-10T10:09:13","date_gmt":"2025-12-10T13:09:13","guid":{"rendered":"https:\/\/grupostrategi.com.br\/blog\/?p=777"},"modified":"2025-12-10T10:12:47","modified_gmt":"2025-12-10T13:12:47","slug":"iva-dual-brasil-cbs-ibs-guia","status":"publish","type":"post","link":"https:\/\/grupostrategi.com.br\/blog\/iva-dual-brasil-cbs-ibs-guia\/","title":{"rendered":"IVA Dual Brasil: Entenda CBS e IBS em 5 Minutos (Guia)"},"content":{"rendered":"<p><!-- ESTILOS GLOBAIS DE TIPOGRAFIA --><\/p>\n<p>&nbsp;<\/p>\n<div style=\"background: linear-gradient(135deg, #2d5858 0%, #326666 100%); padding: 30px; border-radius: 12px; margin: 0 0 30px 0; border-left: 5px solid #2d5858; font-family: 'Inter', sans-serif;\">\n<p style=\"color: #fff; font-size: 20px; font-weight: bold; margin: 0 0 15px 0; font-family: 'Inter', sans-serif;\">\ud83d\udca1 O CORA\u00c7\u00c3O DA REFORMA TRIBUT\u00c1RIA<\/p>\n<p style=\"color: #fff; font-size: 17px; margin: 0; font-weight: 400; line-height: 1.8; font-family: 'Inter', sans-serif;\">Voc\u00ea provavelmente j\u00e1 ouviu falar em &#8220;IVA&#8221;, mas o que exatamente \u00e9 o <strong style=\"font-weight: bold; color: #bd9d81;\">IVA dual Brasil<\/strong> que a Reforma Tribut\u00e1ria est\u00e1 implementando? Se voc\u00ea, como a maioria dos empres\u00e1rios, ainda tem d\u00favidas sobre o que significam as siglas CBS e IBS, este guia \u00e9 para voc\u00ea. Entender o <strong style=\"font-weight: bold; color: #bd9d81;\">IVA dual Brasil<\/strong> \u00e9 uma necessidade estrat\u00e9gica para planejar o futuro do seu neg\u00f3cio.<\/p>\n<\/div>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 17px; color: #6b7280; line-height: 1.8;\">A partir de <strong style=\"font-weight: bold; color: #bd9d81;\">2026<\/strong>, o novo modelo de <strong style=\"color: #2d5858; font-weight: 600;\">imposto valor agregado Brasil<\/strong> substituir\u00e1 5 tributos atuais (PIS, COFINS, IPI, ICMS e ISS), prometendo simplificar e dar mais transpar\u00eancia ao sistema. Vamos desmistificar o <strong style=\"color: #2d5858; font-weight: 600;\">IVA dual Brasil<\/strong> de uma vez por todas.<\/p>\n<p><!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><br \/>\n<!-- SE\u00c7\u00c3O 1: O QUE \u00c9 IVA? --><br \/>\n<!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><\/p>\n<h2 style=\"font-family: 'Inter', sans-serif; font-size: 32px; font-weight: 800; color: #2d5858; margin-top: 40px; margin-bottom: 20px;\">O que \u00e9 o IVA (Imposto sobre Valor Agregado)?<\/h2>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 17px; color: #6b7280; line-height: 1.8;\">Antes de mais nada, o IVA \u00e9 um imposto cobrado sobre o &#8220;valor agregado&#8221; em cada etapa da cadeia de produ\u00e7\u00e3o e consumo. Diferente do sistema atual, onde impostos s\u00e3o cobrados em cascata (um sobre o outro), o IVA permite que a empresa recupere o imposto pago na compra de insumos. O imposto final \u00e9 pago apenas pelo consumidor, tornando o sistema mais justo e eficiente.<\/p>\n<p><!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><br \/>\n<!-- SE\u00c7\u00c3O 2: POR QUE IVA DUAL? --><br \/>\n<!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><\/p>\n<h2 style=\"font-family: 'Inter', sans-serif; font-size: 32px; font-weight: 800; color: #2d5858; margin-top: 40px; margin-bottom: 20px;\">Por que o Brasil Adotou o IVA Dual?<\/h2>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 17px; color: #6b7280; line-height: 1.8;\">O Brasil optou por um modelo &#8220;Dual&#8221; por conta da sua complexidade federativa. Em vez de um \u00fanico IVA nacional, teremos dois impostos que comp\u00f5em o <strong style=\"color: #2d5858; font-weight: 600;\">IVA dual Brasil<\/strong>:<\/p>\n<ol style=\"font-family: 'Inter', sans-serif; font-size: 17px; color: #6b7280; line-height: 1.8; padding-left: 20px;\">\n<li style=\"margin-bottom: 10px;\"><strong style=\"color: #2d5858; font-weight: 600;\">CBS (Contribui\u00e7\u00e3o Social sobre Bens e Servi\u00e7os):<\/strong> Gerenciado pelo Governo Federal.<\/li>\n<li style=\"margin-bottom: 10px;\"><strong style=\"color: #2d5858; font-weight: 600;\">IBS (Imposto sobre Bens e Servi\u00e7os):<\/strong> Gerenciado pelos Estados e Munic\u00edpios.<\/li>\n<\/ol>\n<p><!-- IMAGEM 1 --><\/p>\n<figure style=\"margin: 30px 0; text-align: center;\"><img decoding=\"async\" style=\"max-width: 100%; height: auto; border-radius: 8px; box-shadow: 0 4px 15px rgba(0,0,0,0.1);\" 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2IRIVSwWe3qnaqb40g56eXvS11fwqCN9HSfv6DB11+QR1dAFgH\/5Yb394t+Q1He\/eQupY438LNt3sCC8Y1S7fBn8SU1lGJMcRCt5nkYw1U7RIg0M1nPSEdiFasGCwIsGzlXBdPBwlXETszJohdw+j4iCBb6lb3+aGxQzSPGC5tOLBTDzwFkM4oVtoyAQfXpHsulb48r2MMg8QVuCT9RbPcTgD2XL+HJsvx2pOFYCs3PAhzd\/xKfFG6Bp9dPpgwf3LLfNvub+ITAdt1cb\/LAPPwqFwiMJLKsU8dfnYA5bQ406bZxGsxDVHYQor5sr1C\/L+MEueODZQLEeW1E0Fr8w\/Pnp1ZZ2CSZKi1NpL30OGlSraIkA3tMRxAMW\/PUdbJk7JyFEj6jpGZDccbdBmdSkLkxXuYrKKzEn5NiAjOEroge2g1nP5SpNRm6L5U4MTIa22wkBrgPZNw27xJvHwe7OB4npV7QWr\/XwertHzuVHCueQRORIOOQ+sG0yGyxGMI6h+NMiTNnEY9loDO+kNvlhtSnEjmNjpCAEPdVuWN5vzQ9eDbnhVKkGrUtErFcmcaEFzfq7hILbVbq9AZR1xWgmIBTq2DU3DsdECnN2Z15SksMCidWuOjTD9Abv2W8fEBMsMaaDtoM3zRrEpD1FJQJ9x8Xom3htdX5g1KOhahqEzYLEJLcjrT1UwK8lHoBzMfXCKg+V7NAQQ7efSEGBSxZ3hGp3gxtpQ7SMwRFYHOoUtWI1klB3wVJ6p92WyCo7yrevrse0j5UgtMz2sq1kN\/P7N0E1cpqUbK33ZhhCz0HV6AoFUD\/O9jjOW6Oz7elf\/fNNfkMCsG4xIfCsUwI2unAvdzr7ABe1rycTjz3kih43YGCOV+3kGEpdS+EvWVitrj\/NeiF8pvhfjjB4oUjEuOkLGDIpMQGBVJ43YIUdLi3aJQOjy0mq6A4N1JCfcKPqiZjcQerbQsp+b9okyM9TXABAYdAhPXZ3wCHJu8eQE6zOQ4kI+7828Z3H+Kl0Y+K1roOYKrInxK25GZm+KMpTm1z1S3cjdt9c+xsYKS+riVA2OkCJ94pkQ8Lr72ymWlaorHPZsoxQmUyRWOWyB3s+P1C7dNxBWcGTbbPGJBwAvRP1cXJg+tD2LFoTd4uuYdqCYxILbykF38b2fUlwAAaOVNEh7\/puSKEwXDaThSC7yuaWFpIHIqgdFMY+jJ9raYO10rfHAEIKM2U3LBTpOhlOmHord6ihLr0n92lA7ZXEvuLvgV71yMr+53P9nTCfIMgzgjTBEebFK2n6VK\/TqFy5MlosjJVjTLlKbGEgaKYs2AuCFziLXCCFMBLlSuJlIDFQyPKdgh+5o4+d71uBepRe481bYqwVXdHASTlDUEeo\/FjmlIIzKVog5rIuCG6e77uOH2ImoJ+Z0mjiT7SNaXFbQTxUd6yk4XX1KA4yvOJh71JtfznRlV62UBFo3w8Lg5dneSYhLowVJaXQv8pVgniF8pxyiuR2kefe4NPyWz+OA1x+0CoTt9oX386NBKmCjolGSSdBvoFmYp6AwU0NnW2sYSZRXIWhIa+ws1yCkhU0c7cCq3y2aWxarRw7fAc0ENkEpfkKCjCRIEChoWZRLRloKV0E47ZiNJyIFFWTUxL6esZ+wNAlSfn2hnTszNpqoeyvKuKfrMPiIm3b62Ztp\/DqOkvc+mYq9G2Fu8d6DVY7qqbOgIwz2HxRyrik8MsDYjxl3SVFvYAM363baTlkLMhH6XbGoyyZXsHeZSfaq1UnDEi2cIzsK5rRI6l1RlHfxsTb7dOoxCHaVRaCXfW6yoT1dtALhPqc6\/UJQcoQio7sErPLc0nqemRrrgfAlAM7QgviDkkA8ZdHO+r3SgIA6HLFU1Muh7z7xA2sA7BvaSthCuh27RrQFXM0dp4+KJohtbvfc7niR1cgoVsgf3XHUtNspWO1R4u+mazOvL9edlL\/Nmb+Pys3FU4DtdWf1BmoVGFu5ZwiBI2VtFcnq\/ewWSCjY8S4sDmEoa7heKllhyGFUkDSLtUuffho3GE0fVP8QZRiC3\/ToV7JRZgIKoIErmxbg+4LRDwpm2ypYcGOKzrraKoGK\/3AlIbILpLcZ7sg\/UJK4qmcLErBRm0zb+1AbDaDMr37RPllyU5iMcF8KwbYx55JL7tmC4clIAbHAKbp92RjpFGgsDugGAx9t4nmB\/IazYR8OE\/Bec7eZPGPVeCcjIzV4fM+JVVC5mPGhNYr3Jg853pcsc7TaF60J2VBauLHUYia6BP5\/S4IdGKJ8yft53j8sQvgIAFQl3U9y+5LqQWmfBV4g66lcxHyTba+c1BE\/TY0cCD1hIg6mywHeZtVCQ80YpI5SEb7AdDb2oM2QVRQvaCfIUW70dkW1kq0JOPRqKljna44gsf5YGPHPqAC0DwB0ghl3mslMqagO1BYWyvHxfQPO\/sh\/Z0Emq2WF76S6OdJVOQEb\/tnL+3NAYhgplEpxRQAebEexj04TdvjHxJCD3tCWOj6wfDCshGBiNMfkNP1FWbfFb7CrZ\/Xm5qKNOsuKUzl\/CybeXGmL+UdAQFeeoOgO0Dl4kEvJgH8LJMJRnSK94CUz1ijC\/LroahXU+EEQg8IzVH2y\/L\/O4ymcoZoxAO12OGtufAoUa7IHPtsyqaTNwB6T+0lLdzg1TWEB2eISB+bwCrwO6AX09m1ejXAlBVN\/oSVJoBg29f+uaKNtMCwZElG5c7Z+\/\/VBtsRj1kaNFM\/DKGAFVOBPPINB5reanbCYIXgu2j6XAhAds38h+BNUrfPoFA5dXuSd01lnPTcZYKmht5p8I5KYGcGwKDE4wi\/g+W6zlLQXAQua8jpnI3dMGbbAbAZm3xLX+mUJAzSD09ILeuHzkwYX5YCF0CAZH7HSoC1rB1F8HfqVBMGYOtCh8ozlYZVc4JyMxI4LZZubCvM4wTb3bo1iNhdf545iUUY8xDt9dGPCxBC\/YxuMx1YxnLnAuq6XgcOubv3mTrcWfZFnm7DQ+rRcapo0TUyw\/\/+TU8b2p5aBvpayFebriekN0HXh7jC7mDKYP6\/MBPOVg6\/suwSSRYUugr8MnavqlZFk0JO8dyvbWb9dj6ojbKC4SeoA9CcbSTWheVRI01Q2Ohp\/WNJJNWMKB6mckfyaQTTV4ArIABvXMuidCF3AUGIDpkDkHjF5k2TxaOP488pd8B0woZnUzG9yx5MbPeN54rgHAzzYuT5il50BmbqQR8f51j1hb0MwUV6hbKWZnStY+Ckx\/hvhuYn+vldub5DCaIrLqgBM5kfyOCT1mH2dXz+WjqItWaq8WaNoO8qzzvg1tI6c\/Ty9Y6dNGLP3N0tuck1qVSLv5NZIgJFBMmfL4IDdHWQRuPzjbTOPwBnPHdaZ89eAIS1s4iB6JqY5QGnLfFOXJlURfwGK4IX6H1ZmgB9xxTdG3qx6nrqNgQymr\/YgBScODjUNRs5\/XO6FFQpvwHl5lYpOqlyB7mFs0AQB4dnuYo1K7C0wvN\/wicdRQl8nQ4mVlIPa\/ypEz3By1e\/zV1EZH49tEORa2+J68G8spYWg0dBpnfrZPzgPR0wYVtb0vAw054uFi86vuOLoe+lmOkRDGnn6A1d+PTgyvJarYwkDV8LiYt9PU8T40fjSQGD1YUhwGU4fdmjJFqDOh2phKyY0XqnI0QlEWdFtytdTHNU7tdyNOjHhuj\/FE5KTueuZiTu9vG5Uov1Oy0MjmV0ukIPzsZfOKmhhZ35E+yTZ5E29vjzokoJ6o2pFUn86dmnEfVRDsH17tMH\/4whBTHItK\/m68B3ma6rpRng8d6jQaOR3tZfKmxEFRifDY4LRRAvq3vgDVSs9GUYbXiqKQSNT9GKWTko9wSFOEjWuIpJnwfgdMeHAC8XMsSkcp79smlayVdHXjcjgLuFJUZbRB9k01O+Qv\/5Xhl86XFeIyHVmGeuhxdT\/Fp4HM7kxBDzZ4chm9wqR9x4VXj8XgovASgnEi1KQplFZ7gdHRXpUKzB0E8uObB\/+Bzgj\/mobjnOxtxy999TODcXe665aP5ysA3ou9EqBNFp6uLfa228oJ9UXD1NktYlAgbKF1r8uWOpMnV8tm\/pabRGBKdyUbrRTYEYgBPYOXk5TwdGIJB\/t8DJs2\/2AxT4ESTiXB9n5EDwVLkoM0QvlaLSmkwXTkXj9IsAsQtoaF5afCBqmpSOWVGtn\/sq\/nwWylsuxX\/SYh3JE843+H+BXYyis+I4Y\/OwrYB0mH13U8aXAjL002rjJB8b2V5NckEKPLuLmsY7CVmZ4xySBNOdxTNPo69U7rBQ7xAfr\/ywtPhB7qSNie7wAOB43BKqADYS9sleKJJOeiRVqydozUbw2BJSDcZ+3058p8YL3efu0G9aojuoTp9qUgONk72NZFH3zalyfQ8fjKqpw+LG+RG7BqrcKZjpq6O5xX18pLSfMYze6TRetbaIAr1O7AOj2\/Zw2l35fovNMnSNgyvsvXg7sJuMbsyhRMUQfIklcRuSwn\/XyZsLskPoQhADd6qaVoDo6uFvmbUXddDkmCSgovgiwKzUxCTJlQyw7bk8JIoaoFjcm5XpaRCNktRPDeKX4EVwoEkzjcEyOMEE4AP7\/V7tYOqhEWk+OesoQAR3Fu0V6hyLIbrwyRDZY\/+A\/OHjdz56A1EHo22ZrWtcviNvmGtVqCflOgzAHHubTorbhAEtBD2gOGbaVG14vBIa1g2qj9mcpgdVjPZXzIzak5X5dWbv0yS8RYudYcBiZucSieFrptP+oVnYX7caqM+DUNp5iuaYd20betQ1hMPdQ7nS2Mwi5ya14DI3Z\/5qZkP\/qx8uRf5x+gAwAvHhvNiISwGnyOoSKXrWeS+DLBySt1sDoAYkXmNVVMl13glBDOtGi+AUe3DiNAgZiQoFNsnBgTIRwPmqesdn5sp\/AOBbxOM41HRwyB3IZ2WoQao517pkGm07jMvJPLfT1WUhc01U3NvkeX7BTjp7+tfeGkHvqIRUjY+RcTR2YGqK7qKecX3pojUXQ6CJcgx\/L9s1BIRn3cKJ5u98vrl3Sxqjj4D\/++2O9ZeE11ysXmzgLBFK\/RuDbAdwqlSqEq3sFgScVKEFYLvt1uf0C3hZc8tvMOPRuVO1p8aWwKugkvLnC\/IHQn02VgLwnVcwnzY8ucDxMwvqmbc6d7ksZfWtViOtsO3xdFCTXOWW3IqW5Z+PjAaNWct1tR4+PU80+V8ceJZ\/Wv5RmfNZpDZ3MIOmlFX+CXWym3iX4R2Y3Ew5\/z\/bRVxSDJsZBKZCxiNxcTDtTXqqbBV2ANz2+V8KCVNIB4Xi5eSgiL38\/Nu8CgDX+N0QiAFBLy9Nt7n4BVArhiZXcfYRAT+GqedYV4AL8DkKsTUcZfB13p1MAk4L1w6uoQDBnbzN5Y2Poq4mJkvU8QHOkrxBEnt1HnnpQBcLDffqnZoVaj0TjwVr01qThc8xNrvL5WgvThgGFNgc8iKBVcokDIsLPn4BK1ZV3XvEFVlu5vFACWQGol8PBGPUpY2vh8AEMyMg4U4sue\/4KX50G7jdJnPAkCchCRiEdld89wIEASRlQPqSyrg9HHQuD6dUZOxoRHPzeTwV9sHmvbOXttStDNIr1uQlgls+g+0yLG4Eq4GSDz8lGtnivgOJS36J6+s62jtGKvTPDdUZrH3e94Tn\/O6qv+5XAXU3n7GswT1jwo4Jpx1PLSFHCjdECnPZBLqm3s7ZgLDxMP217DY11nsdtpDfMw66TY5ULDfgDBCmYL\/chNyZuwfYBFqIwdHlOxlp9nxB7ieMF2WNVQQdYNftRo47+Q8XDTZcGMwrBwv3F9Ie1GUBru0YqMoh4HUCNQ8XBkfA3OqTqTrmTf4JHa8ZE60+NSt2v0\/W13nPLJDrJ+Wk6zsbMzFpLGvQWhGqYcN6yEKEBLGUoCH\/Qws7DFIAAXgmJAtGRk0J+CV1nXXzVes+9ZWsJsMz+FFcBp1keD6nBZ4D3KTsSVi7rxkDlP8HYp\/n4GFgb9qj2qqYcBdAAsHuVUhoJKdFpc8js9P22147e9kkifiNj7iKklkGFn89jG6QtkogS5AawPv8rK\/EvJCRR0lGmHEKZj5irUSG00uGDnRBdY\/BNerpvI1hqGfmd+iVDtxdM4l26U3CCd+AoNTKv5Cr1U2UqjfGm+w2C9oHsYXid3PuSxsMCdo9JhGsINhknCalkzYDj9T6lIEg1o4y9DoNU+lr0sN4fkeWvQ1hXhWXL2HQmwAgSyVXLAAax3fouxGaUSJvjXk8LN6+Pjeli4Z7lPTzp25MNGFcoTSG+6xL2JQZMyNIfPsxywBMDBbvBEJbqigMEnwfiZKdW3hi5CBt0Mr8bwZoDHnK79esOt80v4BOSrPuerHVqAiUX7BOEmp6VslgSczfpPqKRh5H+gAlKuXZPVqn2SjrgB8btBT+BRJqldpm75114YhOmJ0eAVewgN3\/SkkHFXiCiwzc8FuuFJLvM8RZNruf3iG0XxL8GAAJA+oZgCW13XobD0j3uvnpugJ+gCHzOjLteyzXNqwrWqivgZrFFXp8jDb7IuMunfdoVRB\/Her6HarsbGDB5imIio5FQbpZJ6wmvEDcLjTP6GoZpM2Z11wANIgbwQxiB0\/k\/epHsymeeiRDxsMCEXeSsUJxmy7DR6YVbfQcXWwf5vbGcVgYjiZMPqQADIKAOCaXU2CaM4A8sBwHip713SadhCDsz1aTHdA5IeAryY7Sbd7nI6ZEAAAAA20WXysewK2APglE1QDy8+g+AmAbIoK5SWl2NCq0+JwJhQ\/Ma\/VD0+H\/phtADvSxoj\/V9khQMCeF4rVAy1rh2OhKhwG7kTmgAZEYbNoHQhIFCbglRJcWgSzYt23PnD70J5ctfaHTEqPURSjXdqv4P5sPHG1iCQTrLUMXBfv6EN3c00+Fua2Q5c9xC3XWFNBS5oDq7XOnPjjFek8VvK1DYtpnTehOFSVER4lJyffokXfq3ZbdzPy6d0n2HJnnTQrVeXhxaGnStlkd7JoDOjEVIo26igAADGvSWzF37qemXUDa3Zi4+Cc5sfumvsJOnLeuQ9QMwET35ntv+\/RnPKUTov5ycuanzYwYBEJ3gZlkrKy0mAMUGoUb0LI6hNjSAxldENN6wCHaLoXbKboKx\/9GgDJYybjpy930AjjzC0gZGKeFHPPENYceoHfCU4d5y\/YQaXFH5jQ+TD4LIuDUvcbEVLRzpb5bYCR4\/UeB58ioPgm65R1oXoPDK8UM7TWylSrg7lwJ\/IwGThF5jE3KfTAc4Klbl2p3egGm7MvBYAAL+roRDrZhwAUlylvZzufHvyGIQygc5sl\/SJdp2qzOikAPmWfSkzbmi\/XzBmMnluBxVDtguF5W\/oghi2X0uSiY79gjptY5jyK0lqCl6cUvNZRGYpaqHVz02ksEqPk84goYUwKqgU3C7E4wbkH3dFgfy72HSE20XM1i19\/0\/GuWz\/CP0bcSyN1XZyEwgdPNO8ocgCwyX4ZiGMU2Aqnsi71Nz5uxsHmwjRDqvPt80igKZGmQdYFCglrFj1IwMdGlwgA\/QZJCFaDqNKLzqDNY6FydnV6Jw0H16dD8uPXfUnQnugc56zKZMCfssbfuczklcVD8JFvBwu7a4exLZaePGG\/oZ2h27xG0CC6GhjVxVZ7TUAym0QXbIw5K\/xiVZfplhSGpyZPnNzmr9jORMB1fiwT5Sou9tkphJG12plfp5MulOlN3+tq+eHB6ExnGBP54nq\/Fnt7q+\/Z4ho7MgGOEW9cDQPfdjZRSXTKGpkxxNyf2TMRqbZnWH08AaT02+JfvuDvZyZzq0YQ89HeRRl+zYNM9OyQA9Tdv\/7wYHBaZzxpMIE+qPev1mAdofk1H3kYTYvxWMmcNBynypyO\/gVTL2mDHWlNdYoxJiFK\/LdaYhlnbJhQOdPHkC7Ldeczvcq3iv0EXIe2lOKJRQWnnQ7QetATtg4DCQtfOIGwUNxY2UogkDI0PvmjkocBBAxBGRnvpQkI7Wdw0mO5WFWXjE2eFOToO0XQDLw0M70q6Ia89C2p6tBRruwAfUrUIlF0yNAGThABaFkTxmp+3n\/2cr4YJUEvjdEsil4AQwivA2rQ2n+r2bGUcDo7txPZvsxV5RBtjnY4MR+cz4VcGCmGJLkm6iA6U9J+JtxrXK2Td3ojUAAw\/Jk19gQHGqRZZH4pnvbCqaoCW4CPvTWtvKqgFeaC\/lkYgrHrC8DK3TT4MjJKA8+xumQXIJkt62CHm67iKgCspfHtLERXsQEBCZRq9PkbDPIzjHqSan48T2V30V6bGCzpgjfMCAWk+0yaF05EhI9O1mUa2DGMQD4FR4QM9mlB9Eh493KbA2cDnePZaJiagcnCxXEv85yA9Kp3lpeohNXxiaxC7gDY+Qeq5mvq0MYvp6CoULYeJUcU7OIVG\/87lSNVkH8jyR6fmPB00ZTG7J8AtuCeUFHsm8H6+GVMLw\/0v9UtadFsJC2mvcLBN2OmPb4Jfo+0FpaglMdIr4zWV0mMDOSI5XPK+34VWECelVk2CIATF8AUtalnw2TBBzLawAPaNhetAjRbcVfGdKqrMlmj8JcLrUprgbhQtda1k4yfRbqcaQywEJvQRSqW6n6JiZxE19r6zAmiJ9mVsKCkRRrkEzyb3WTkO4ep\/\/zuMKxFnq3Svj1C\/GptNC7sloAigMJ\/3dmFNvHIRxC1I415yu5cOkfOSq0KPhUsxT1r0Tlf+XOdmY4jcPbaRYylWMyDm0cfaGQlyQQTHYBiWTclA5Z71uKqT344ElzEadETfmnJ8WQTsa\/lM2\/d6jiIeT1CiwC2EfGjt7QeNjE4y3EKPD6LRbVfoVJI9jXMSg4w8gnSGdraJeXs4AAQ\/GKysgOKePmNZK9USeQJKM7BG1Y\/I+fKNvn0uMlx\/wTRMVUA5PIUqNFbd0NZ+lvIL3IQr4RCQBqfEIkQe5fMhh5qAjsaIAcv6H91QQOUwBPI8uX\/esbUuCsIrLXR3b\/a5EGn4Lmgs0rRkzrZm16vLGYzETTchI8paMObLBp9pPpI\/0gN8GlUcN8fwmYYA2ufYot5V6Wrq2U29xD5peZjZO+CTFDQBnNWqRHcTJM75wECZ+jAz37Jjwm\/LtyWiUlioMmyo8FY+SaS7khsi\/AUKNyhaiAAD0SUOG37B0K54bjCNmz7A+y22ZJGdR4BKZGsevdz86bYG4p\/azx0ALGmVwPSD2gMC7CBHQjPJJrIYYEO5C6HJltOxI+poYJsF+ITZOpq+PWZ5KnBDlwIjDnsiR4LMGyNd91GU2Dw4jApijqwftn5Vx5hiBwkJDg56qP6rYgloMvwqlJSx+iUJJ2L1knAo5jaoZH2UOA1s3bdTHiQRxXYzPst8EA9oSZ4bbCJDfs2oEiw6hBLBJIexGL+SFnZi19vD\/nZerYRxteZlxkABnoJ1F0whenQ0A+q2hoKCP8EiwCY2om5HHKtuEtxkWvLHhGE9qpWPJtvzMcHiOgAE3oWaMoC0u9EaqhIDtMJKLR1ldKJhVlEPMh8A6l+ApK0Qsf5NWC8R7eQWQXc\/Be2AHtCUJCG2pkoacj7P6vAyo1CJ7PxUyxSrWhnoUR8acE1xmhwGI6AXCO+bPKdJZF7fux9DwoiNiPUrGTWav7vATOMNNPL1MBZBocY\/XUJ6dVQBvSs+PJQY\/uMDuMv+Im9IEyIimawkecIpMNV5roQ3IZbB\/LW0ywkln2MQ\/VuR\/afq8GSdAbzsmgWh+D0mBBJKUi9yCe\/0anydEHvtJqjtCC1XlIr927pGB7jQJoHW1onNRU7Q5dCb2ZOKPJdWRqDAhxNH6T0iKU8stxGoah3NEcfyLTRNeEy4ziSblal+MBkepNS2dphD+mI3MGGbVWjxsYUYRr6TLAxYr12J5Pet42bkMQka7rrn5N+5ENJvllbLVrPg4hUCDnh1FKEuXsfiQHWvUSKPTF\/0Bf\/V6AuarEtmGwc2DcvS+sk9B5NzmIfWKh8ThZz3PHD\/8BjnHYrt5J0ouRby42DTIeRP4pS62pALGd9Vu0sLbKpHtA4mGpEcR3VQWOP6aTTe\/CDG\/ZhLEIMI3BIJ2tfXTUvnxFk4Cc\/QfRZ5nR5PQbiHfWKQ4oD\/WvW3cuL\/8qYIiGmw1MJwsWtBFsBp7qgf5U3RACAwa9IBc8Ew7PgN+SfGHd3JjApozARU+6o9gHNbj48FvuDmKKpfTZ4HAQLBBCMT\/HACbHJ8wy80AYula4YtyKLWEYEaDcHXDhORjKZM2WVxBLg6YTdIhqzY1ri9jWB7\/DwxwWNOBg+NvnsDwgdV3wRfY7H5Su1wF5jWqGOSvTL+eyCrYi+IDTVqPeRQ+aKPSp5XDSaYPFf2k+x34g20wyWLZvIY1E34gc3lkFXG01BUwM7DD778tshnhs\/51q\/PxCIi4FGmYrHhZpd6W+45nRGaAuHB3qIfeEtZjcdcJnEvwbqjTVFEVQSBuV02ogA8W70\/aohiCDhNRqVpepntyslWXIJUcuKf6NKA5ipmluwe2Shzeteo2LglPVkLvi5JRwthDgr+mTznuQAOqwtfJlPTPKKbGex+t41JSGuVzmQgTlEVNRlL5QaMlrjskbAVIdc7V2ML9Pp0lOGQioDZoTLIACFF8diwcd6fRekTLIyg0HF25oL9B9KA8FN7YcB31b4fG0cHhhRiZPY3KGH\/zUpkVEohDNQVGplXPTgQfvcTTj8wQ\/Kgk4\/kDLCXlkNZG5HYLrC9qaFO6AiLHCaASABCQLkXtFD+yHglM+s6\/x6EuDwPpyhc3XnDVaeiUtYle0yUDiGVObRlKcJeJDVq57KQTXQ72IaV24WtbGEyCKHHPJ78Sp2xaU+M\/m5ENDFW0+pVhLhULjV7mgiFiHZV+RAfDfu4ZSkljegGVKfdT\/7vVDU0Si\/jB7lH5gzpJLC2z\/8JhdnDxZ0XQxBo41S+ii4ZgtVESgCtuWqrnGQBuO6DULHk9Afog9P9BaNsJWALl+8tXfRkyfVFXtg77Yy7VmUrw7ag0R0STx7WW8KoslpR6a3M+JfmD94XNRCYKNtTLoQFhhV8m7IZjA5Hr\/5E6EBtj+4U6eC7A6g\/acrzxzYyfdj3WHNyI7xBZCEcH2hjgwfVLYX1oRu9j+B3w31bRiRzimEERe3\/+6pAqW6Emarv86tdddlgFG+RAlBdc4qJXSA+vOYF1K8L18mJ23iEhqqp0AcEe3l2IGc8vfuqTwFwsk2h3WTdqtmtkyo+hElujN\/3OHG+yzbQcFZEOMGnUlRgogB4DJwIhaUpsJezNqLKCeCLEJ8f\/Qc1MTzCi9KAdkLoe3+\/7bSC3NAaD0ZylWZZJmkyi3RQCy0D5UGV7enZMNZW1UCafib9kM91XiZABOKNkA3Ko5peiZXA5HcFsoJwM1YPNYqjBdiPSRZrRqFIRWCsbGWg7O3yoTkw5wesY1WAxMyMITjrX\/r8EC3CAIZIp\/MR35\/lM6Hld000n7EwIyO8pru7i66\/WfBuVmCzR2PWr\/wiomRPTq6uzp9k2ruYAvsqe7oQW1QY4sdpSixZXzNB1U4gRIiWrSJj3oBhOZtR7HMXd1C2rehRDMC3N2DaEcouCxcGAdkGe1nW+jaIVr2zSbLfGSY+5OFQSE8KNnuziflxXFQWS8EXstRtPgXWQhbc928aROwXrmGiQSgksyoc2AF3EYtAVb5RblB55l\/CdwiRccZQmxTHwFAqoaWZZOYbgdsA\/l7r0F0Kyrt5WdZ3KcCodyA4Abgc268YoCrZI1hFVXUTK1y3lEQk7XrqbV+kAVi+4T8QuHmKhUvt0Lt9QgL3VoatCkJlqHcJ7yy2ml\/6qgvE3eRd+AqxZ5dhYISUbGz07qpOCLRnDzzyqtF3h7ppe7fxFlgVTEJeSDUjY0jVzd8YAY6Cy\/il6vru\/RAo8bSu55JpquIzG5h8T6J1\/T1VzpquSYOQOZukPq2mGjcAGEITXzyKAseTjNU9JKAj0isHNtulocE\/ADXvWBSSwjZVAWD7Hln\/m9WVSFjX9atPDQxFNczrN2wQ1XXOPTrf78DLMdC7m\/8efP5m5f\/Xf9MFG1TEVAD5q64Femcdu8Z7JF9PZCeIhHTKFo6PgLfIWBqhuZZmeTD9yqyqtYQzb47m2e+SaonAGj+YvDnu3vFyvVkvEqO\/CIywhKxmcpZTRzrWePHmIPylWNpDw2+8\/ReKF48NvLMHzvkuY7OtyvoOBBOWY5Z3xLoH3g5EIUo83FB0cAN\/\/KM4C\/LoawRNewZQGSwHxzCB50o08\/NhKsAFysDpCvPAaG8Zt0FqNPIWJxz8xkDHcGCwkv9zeX58P1JJf3lvOtpMj+7Pla18\/Cii8FBY3jVe8YV5L5\/bweNvPYoDcGOCtTgdqpEmjYK8oxZThanHZbclAxp\/8X12xkjFsILyb0cqBKuzIRzoMgrXj61RtGPpD6u6jbL85B5ec84DUj75v9wBTABgtugLIRfM1HEEs8vckYkEws806uWkZmnJMfYfnVz\/CHO6yMUB2nzmF0R7WU4eGE3js82RjiBI4g+SPf0vp0BcJ78ZlFmZ3GCoRPUopvKgbWKuR5AXLyghDMz0Cm3qirGrInvcOcoA0pbZe8mLxamy6m2\/fNQg4jhNDpriT7tJIRq1WhBn6kS37z5LteoaW3TlaJYVvF8y7kmYS\/hvGPkSnxIWmVFMoAP2kw7tH+pN5HFY\/6ajAEsA12zCppeAFIgBSVU8bdUapsHz4l\/gX2sF4kTlFocAKXrX+5EnymkdeaxO3cGOF5Go8xjyZNZDf5GfabUOAvZQX4INV71Ip2SiEsV\/+CR6zGXLOSpQePZX8uOCjzufmdtqvm36LUThSBAECvz68SMlTACY36EGbl\/\/kaDNi4\/QArLorJTf+kt2HjwsmYuzH08nKNUCcLf2WO0ymKgJto1DQREqrv0x9aGueh27TbRCNo3GJEhBbb4f99qb0zFhATaJo9+gbaTooqIOR3\/BjBm3BGP5ThR1S2GgM33VpcSvfPfOABgSKc0bxyDQWQth+LbI9r1h4fBVNVHO0Bmlw7f17oWk57nTJmiNYLAQBFvGtCuoc41u8jSdd4OiAPlbUX88IVqLMbrRbB1UC0Y6nyqGgTulFZknaH9WNXbI+E1Vr9V4Za1g4XHPhVr4\/ahO\/8TSTl9T4t70octYFKnn\/SnBigfs+Ce4uhqTadTeq5sFajUUHLFbRhhOX7wgI72A6TVxvFbu\/BySTI8KqFfbzMQshYfybJFr7cfE3pzpliWK03y8oWRFf5TF\/VCEBAdzswL4u2yIkOCk3+zKX3hU5\/ZOBM+\/8S5\/16JcdXZ80s4CXzWplJ2gNVgrFN40Og8G9nmwfbsjiAI11T7MBrWmvQQLESnFeBbowvaZ6eSedFP4qAImeefXoawbXT8weLNAZu69sFsVK0k5yWKNw\/A9c8HLxJshr2IL\/JzpEQUdTAEsf3Jjlg1UOJ7MFuIM6r0SpG5IzXpugG7nlM+f3J0LHxgQt1Rqcti+goKKlXbfjBM9U6nVnGsEjfL\/y17BrSdjnyfKPZlmlLPxCDYgKqA3irdy60UKEOX6VnkZS6xNHAsbSLvseTwdnYDROb4rYNtLEykBMh68U3KFqdT4say2qp9MYsyGYGAHhrDd44zTSbaIL3Kxj6xzZOt2ZfeKSStyD9T0SXloVZLwSrX3mVkJosWCTuiUY55xf6CS2nyT0V0mWnSwZbqMYrGB\/6EfEogJB9uDd8izlL+SywHrhjd+K82rkqbUQ9wncdULZeqnUAJst2wACbrOLQWgEU+soNgjJTjqxLH\/8tJ2hiQl+AGSDeKsEG6nIbL4vpHdwyJ\/hfmjkyspW3Rg6nUUPpl6s\/3++w+l6iyWi8+5d47g8LXL4BWypL6jfkmuCQ0WLcnTfdoNjXA8ClEu3SCaY3a7I1+YOvZRPyQVjg94PqlUXODPfhU9Z\/G2qpMuly5BrTBi24Qdj6vifx4uoGodtNSpswrTSG9UdQPxAoBSrKhFOm7\/9nuF0hAZvuczGIuRQeD\/JUitQ\/C09wpB\/cJAJ6X2LtoOuZvtFaPGxLk8SA54bELN9kcIpBvekmdYesQARDBUuMtph8Y690UyBMgAdC0a5xMMgQOrB5jwYMhNz0PqZfpE4ZdGaDm43wAGbTf5\/9ST+VqGMyGorEGb4ct1qsFsU\/gwcq7kigt8WQ5smBOJ5oKKqKrzP6EYtwB8xSRQnsg9RHnj4nZpDnLlAiauEUUsFc+6SKmAGC5AwI\/qxKpKws\/l6z6QrbbGHmNGSvZpUUTg17wPT5qYLY+CKR5kuRCToJEItly+fSdtDz8TmjAN\/YpWXsAu4Cwe2Mk\/EiBOiHKXdDVSLSJI45FtdD7uJACSwixC08vDHcu4oZD1okg0N784cUm\/bXgfJXLmedfQTAGkyW6Qm2FZkAX2drCiA3XI\/UjtKx5A+p3fyxSLPBZe11FIygLZDr39OQNM7VgeA021RtBJ7VI4gWWVyADmVsHX5rAWhOsYUWhVweagS7g6rlHWMIQAQMVDZD8\/V1OwQnyV6jywl9T2PoRcv+KRxC7xxIdH6AIoA\/1OBRUyooaIjEDAABp\/TLV85Yri4h8+3rD8y5ah8nDhUiF4VIeyGqWhPqooBL5VjjwciyMl2GgXCytarBvVBKzNS7KLFgQfxZk5tAFIw+CqYpXA8n+A5kNpHCSdVppqdw3MrspfXTRGUxgJ3lUVkpvfr7d0qxDbxO4OT66m\/sJ0u5QEC+gDcpMxXAbNGUyvm9MSOXHO8qQR1\/7BUelek1gjllOEGxkgzL9vao2mebMDLHp7nTEjpHuWeHqTMoYAkt6yLDnDNYlhitxmRsUMU2mScAnJTW0Pu\/4qEFyXpUp5jfIg1ZQhB+bn57cQSV1r0Kk9bw7h0UAm3px23Xa71S16UB5c5dynIqwKFQnAASuvqEL+gAAxk9DwfHi0s+wICnnTLOpPThv9Ha6aUyf6fm8r0xiJZRUM7Z955EXMjXcF1QjXaGTYgR1y3Bni5jXVb9nTZpgyIZGtRzhiwvCG804vDPNXpC5W6narGEDrubqm\/QrDiUp43KtXRM8uauBuinFAsYs8XrGQl14Hpv8sFzqxsaD\/Nf7lEPFis43pwSR8wh4FgDzO4hPF9A2YmblwCVkA0I9vCI+Wum9MNv86orA+QT3Yb2rVqG2ljGNsZJz\/Zc4dx0QGcCVjFiKEm4ljNMjNAun\/tjV19LX322t3LmrrquXIkcyQA0eGMQY\/sAMGvS6DABtybZpvp+aLrfi0G57TRGS5MplxJo6hlu+ATapt8lRg\/XERLt44bidJ6oVyadBnIuHyvOJeqmQgMSOqDmNll0mQ5DQUrHTBk+ua3OWc5cfHvDc5I\/qjugrrMeF9AthhVxmnu6FM2c1zAoKrH\/LAXFcD7Nb7FR3KCzlb7dwM5S9M6iZnATju8cpWWKLs0694j8DAyC0A+c8f1\/n2IFin8r18rc14vMj0rhv92Fb6jn5dDOIE7oLZh\/nI8dubDk99Chismjk3PZyyqn4DPE0aD4sHtsatNl5zryU94USgaqnRQcRHUihRGL2WRxoem6xbZRFqlQWioXJPC3TZ\/g08CaxCj89tUaDWBjVm1S9hEaaH\/u8loYB8hexbZfcZxSCRMD8tHFmfISCO\/aixi8DIH2dIomCNcnPji2mKig+MtxOq3T6LwmFq8fBkYVT0nz9rRsnw4A2OQ7OwmK58agh4XM9unCpeTCE+V2YhgGwCR+C2X+uKLhVLv4FmRg1qFDANJSMqXfpG3LU0nEqBKrQQqsnAywltzYbrxQL9FEXElbTv6I0F0Zf+N4kfBFwcB9vQ0ick+M8AKXrPviaC5kOVX0SN58lbnKfNYQdizEEZ1fBK\/CNLOlFPHZxGM6cfCm3ahGyk3QmLjSkopLGXyfnfYG83bObtO+pToCg25iprSxEIxtxWVEaWyjqB2yzqRzNXZ50sfpjCwj\/rDu9lklrpJ3atPfUcnDxM9Q6FTTgmt7Or\/4RhtN6NJjW\/ejw5cKhAUlne7M2skbGfZpnifc2Qk+y++Xx76yjBBtoKZcN0hJ+YoWOc8CYfYADU7XJopMfBVBcGjfnZqi\/uygzD5bgGWG+kPpL3bOtqLWgCgCfS6G4G7tgVsRJ0\/YkRiDSTyH05kIKviGYtC6Zvw5aJkWPTAaVBpZhAisoHH5zrLlhBQ85aoGKkb4\/f6nGNcWd4OnLNB1plnQX31vafQwRXAW3Bt65rC3o+CF2Bp8U7x8nF0Wf6+wt8eJGnmlxXf+VEBKYVaZTLnJC\/gJ6eRHEF78hXjFHTJY4KleMvo8fWYGZU4dcp9xBtrwzDEQra5c1FgBGOHgE5XvZV8jRLIDcqSz48fMRmD\/BGnyaH2VJrIJWz9boRwlNxsrvajZPz345gaDbjysdXclp1\/89eSVWVjbKNW+w1+GsOYsiSNClwVUmdVceSZQRydqaHpzLoa6C2Xq1Fr1vogbc114yXTpwPx9pzOlPtsu\/J9fKI7oc0KjabEczlpgPDFY08qSOK9s1N2f124Nk8Hl48yxbvJMIxV9ABu2IGl0EXsipGMZ\/G9PJwfErZqC2p1EADkYH6TYLdSMTjaXLcxnOXEdFZU0TII9kvRhGco4sl+3tAWs7RtO6IBiDMoNncIXLYTgV7ZdIxxP8av4lOC3XD3G6qcz9ZjgrCB8FCNcpUjMYECJYwn7mrUaD6janiirMgYczERWZIgO8BUqEPC9CqEeFWsAIGXsyySTdrAwNhy52MGYhtqqqF5A8w1fit5cOu6r\/s8l56ayJxnSAkpu9CAsEUfCHHcw\/yPwU+DPiJGBzLb9D1Ahq3ZnIqchmmgA5sSOMSemn5L026v97nbnOVtFb1\/AdawZroXazafjwYOToNR\/p+0BFuOrWH\/sa\/dsT1wL\/b3qFT8\/jbXNngBvnIrLsKtDxNgMQjbBZFMcUdVdivxNdQ9ra8ueMux8Ro3yZhtS4LXWfwh\/moPQsSGR4jAX15radAy4QfzI3Xd7UVgGgHKipXcQTcxReiFhKpcV\/u8JqYIfZRFG5JyLoX+Hjzh3uLOUsK3eFIHIsdD7vL25uVfuc\/G0RcBowUvKMnjpWaZ56pUYani6nYhKUink4K4nIe2gYKkzGr0IIj9YVF0pf3+XJLZXXI4qCPRxdeHqEWod3vlfC24k9XuVkXdgSzM0Elc8JMBg0UDMYUNxfHvCnOCVW0HU8IVhwXeh8WKXx6OJXAdg5e1+5iTyAB65bs44D+0k8kTXbvBZORpL6u8+4M+MK6dGkM2mdT8bcJ4TfuFxp8wbfpyqz1QEHRx5BpuZnUN7CWRa83RxQK\/iShaUIqdQ\/3iG+X0o7Md99TGO2llqa4z980RS4JNNa5ua2oYWJx24uKclr6d2Ui8FVVcrLidrYtNyzWKxHwb8TvQH7SjRZTss9h14GFpTgX82TuxarlxnXRaFlXAKmEztjPU1Cn8WPrfOOoi\/BQjrQY5L8EbkChWGd7fpYLbDnO98D1s4EkMgeAywKaA79udBF1nWnyXC1umSAPIAMgugmPZIoh8FLZl5wjL2YrpNr4A\/mk1\/qudP5S12eqf0IAaM91UA\/eXfEiqyuHUxumvHtl6aBn4NmY5WP7ybFy04DBA01Db0wiCa8qbiA9pMteLIfK\/YHe84aggioEXAWt+XSNAeamib6eKnFR0X9OWi4mho\/qY2Jg5yWr8r03XHWUjx1jLmyTMumrBqzf2QGoqXBHcZHD6HpWx0xdrgVT1oLlJT40ewk21ZueR7jZCyi1GGvo79b3ZUcMdfUXnC3tJnjgxOhQ1wNKKoGLVRbqunQoM\/VLA7l86qc9aozeZ7MEWdmcLC2qKhTSYYq85ZPP0SJm6B1CU2N6pE9StJJM8pXIaKfxyhHGhyUjg9sZLoZ+o17DMYrXtzkYOsUnuP9DgZVxV+VQdNDTu8nFjefp+OXJGDCfy3JRaBInwo+pVcUAg6+JtgUHCwqRzyFNOFkVY7IaxXZxpb3IUGHcWkCc4lnGGQ5jqxilGFLTh+PPH4dpzdZru4LiefCVyB4YNxrBPSZq\/U6LYI6yqIf7kLHCQxNpZ6twn+kV8RSwyA0TPtmzgVPP5HAeeUw7Dpo+yfs+iX7ORIyeJGHaWuW3kCkWJd7H80OZepXpY+fVimJrrcIt0wJ2Uh9TCWkOEeUVAaaAquCPHboqClX5yaeg7MoVTVtAieXy4IgaC36UsozgLpNlIa+FRYlBqyQkhpf8rfMRdOykCpNP6xggmU4SXRiFZN3V4VbU+bzxNCjjNDZpBBgZWqtJcdoCtl2szAldCbWvbXAxEqbRA3Hc1T9o0NGyAqIgofOqRX6jaYqcRDauWsxuyUnxN63\/HGXuCtXJeVqQrwUR6uOBwXd6LPYBV6\/7KMXQuzP9AZLKVzJgFYYt4dPHCvI3sLJElCwX56dlnqKMJDUhwrwwSDyx+Xs4e1vr9GSWwRrDwn+e\/xgMFaEqe4N6i8s7mgTayppEFyExgyGev7aiC\/qW6nKsDrDtedXOTDG\/HutEiXkeTBDpO3z+UYlXoFTbSoBXZZZf+LrrCS6T7kuJsUeqFCj2iQLaRTW4DzZaGlzDE1dLB63JHCFVy4vwFnTn\/XxADFD\/AqMK7oPO514xZfxdAKVkwXblnDPHvMtqDlx0L9i9LLeSsCJfhhYk380aCF8ujaoZ6TIdWXlbf1i3CfwbPdx1taodLN9apAUV7v+vdUIlm3J3AyZ3w0rD828hYggKrEBxGDD11wiPH2U\/2GDt+Gpl95N67tc48f280DGjkGJ5VmWk0AKERS2AoCcfN1O+dZIFdIUrC+lsHHJ+KlbvPGncUb8Kgk9UWff4Iazb4KStBilaRYAVkqRsDHi6hc8vR+E4DAvX8fbmU7mxFxVG6i4R+JnbQWrboqVs+wce8nKFTgfUgWJW1hJFWJIye5K8ckFec6aDRBTXdL2Zc9F94NPAuIMguxpjakZNp4qBAlozYtGNnOhJkvayZMgDCkLLKrOkNmAP7SBFVna3NlfeSbgSXSNm15saIXccELlATrk2N64Tojqt7Xqu8F+8LmxV5Fi4S9ViO1JFcH\/vMkbMU2arohU1DJABGDhbytivhFDTNsHKIaMlxEoaaNpXtUnt20Q\/P8W9ea1hOQIU\/JYi5essRt8C48WqtUHRwzs1H+RZU1\/PaPjhnIs5SL9gZt8LaAxYEgFhMGvunKKLbx6NmnRCQDDrS6BfxmTjFcsgX8xJST0JVTxzkWY\/0qg4BCpPRWFKROLineI8Nsc+AAishERuSbTa3T\/JH97tvbHt6n1JyirLb9V8Gdxj4q2xAPFbcqwK6TqUKeZ+TjYesvIatOJRrqmhGybqDLaPXFRebeDh3ZJWtGwMeY8aO48jZUJM2ZU4PXwylpHBPNVn6IwL+yO3HFOhITqUF2bzSYWPr37iXyj2f3NPPtc7XN1MZpxscCQRaICZO1SHi5TMw\/+aAIsJpNNkQBtnJy0jrDWpHTsOZAPqAUOfmLzp3qzfM\/FtnZqTVp+UTnfcKw3o+zQfMUP