{"id":3022,"date":"2022-12-01T12:00:04","date_gmt":"2022-12-01T15:00:04","guid":{"rendered":"http:\/\/abracicon.org\/abracicon_saber\/?p=3022"},"modified":"2023-06-01T12:13:17","modified_gmt":"2023-06-01T15:13:17","slug":"fusoes-e-aquisicoes-no-setor-bancario-brasileiro-sinergias-e-rentabilidade","status":"publish","type":"post","link":"https:\/\/abracicon.org\/abracicon_saber\/fusoes-e-aquisicoes-no-setor-bancario-brasileiro-sinergias-e-rentabilidade\/","title":{"rendered":"Fus\u00f5es e aquisi\u00e7\u00f5es no setor banc\u00e1rio brasileiro: sinergias e rentabilidade"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-post\" data-elementor-id=\"3022\" class=\"elementor elementor-3022\" data-elementor-settings=\"{&quot;ha_cmc_init_switcher&quot;:&quot;no&quot;}\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-6113c67 elementor-section-full_width elementor-section-height-default elementor-section-height-default\" data-id=\"6113c67\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;,&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-b384bc9\" data-id=\"b384bc9\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-efb0a76 elementor-widget elementor-widget-text-editor\" data-id=\"efb0a76\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Vers\u00e3o Digital da Revista Abracicon Saber da Academia Brasileira de Ci\u00eancias Cont\u00e1beis<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ae9356e elementor-widget elementor-widget-text-editor\" data-id=\"ae9356e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Ed. 41,<\/strong> ISSN: 2357\/7428, Ago, Set, Out\/2022, Bras\u00edlia-DF<br \/><strong>Fus\u00f5es e aquisi\u00e7\u00f5es no setor banc\u00e1rio brasileiro: sinergias e rentabilidade<br \/><\/strong>Mat\u00e9ria de Capa \u2022 P\u00e1ginas na Vers\u00e3o Impressa: p. 50-64, 20min<br \/>Por: Gabrielly Mendes Costa e Juliano Lima Pinheiro<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-13e62a0 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"13e62a0\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-1c12821\" data-id=\"1c12821\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-81b6c11 elementor-widget elementor-widget-image\" data-id=\"81b6c11\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" src=\"https:\/\/abracicon.org\/abracicon_saber\/wp-content\/uploads\/2022\/12\/Gabrielly-Mendes-Costa.jpg\" title=\"Gabrielly Mendes Costa\" alt=\"Gabrielly Mendes Costa\" loading=\"lazy\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-9720b41\" data-id=\"9720b41\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-0495662 elementor-widget elementor-widget-text-editor\" data-id=\"0495662\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Gabrielly Mendes Costa<\/strong><\/p><p>Mestranda em Controladoria e Contabilidade com \u00eanfase em Controladoria e Finan\u00e7as na Universidade Federal de Minas Gerais (UFMG); Especialista em Contabilidade e Controladoria com \u00eanfase em Auditoria pela UFMG e em Gest\u00e3o de Finan\u00e7as e Controladoria pela FACUMINAS; Graduada em Ci\u00eancias Cont\u00e1beis pela PUC-MINAS.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-853a535 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"853a535\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-a6a9391\" data-id=\"a6a9391\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-7a8a84b elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"7a8a84b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-213c3b5 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"213c3b5\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-c2fe346\" data-id=\"c2fe346\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-8024542 elementor-widget elementor-widget-image\" data-id=\"8024542\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img decoding=\"async\" src=\"https:\/\/abracicon.org\/abracicon_saber\/wp-content\/uploads\/2022\/12\/Juliano-Lima-Pinheiro.jpg\" title=\"Juliano Lima Pinheiro\" alt=\"Juliano Lima Pinheiro\" loading=\"lazy\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-50 elementor-top-column elementor-element elementor-element-70e4da6\" data-id=\"70e4da6\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-84bb48e elementor-widget elementor-widget-text-editor\" data-id=\"84bb48e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Juliano Lima Pinheiro<\/strong><\/p><p>Professor Adjunto na Universidade Federal de Minas Gerais (UFMG); Doutor e Mestre em Mercado de Capitais pela Universidade de Zaragoza, Especialista em Administra\u00e7\u00e3o Financeira pela Funda\u00e7\u00e3o Jo\u00e3o Pinheiro e MBA Executivo em Finan\u00e7as pelo Ibmec; Graduado em Administra\u00e7\u00e3o de Empresas\u00a0pela\u00a0FCG\/UNA.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-48ce085 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"48ce085\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-b7f8d78\" data-id=\"b7f8d78\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5c67266 elementor-widget elementor-widget-text-editor\" data-id=\"5c67266\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><b>RESUMO<\/b><br \/>O objetivo deste estudo consiste em identificar como a probabilidade de aumento na rentabilidade, por meio de sinergia, podem influenciar a tomada de decis\u00e3o sobre os processos de F&amp;As empreendidos por institui\u00e7\u00f5es banc\u00e1rias adquirentes, em processos ocorridos entre o primeiro trimestre de 2016 e o segundo trimestre de 2022. Al\u00e9m disso, fez-se uma an\u00e1lise dos bancos, medindo os seus determinantes internos e sua concentra\u00e7\u00e3o por meio do HHI \u2013 Herfindahl-Hirschman Index. Para isso, foram analisados dados cont\u00e1beis de 18 bancos que sofreram F&amp;A, utilizando o modelo logit bin\u00e1rio. Como vari\u00e1veis independentes para mensurar a sinergias operacionais e rentabilidade foram utilizados ROA, ROE, EVA e Margem L\u00edquida. Al\u00e9m disso, o modelo tamb\u00e9m cont\u00e9m vari\u00e1veis de controle como o HHI, para medir a concentra\u00e7\u00e3o, e determinantes internos do setor banc\u00e1rio: tamanho, capital, n\u00edveis de risco, liquidez da carteira e custos operacionais. O modelo logit pooled com cutoff de 0,13 obteve ajuste geral de 69,15{6fc9506ca7b40de7f21e30367426ed0394febb36502ce79c372116af68790694}, logo, apresentou valor preditivo e a curva ROC com alta concavidade. Entretanto, apenas tamanho e capital est\u00e3o associados positivamente ao processo de F&amp;A. A liquidez \u00e9 associada negativamente ao processo de F&amp;A e as vari\u00e1veis de sinergias operacionais, rentabilidade, risco de cr\u00e9dito, o custo e HHI nas institui\u00e7\u00f5es banc\u00e1rias adquirentes n\u00e3o est\u00e3o associadas significativamente.<\/p><p><b>Palavras-chave: Fus\u00f5es e aquisi\u00e7\u00f5es; sinergias; rentabilidade; <i>HHI; institui\u00e7\u00f5es banc\u00e1rias.<\/i><\/b><\/p><p>\u00a0<\/p><h2>1 INTRODU\u00c7\u00c3O<\/h2><p>Fus\u00e3o e aquisi\u00e7\u00e3o (F&amp;A) \u00e9 uma atividade que afeta diretamente a concorr\u00eancia e pode alterar os arranjos produtivos em um pa\u00eds ou em v\u00e1rias economias, al\u00e9m de ser vista como uma forma de ajuste para garantir sustentabilidade e competitividade diante das barreiras impostas pelo mercado (Franco &amp; Camargos, 2011). Os autores afirmam ainda que o equil\u00edbrio de mercado, acumula\u00e7\u00e3o permanente de capital, gera\u00e7\u00e3o de riqueza, o papel do dinheiro e dos mercados financeiros, aumento da concorr\u00eancia e inova\u00e7\u00e3o tecnol\u00f3gica s\u00e3o caracter\u00edsticas marcantes do sistema capitalista e proporcionam um ambiente prop\u00edcio para F&amp;A corporativas. <br \/>As opera\u00e7\u00f5es de F&amp;As s\u00e3o utilizadas como parte de uma estrat\u00e9gia que visa ampliar o escopo e os neg\u00f3cios das empresas adquirida (Souza et al., 2019). Do ponto de vista econ\u00f4mico e financeiro, a sinergia tem sido uma das principais raz\u00f5es do processo F&amp;A, com a expectativa de que a nova empresa valha mais do que o valor combinado das duas separadas, como resultado da incorpora\u00e7\u00e3o dos benef\u00edcios e ganhos projetados com a uni\u00e3o (Franco &amp; Camargos, 2011). <br \/>Segundo Camargos e Camargos (2011), o processo de F&amp;A deve ser realizado com cautela, principalmente devido \u00e0 complexidade da opera\u00e7\u00e3o e aos riscos envolvidos. Franco e Camargos (2011) afirmam que esse processo \u00e9 trabalhoso e seu sucesso est\u00e1 relacionado a elevada complexidade operacional e de gest\u00e3o e exige conhecimento e experi\u00eancia dos seus condutores para poder minimizar as caracter\u00edsticas dif\u00edceis da atividade.