523sMWsj8mJYkhcNn6n7kvPtO7u4QXWDLsxsgPIa1yoP0ra2RuJGS5LyFLmeSoE6zAytl4IeMRWbm2ZUFgaqlts5VZyBX499T7rBMuwY8lVhcyPEKavDB4SwcddowTQCF4wBpnsUH6eNTxuXR1uZL9Yw6aWVYWcLTR04vW9EMQfHwQAyMh47svffjTv1R\/mnsaNjmY5qZkoiyqpbPTCoiSMSAmKWN8icTjiASFtsmUaysJF1mpTrpADdHJz4RTFPqpWhcJWFWR5ZwW+K0p6OU3VmT8gVEbQj5Go9zZkhO4Xac7YIqsIh3kJYuKQXUdAnCEbaaqJaIKO0hHw7VqKcxurfSIvnr8gVnmZlFCMcLYl8ynTGmyI\/j12gWaXpUcjLRNKvmcEVTIj09UtCRT+impHqYrC4Bm98PiOZVcBs+ZFI\/muMBLgW+PyLrUkCW9l9e79AL5bQbfFQTiMCZF5wG7+p0nFD7EhSFI4nYQB0NZL2URbZH3aJdae3yTZemCJhlzy0ya4e1uE4aLG8C2u1zs3b5HvoOg48iKQ\/\/EjbD2eJR9Z5YmPVIj6BVi8It44qRByH2nFGJdg5k\/YHWySmqn8DXYtsSJMH80t89+sp6A8ufTbpQkWFWcRpmM0iKjyLC4rg7mO9XSHzSLlU5i2WgBiAwo7+\/tKyUEXXV2dfHrkeougB7gj\/l\/9+WNX6jtwx8G4eGMHhK587B3lYxSlU5iilIXFukz4t3Qw6gQ5qH0ZJwVkwmQ54YBTeqkJxVYa7BhXrow+TTtjArEdQELrnbbPf3y5neXllwCLD0iAHpuRPUzd4C+iyE3XxM8zkBLFajXCkNeTsa2ZY9ZyLiPyevlugApAnhMjAH0VjN\/Kq4ke8Vy6T3ug9HxDw9hBuxlDHFGHjQmvK4CgLcxGGuqPRM55+DbkVpog\/a2eZW2QsX898kwOMNpy4fTQY0u7qTAoJ+XdLMIiQ2js7HwhmoUO11zVY5BM7Q5v4+f8zlpDnCg4nwvq94+2uR1PCSsD20D8wfOuSBGP8baMd39TVdtrhfGksd\/9abpRRIcqZk5FxaqvKc2zUaY1jBzd3jlLNYhe7tttE58nR0Bg071F\/xpgt\/6n0Nc0gbUfistO\/678FFARBTc3PfaKgBje2isHMab1IBHPiLJBYwZvwi8CCJUSCjPgGxd1lQKkF\/sYJtiPn1Jd+csOzatCA7DuaVtHjaIU\/\/2nL75nqlfT2dEaCvGlXhRxsPkEuBBoBjwrs5mNT\/YxDVCjzB+IyMAB76Y5BResU7fwxhK0V+4D49TlzqGaitgv5N+azPxH8r1OAtE9faY9KTcBEuJZWTw2CM4ho+PyUmeF2JpPebAl2NDTKmx3T+UDByjivsFBazc\/anLqJM\/32wnkmBjiHDXquPxzdoARl4Qx2vWme3pQ\/82wpoPhaoQ\/N4cwwuY7rM\/B2vCp8AJ\/H1uYm2OTj7LoRDARX6BrfLJ06WvrUNuaVvYjF+eBfqnndbf2S4v6izpmWuvoZW651\/w2q2lB3v8yMkJcC4PR0Cx+xNBzilY40pSuhMzf6kdw86VOOmyG8sHR5pwinkQAmcQUQUmtihSy8hbrNyKWMsKoFKYfODtTqXRxW\/cRu4dO1oJ29Lj9JYSk5uWy522ZY+\/gdeQI3fCCp8U4KNGySqzteAAd5XpChi9PZqUGw6OXToNtu76mKdVDRXMPQ\/IrJKkovCmZNi3kIDWHSfkQTMESFyVoTFs0Oc62BTVz9OaDRi1H9RJ\/5eSgMALPH+qa93lg9l1hH6Q\/Uz87fkfFztbGpdDyUUxAihPBeMIsNYflDaFsANURMp0FKUMEEelRFDQjm4decpwSmQfwKzsD\/wXnz0beJE1b9q7mWsAo4cwQTx9e8BxVHFbS2FScPtWmisfLdIVJbEP4l45mAQ8OkQJK0EFSmTD9eW4zi+jZxYTY0tE9GGvY4pmUuX8g\/KBMQfUSyhX2Q0mtH07IMCdFVU0Dv\/I9pq4eLJ8FN\/1IgCYm8O4mD5qOal5yhWinKABx6pqk09x28LMHO2B8q3krypl9ktSQoA\/40Qz47yDjOVKHI1zJkRK8HO54zNUGoteCTcdacaILt8rl6mq7Bhd+Q4LPd8End6H2\/b89eXbEzobskNYlhMVqIRInfv1ey8Q62kGf7o7K9VC965ps67u1lKkMYzpil3qY2Z\/PouxdZmJ96S19cN+Ak59eN5biRjbPRcYXI4yeKyWDCkH3CArZAAEkMtQ\/X6V4Au8Ara5s+eZvsI\/gZTQAAFXVZZICdhFKRsyCVEwHPa7HYNxt7XIUqq9RSupDgtW4Mwdl0YUgHTFQ5lqgFhoOE4YMJazmMhYzyMPt\/eC+o\/TDCY9Oz9Y+lwMA\/Weq2UbyMG\/B0RqDUWWda4vcGIvPMUO1n2st8oCHkq2ZyEaJOPeNkl73RrGAzGHYn5frxAq7FBSU7amqqRoSicejWyRoJ5oGqXicoJxk\/jvPx3CnEQbP2mbdjKcQHcl4IRHu5kQq1LivByhEsn8X1im9i\/Rr7BDPHxSW7LqaiDN33YfOlp\/5udcPgGP5ySZBlMoooh\/histUAiSHPXtSCaq+3cA6xwS4Qk5vwb+MyA5UARCLh17Z6Ayi3WNTMKDRtPHnwwtFDCW0lrQ7bf7cN\/Jzn+yDrih4itvZpxI5IGRlWI3TR9cIBlEGTz4uDa8Sbg643uKE7iIWFOKChlCmrUyFs8hC7r4od1BdsnlU\/T10ZCs9chEC3K5kbgcS1sPgY\/kgAA=\" alt=\"IVA dual Brasil CBS IBS diferen\u00e7a reforma tribut\u00e1ria 2026\" \/><\/figure>\n<p><!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><br \/>\n<!-- SE\u00c7\u00c3O 3: CBS --><br \/>\n<!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><\/p>\n<h2 style=\"font-family: 'Inter', sans-serif; font-size: 32px; font-weight: 800; color: #2d5858; margin-top: 40px; margin-bottom: 20px;\">CBS &#8211; Contribui\u00e7\u00e3o Social sobre Bens e Servi\u00e7os<\/h2>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 17px; color: #6b7280; line-height: 1.8;\">A <strong style=\"color: #2d5858; font-weight: 600;\">CBS contribui\u00e7\u00e3o social<\/strong> \u00e9 o IVA do Governo Federal. Ela unificar\u00e1 tr\u00eas tributos federais em um s\u00f3:<\/p>\n<ul style=\"font-family: 'Inter', sans-serif; font-size: 17px; color: #6b7280; line-height: 1.8; padding-left: 20px;\">\n<li style=\"margin-bottom: 10px;\"><strong>Substitui:<\/strong> PIS, COFINS e IPI (parcialmente).<\/li>\n<li style=\"margin-bottom: 10px;\"><strong>Al\u00edquota Estimada:<\/strong> A al\u00edquota ainda ser\u00e1 definida por lei complementar, mas as estimativas iniciais giram em torno de <strong style=\"font-weight: bold; color: #bd9d81;\">8,5%<\/strong>.<\/li>\n<li style=\"margin-bottom: 10px;\"><strong>Como ser\u00e1 cobrado:<\/strong> A CBS incidir\u00e1 sobre todas as opera\u00e7\u00f5es com bens e servi\u00e7os, com um sistema de cr\u00e9dito amplo, permitindo que as empresas abatam o imposto pago em suas compras.<\/li>\n<\/ul>\n<p><!-- BOX DE EXEMPLO PR\u00c1TICO --><\/p>\n<div style=\"background-color: #f3f4f6; border-left: 5px solid #bd9d81; padding: 20px; margin: 30px 0; border-radius: 8px;\">\n<p style=\"font-family: 'Inter', sans-serif; font-size: 18px; font-weight: bold; color: #2d5858; margin: 0 0 10px 0;\">\ud83d\udd22 Exemplo Pr\u00e1tico: C\u00e1lculo da CBS<\/p>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 16px; color: #6b7280; margin: 0;\">Uma ind\u00fastria compra R$1.000 em mat\u00e9ria-prima, pagando R$85 de CBS. Ao vender o produto final por R$2.000, ela cobra R$170 de CBS do seu cliente. No final do m\u00eas, ela repassa ao governo apenas a diferen\u00e7a: <strong style=\"font-weight: bold; color: #2d5858;\">R$170 (cobrado) &#8211; R$85 (pago) = R$85<\/strong>.<\/p>\n<\/div>\n<p><!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><br \/>\n<!-- SE\u00c7\u00c3O 4: IBS --><br \/>\n<!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><\/p>\n<h2 style=\"font-family: 'Inter', sans-serif; font-size: 32px; font-weight: 800; color: #2d5858; margin-top: 40px; margin-bottom: 20px;\">IBS &#8211; Imposto sobre Bens e Servi\u00e7os<\/h2>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 17px; color: #6b7280; line-height: 1.8;\">O IBS \u00e9 o IVA dos Estados e Munic\u00edpios. Ele unificar\u00e1 os dois tributos mais complexos do pa\u00eds:<\/p>\n<ul style=\"font-family: 'Inter', sans-serif; font-size: 17px; color: #6b7280; line-height: 1.8; padding-left: 20px;\">\n<li style=\"margin-bottom: 10px;\"><strong>Substitui:<\/strong> ICMS (estadual) e ISS (municipal).<\/li>\n<li style=\"margin-bottom: 10px;\"><strong>Al\u00edquota Estimada:<\/strong> Ser\u00e1 a soma das al\u00edquotas estadual e municipal, que tamb\u00e9m ser\u00e3o definidas por lei complementar. As estimativas apontam para uma al\u00edquota m\u00e9dia em torno de <strong style=\"font-weight: bold; color: #bd9d81;\">18%<\/strong>.<\/li>\n<li style=\"margin-bottom: 10px;\"><strong>Como ser\u00e1 cobrado:<\/strong> O IBS seguir\u00e1 a mesma l\u00f3gica da CBS, com cr\u00e9dito amplo e cobran\u00e7a no destino (onde o consumidor est\u00e1), acabando com a guerra fiscal entre os estados.<\/li>\n<\/ul>\n<p><!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><br \/>\n<!-- SE\u00c7\u00c3O 5: TABELA COMPARATIVA --><br \/>\n<!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><\/p>\n<h2 style=\"font-family: 'Inter', sans-serif; font-size: 32px; font-weight: 800; color: #2d5858; margin-top: 40px; margin-bottom: 20px;\">Tabela Comparativa: CBS vs. IBS<\/h2>\n<div style=\"overflow-x: auto; margin: 30px 0;\">\n<table style=\"width: 100%; border-collapse: collapse; font-family: 'Inter', sans-serif;\">\n<thead>\n<tr style=\"background-color: #2d5858;\">\n<th style=\"padding: 15px; text-align: left; font-size: 16px; color: #fff; border: 1px solid #ddd;\">Caracter\u00edstica<\/th>\n<th style=\"padding: 15px; text-align: left; font-size: 16px; color: #fff; border: 1px solid #ddd;\">CBS (Contribui\u00e7\u00e3o Social)<\/th>\n<th style=\"padding: 15px; text-align: left; font-size: 16px; color: #fff; border: 1px solid #ddd;\">IBS (Imposto sobre Bens e Servi\u00e7os)<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr style=\"background-color: #f9fafb;\">\n<td style=\"padding: 15px; border: 1px solid #ddd;\"><strong>\u00c2mbito<\/strong><\/td>\n<td style=\"padding: 15px; border: 1px solid #ddd;\">Federal<\/td>\n<td style=\"padding: 15px; border: 1px solid #ddd;\">Estadual e Municipal<\/td>\n<\/tr>\n<tr>\n<td style=\"padding: 15px; border: 1px solid #ddd;\"><strong>Substitui<\/strong><\/td>\n<td style=\"padding: 15px; border: 1px solid #ddd;\">PIS, COFINS, IPI (parcial)<\/td>\n<td style=\"padding: 15px; border: 1px solid #ddd;\">ICMS, ISS<\/td>\n<\/tr>\n<tr style=\"background-color: #f9fafb;\">\n<td style=\"padding: 15px; border: 1px solid #ddd;\"><strong>Gest\u00e3o<\/strong><\/td>\n<td style=\"padding: 15px; border: 1px solid #ddd;\">Receita Federal<\/td>\n<td style=\"padding: 15px; border: 1px solid #ddd;\">Comit\u00ea Gestor (Estados e Munic\u00edpios)<\/td>\n<\/tr>\n<tr>\n<td style=\"padding: 15px; border: 1px solid #ddd;\"><strong>Al\u00edquota<\/strong><\/td>\n<td style=\"padding: 15px; border: 1px solid #ddd;\">\u00danica Nacional (estimada <strong style=\"font-weight: bold; color: #bd9d81;\">8,5%<\/strong>)<\/td>\n<td style=\"padding: 15px; border: 1px solid #ddd;\">Soma das al\u00edquotas estaduais e municipais (m\u00e9dia <strong style=\"font-weight: bold; color: #bd9d81;\">18%<\/strong>)<\/td>\n<\/tr>\n<tr style=\"background-color: #f9fafb;\">\n<td style=\"padding: 15px; border: 1px solid #ddd;\"><strong>In\u00edcio<\/strong><\/td>\n<td style=\"padding: 15px; border: 1px solid #ddd;\"><strong style=\"font-weight: bold; color: #bd9d81;\">2027<\/strong> (substituindo PIS\/COFINS)<\/td>\n<td style=\"padding: 15px; border: 1px solid #ddd;\"><strong style=\"font-weight: bold; color: #bd9d81;\">2029-2032<\/strong> (transi\u00e7\u00e3o gradual)<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/div>\n<p><!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><br \/>\n<!-- SE\u00c7\u00c3O 6: IMPACTOS PR\u00c1TICOS --><br \/>\n<!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><\/p>\n<h2 style=\"font-family: 'Inter', sans-serif; font-size: 32px; font-weight: 800; color: #2d5858; margin-top: 40px; margin-bottom: 20px;\">Impactos Pr\u00e1ticos do IVA Dual Brasil para sua Empresa<\/h2>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 17px; color: #6b7280; line-height: 1.8;\">A mudan\u00e7a para o <strong style=\"color: #2d5858; font-weight: 600;\">IVA dual Brasil<\/strong> trar\u00e1 impactos significativos para todos os setores:<\/p>\n<ul style=\"font-family: 'Inter', sans-serif; font-size: 17px; color: #6b7280; line-height: 1.8; padding-left: 20px;\">\n<li style=\"margin-bottom: 10px;\"><strong>Setor de Servi\u00e7os:<\/strong> Tende a ter um aumento da carga tribut\u00e1ria, j\u00e1 que o ISS (com al\u00edquotas de 2% a 5%) ser\u00e1 substitu\u00eddo pelo IBS (com al\u00edquota bem maior). No entanto, passar\u00e1 a ter direito a cr\u00e9ditos que hoje n\u00e3o possui.<\/li>\n<li style=\"margin-bottom: 10px;\"><strong>Ind\u00fastria:<\/strong> Tende a ser beneficiada, com o fim da cumulatividade e um sistema de cr\u00e9dito mais amplo e seguro.<\/li>\n<li style=\"margin-bottom: 10px;\"><strong>Com\u00e9rcio:<\/strong> Ter\u00e1 uma simplifica\u00e7\u00e3o significativa, com o fim das complexas regras do ICMS (como a substitui\u00e7\u00e3o tribut\u00e1ria).<\/li>\n<li style=\"margin-bottom: 10px;\"><strong>Fluxo de Caixa:<\/strong> A gest\u00e3o de cr\u00e9ditos tribut\u00e1rios se tornar\u00e1 uma \u00e1rea ainda mais estrat\u00e9gica para a sa\u00fade financeira da empresa.<\/li>\n<\/ul>\n<p><!-- CTA MEIO --><\/p>\n<div style=\"background-color: #2d5858; padding: 30px; border-radius: 12px; margin: 40px 0; text-align: center;\">\n<h3 style=\"font-family: 'Inter', sans-serif; font-size: 24px; font-weight: bold; color: #fff; margin: 0 0 15px 0;\">Calcule o Impacto do IVA Dual na Sua Empresa<\/h3>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 17px; color: #fff; margin: 0 0 25px 0;\">Nossos especialistas podem simular o cen\u00e1rio exato para o seu neg\u00f3cio e mostrar como se preparar.<\/p>\n<p><a style=\"background-color: #fff; color: #2d5858; padding: 15px 30px; border-radius: 8px; text-decoration: none; font-weight: bold; font-size: 16px; transition: all 0.3s ease;\" href=\"https:\/\/grupostrategi.com.br\/#fale-com-a-gente\">FALAR COM UM ESPECIALISTA<\/a><\/p>\n<\/div>\n<p><!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><br \/>\n<!-- SE\u00c7\u00c3O 7: COMO SE PREPARAR --><br \/>\n<!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><\/p>\n<h2 style=\"font-family: 'Inter', sans-serif; font-size: 32px; font-weight: 800; color: #2d5858; margin-top: 40px; margin-bottom: 20px;\">Como se Preparar para o IVA Dual<\/h2>\n<p><!-- IMAGEM 2 --><\/p>\n<figure style=\"margin: 30px 0; text-align: center;\"><img decoding=\"async\" style=\"max-width: 100%; height: auto; border-radius: 8px; box-shadow: 0 4px 15px rgba(0,0,0,0.1);\" 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\" alt=\"Empres\u00e1rio calculando impacto IVA dual CBS IBS empresa\" \/><\/figure>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 17px; color: #6b7280; line-height: 1.8;\">A prepara\u00e7\u00e3o para o <strong style=\"color: #2d5858; font-weight: 600;\">IVA dual Brasil<\/strong> deve come\u00e7ar agora. Aqui est\u00e3o 4 passos essenciais:<\/p>\n<ol style=\"font-family: 'Inter', sans-serif; font-size: 17px; color: #6b7280; line-height: 1.8; padding-left: 20px;\">\n<li style=\"margin-bottom: 15px;\"><strong style=\"color: #2d5858; font-weight: 600;\">1. Simule sua Nova Carga Tribut\u00e1ria:<\/strong> \u00c9 crucial calcular qual ser\u00e1 o impacto do IVA Dual no seu neg\u00f3cio. Ferramentas de simula\u00e7\u00e3o podem ajudar a entender o cen\u00e1rio.<\/li>\n<li style=\"margin-bottom: 15px;\"><strong style=\"color: #2d5858; font-weight: 600;\">2. Revise sua Estrat\u00e9gia de Pre\u00e7os:<\/strong> Com a mudan\u00e7a na carga tribut\u00e1ria, seus pre\u00e7os podem precisar de ajustes para manter a competitividade e a margem de lucro.<\/li>\n<li style=\"margin-bottom: 15px;\"><strong style=\"color: #2d5858; font-weight: 600;\">3. Atualize seus Sistemas:<\/strong> Seu ERP e sistema de emiss\u00e3o de notas fiscais precisar\u00e3o ser adaptados para calcular e destacar os novos impostos.<\/li>\n<li style=\"margin-bottom: 15px;\"><strong style=\"color: #2d5858; font-weight: 600;\">4. Capacite sua Equipe:<\/strong> Garanta que seu time fiscal e cont\u00e1bil entenda profundamente o funcionamento do IVA Dual.<\/li>\n<\/ol>\n<p><!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><br \/>\n<!-- SE\u00c7\u00c3O 8: FAQ --><br \/>\n<!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><\/p>\n<h2 style=\"font-family: 'Inter', sans-serif; font-size: 32px; font-weight: 800; color: #2d5858; margin-top: 40px; margin-bottom: 20px;\">FAQ: Perguntas Frequentes sobre IVA Dual<\/h2>\n<p><!-- PERGUNTA 1 --><\/p>\n<div style=\"border: 1px solid #ddd; border-left: 5px solid #bd9d81; padding: 20px; margin-bottom: 15px; border-radius: 8px;\">\n<p style=\"font-family: 'Inter', sans-serif; font-size: 18px; font-weight: bold; color: #2d5858; margin: 0 0 10px 0;\">1. O que \u00e9 IVA Dual no Brasil?<\/p>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 16px; color: #6b7280; margin: 0;\">O <strong style=\"color: #2d5858; font-weight: 600;\">IVA dual Brasil<\/strong> \u00e9 um sistema de imposto sobre valor agregado composto por dois tributos: a CBS (federal) e o IBS (estadual\/municipal). Ele substitui PIS, COFINS, IPI, ICMS e ISS.<\/p>\n<\/div>\n<p><!-- PERGUNTA 2 --><\/p>\n<div style=\"border: 1px solid #ddd; border-left: 5px solid #bd9d81; padding: 20px; margin-bottom: 15px; border-radius: 8px;\">\n<p style=\"font-family: 'Inter', sans-serif; font-size: 18px; font-weight: bold; color: #2d5858; margin: 0 0 10px 0;\">2. Qual a diferen\u00e7a entre CBS e IBS?<\/p>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 16px; color: #6b7280; margin: 0;\">A principal <strong style=\"color: #2d5858; font-weight: 600;\">CBS IBS diferen\u00e7a<\/strong> est\u00e1 no \u00e2mbito: a CBS \u00e9 federal e substitui PIS\/COFINS\/IPI, enquanto o IBS \u00e9 estadual\/municipal e substitui ICMS\/ISS.<\/p>\n<\/div>\n<p><!-- PERGUNTA 3 --><\/p>\n<div style=\"border: 1px solid #ddd; border-left: 5px solid #bd9d81; padding: 20px; margin-bottom: 15px; border-radius: 8px;\">\n<p style=\"font-family: 'Inter', sans-serif; font-size: 18px; font-weight: bold; color: #2d5858; margin: 0 0 10px 0;\">3. Quando o IVA Dual entra em vigor?<\/p>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 16px; color: #6b7280; margin: 0;\">A transi\u00e7\u00e3o come\u00e7a em <strong style=\"font-weight: bold; color: #bd9d81;\">2026<\/strong> com al\u00edquotas de teste. A CBS substitui PIS\/COFINS em <strong style=\"font-weight: bold; color: #bd9d81;\">2027<\/strong>, e a transi\u00e7\u00e3o completa do IBS ocorre entre <strong style=\"font-weight: bold; color: #bd9d81;\">2029 e 2032<\/strong>.<\/p>\n<\/div>\n<p><!-- PERGUNTA 4 --><\/p>\n<div style=\"border: 1px solid #ddd; border-left: 5px solid #bd9d81; padding: 20px; margin-bottom: 15px; border-radius: 8px;\">\n<p style=\"font-family: 'Inter', sans-serif; font-size: 18px; font-weight: bold; color: #2d5858; margin: 0 0 10px 0;\">4. O IVA Dual vai aumentar meus impostos?<\/p>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 16px; color: #6b7280; margin: 0;\">Depende do setor. Servi\u00e7os podem ter aumento, mas com direito a cr\u00e9dito. Ind\u00fastria e com\u00e9rcio tendem a se beneficiar com o fim da cumulatividade. \u00c9 essencial fazer uma simula\u00e7\u00e3o para o seu caso.<\/p>\n<\/div>\n<p><!-- PERGUNTA 5 --><\/p>\n<div style=\"border: 1px solid #ddd; border-left: 5px solid #bd9d81; padding: 20px; margin-bottom: 15px; border-radius: 8px;\">\n<p style=\"font-family: 'Inter', sans-serif; font-size: 18px; font-weight: bold; color: #2d5858; margin: 0 0 10px 0;\">5. Como funciona o cr\u00e9dito do IVA Dual?<\/p>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 16px; color: #6b7280; margin: 0;\">O sistema de cr\u00e9dito ser\u00e1 amplo, permitindo que as empresas abatam o imposto pago na compra de praticamente todos os bens e servi\u00e7os usados em suas opera\u00e7\u00f5es, reduzindo o custo tribut\u00e1rio.<\/p>\n<\/div>\n<p><!-- PERGUNTA 6 --><\/p>\n<div style=\"border: 1px solid #ddd; border-left: 5px solid #bd9d81; padding: 20px; margin-bottom: 15px; border-radius: 8px;\">\n<p style=\"font-family: 'Inter', sans-serif; font-size: 18px; font-weight: bold; color: #2d5858; margin: 0 0 10px 0;\">6. Quais tributos o IVA Dual substitui?<\/p>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 16px; color: #6b7280; margin: 0;\">Ele substitui cinco tributos: PIS, COFINS, IPI (federais), ICMS (estadual) e ISS (municipal).<\/p>\n<\/div>\n<p><!-- PERGUNTA 7 --><\/p>\n<div style=\"border: 1px solid #ddd; border-left: 5px solid #bd9d81; padding: 20px; margin-bottom: 15px; border-radius: 8px;\">\n<p style=\"font-family: 'Inter', sans-serif; font-size: 18px; font-weight: bold; color: #2d5858; margin: 0 0 10px 0;\">7. Minha empresa precisa se preparar agora?<\/p>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 16px; color: #6b7280; margin: 0;\">Sim. A prepara\u00e7\u00e3o para o <strong style=\"color: #2d5858; font-weight: 600;\">IVA dual Brasil<\/strong> deve come\u00e7ar imediatamente para analisar impactos, ajustar sistemas e treinar equipes. A transi\u00e7\u00e3o come\u00e7a em 2026.<\/p>\n<\/div>\n<p><!-- PERGUNTA 8 --><\/p>\n<div style=\"border: 1px solid #ddd; border-left: 5px solid #bd9d81; padding: 20px; margin-bottom: 15px; border-radius: 8px;\">\n<p style=\"font-family: 'Inter', sans-serif; font-size: 18px; font-weight: bold; color: #2d5858; margin: 0 0 10px 0;\">8. Onde encontro mais informa\u00e7\u00f5es oficiais?<\/p>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 16px; color: #6b7280; margin: 0;\">A fonte mais confi\u00e1vel \u00e9 o <a href=\"https:\/\/www.gov.br\/fazenda\/pt-br\/assuntos\/reforma-tributaria\" target=\"_blank\" rel=\"noopener noreferrer\">Portal da Reforma Tribut\u00e1ria<\/a> do Governo Federal.<\/p>\n<\/div>\n<p><!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><br \/>\n<!-- SE\u00c7\u00c3O 9: CONCLUS\u00c3O --><br \/>\n<!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><\/p>\n<h2 style=\"font-family: 'Inter', sans-serif; font-size: 32px; font-weight: 800; color: #2d5858; margin-top: 40px; margin-bottom: 20px;\">Conclus\u00e3o: O Futuro \u00e9 Agora<\/h2>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 17px; color: #6b7280; line-height: 1.8;\">O <strong style=\"color: #2d5858; font-weight: 600;\">IVA dual Brasil<\/strong> (CBS + IBS) \u00e9 o cora\u00e7\u00e3o da Reforma Tribut\u00e1ria. Embora pare\u00e7a complexo \u00e0 primeira vista, o novo sistema promete um ambiente de neg\u00f3cios mais simples, justo e competitivo no longo prazo. Entender suas regras e se preparar com anteced\u00eancia \u00e9 o que diferenciar\u00e1 as empresas que prosperar\u00e3o das que ficar\u00e3o para tr\u00e1s.<\/p>\n<p><!-- CTA FINAL --><\/p>\n<div style=\"background-color: #2d5858; padding: 30px; border-radius: 12px; margin: 40px 0; text-align: center;\">\n<h3 style=\"font-family: 'Inter', sans-serif; font-size: 24px; font-weight: bold; color: #fff; margin: 0 0 15px 0;\">Agende uma Simula\u00e7\u00e3o Gratuita do IVA Dual<\/h3>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 17px; color: #fff; margin: 0 0 25px 0;\">Descubra o impacto exato do IVA Dual na sua empresa e saia na frente da concorr\u00eancia.<\/p>\n<p><a style=\"background-color: #fff; color: #2d5858; padding: 15px 30px; border-radius: 8px; text-decoration: none; font-weight: bold; font-size: 16px; transition: all 0.3s ease;\" href=\"https:\/\/grupostrategi.com.br\/#fale-com-a-gente\">AGENDAR SIMULA\u00c7\u00c3O GRATUITA<\/a><\/p>\n<\/div>\n<p><!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><br \/>\n<!-- SE\u00c7\u00c3O 10: REFER\u00caNCIAS --><br \/>\n<!-- \u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550\u2550 --><\/p>\n<h3 style=\"font-family: 'Inter', sans-serif; font-size: 20px; font-weight: bold; color: #2d5858; margin-top: 30px; margin-bottom: 15px;\">Refer\u00eancias<\/h3>\n<p style=\"font-family: 'Inter', sans-serif; font-size: 14px; color: #6b7280; line-height: 1.6;\">[1] <a href=\"https:\/\/www.gov.br\/fazenda\/pt-br\/assuntos\/reforma-tributaria\" target=\"_blank\" rel=\"noopener noreferrer\">Reforma Tribut\u00e1ria: entenda o que \u00e9 o IVA e como ele vai funcionar<\/a> &#8211; Portal da Reforma Tribut\u00e1ria<\/p>\n","protected":false},"excerpt":{"rendered":"&nbsp; \ud83d\udca1 O CORA\u00c7\u00c3O DA REFORMA TRIBUT\u00c1RIA Voc\u00ea provavelmente j\u00e1 ouviu falar em &#8220;IVA&#8221;, mas o que exatamente&hellip;","protected":false},"author":2,"featured_media":781,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"csco_display_header_overlay":false,"csco_singular_sidebar":"","csco_page_header_type":"","csco_page_load_nextpost":"","csco_post_video_location":[],"csco_post_video_location_hash":"","csco_post_video_url":"","csco_post_video_bg_start_time":0,"csco_post_video_bg_end_time":0,"csco_post_video_bg_volume":false,"footnotes":""},"categories":[17],"tags":[37],"class_list":["post-777","post","type-post","status-publish","format-standard","has-post-thumbnail","category-planejamento-tributario","tag-iva-dual-cbs-ibs-reforma-tributaria-2026-impostos","cs-entry","cs-video-wrap"],"_links":{"self":[{"href":"https:\/\/grupostrategi.com.br\/blog\/wp-json\/wp\/v2\/posts\/777","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/grupostrategi.com.br\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/grupostrategi.com.br\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/grupostrategi.com.br\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/grupostrategi.com.br\/blog\/wp-json\/wp\/v2\/comments?post=777"}],"version-history":[{"count":4,"href":"https:\/\/grupostrategi.com.br\/blog\/wp-json\/wp\/v2\/posts\/777\/revisions"}],"predecessor-version":[{"id":784,"href":"https:\/\/grupostrategi.com.br\/blog\/wp-json\/wp\/v2\/posts\/777\/revisions\/784"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/grupostrategi.com.br\/blog\/wp-json\/wp\/v2\/media\/781"}],"wp:attachment":[{"href":"https:\/\/grupostrategi.com.br\/blog\/wp-json\/wp\/v2\/media?parent=777"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/grupostrategi.com.br\/blog\/wp-json\/wp\/v2\/categories?post=777"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/grupostrategi.com.br\/blog\/wp-json\/wp\/v2\/tags?post=777"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}