<br \/>Em rela\u00e7\u00e3o ao setor banc\u00e1rio, observa-se que o movimento de F&amp;A teve in\u00edcio nos pa\u00edses desenvolvidos e vem apresentando um grande crescimento desde a d\u00e9cada de 1990, gerando um processo de consolida\u00e7\u00e3o sem precedentes entre as institui\u00e7\u00f5es financeiras (D\u00edaz, Azofra &amp; Guti\u00e9rrez, 2008). Esse movimento levou a uma redu\u00e7\u00e3o dr\u00e1stica do n\u00famero de bancos, dando lugar a grandes institui\u00e7\u00f5es financeiras com atua\u00e7\u00e3o global (Souza et al., 2019).<br \/>Novickyt\u00ff e Pedroja (2014) afirmam que o setor financeiro \u00e9 um dos setores mais din\u00e2micos e, por isso, vive continuamente a maioria das mudan\u00e7as estruturais. As opera\u00e7\u00f5es de F&amp;A s\u00e3o incentivada com o objetivo de obter mais autoridade no ambiente banc\u00e1rio, buscando benef\u00edcios financeiros, a fim de aumentar a gama de servi\u00e7os prestados, a economia de escala, utilizar os recursos de forma eficiente para gerar aumentando o retorno e o desenvolvimento da atividade (Novickyt\u00ff e Pedroja, 2014). Os autores ainda afirmam que na aquisi\u00e7\u00e3o um banco menor ou menos eficiente ajuda a diversificar as receitas, criando sinergia operacional.<br \/>Hitt et al. (2012) e Dutordoir et al. (2014), por sua vez, estabeleceram que as F&amp;A podem criar pouco ou nenhum valor (sinergia). Um dos principais motivos \u00e9 o fato de o vendedor pagar a mais pelo banco adquirido ao selecionar objetivos errados e processos de integra\u00e7\u00e3o ineficientes. A sinergia pode ser alcan\u00e7ada otimizando o desempenho dos bancos fundidos com a obten\u00e7\u00e3o de economia de escala. No entanto, afirma-se que tal objetivo de um banco nem sempre pode ser combinado com o objetivo do mercado ou de institui\u00e7\u00f5es distintas para garantir a estabilidade. \u00c9 por isso que tal consolida\u00e7\u00e3o pode causar o efeito contr\u00e1rio, ou seja, reduzir a efici\u00eancia e causar um ambiente anticompetitivo (Sood, Ahluwalia 2009).<br \/>Sendo assim, com base nos estudos anteriores, n\u00e3o h\u00e1 consenso sobre a sinergia dessas opera\u00e7\u00f5es e h\u00e1 poucos ind\u00edcios de caracter\u00edsticas espec\u00edficas dos bancos envolvidos que afetam esse processo (Souza et al., 2019). Considerando esses aspectos, o presente estudo pretende responder \u00e0 seguinte quest\u00e3o de pesquisa: Como a probabilidade de aumento na rentabilidade, por meio de sinergia, podem influenciar a tomada de decis\u00e3o sobre os processos de F&amp;A do setor banc\u00e1rio? Nessa \u00f3tica, o objetivo desse estudo consiste em identificar como a probabilidade de aumento na rentabilidade, por meio de sinergia, podem influenciar a tomada de decis\u00e3o sobre os processos de F&amp;A\u2019s empreendidos por institui\u00e7\u00f5es banc\u00e1rias adquirentes, em processos ocorridos entre o primeiro trimestre de 2016 e o segundo trimestre de 2022. Al\u00e9m disso, fez-se uma an\u00e1lise dos bancos, medindo os seus determinantes internos e sua concentra\u00e7\u00e3o por meio do HHI \u2013 Herfindahl-Hirschman Index.<br \/>Esta pesquisa ir\u00e1 investigar as seguintes hip\u00f3teses de pesquisas:<br \/>H1: a probabilidade de uma empresa realizar F&amp;A est\u00e1 associada positivamente \u00e0 sinergia operacionais e rentabilidade nas institui\u00e7\u00f5es banc\u00e1rias adquirentes.<br \/>H2: a probabilidade de uma empresa realizar F&amp;A est\u00e1 associada positivamente aos determinantes internos nas institui\u00e7\u00f5es banc\u00e1rias adquirentes.<br \/>H3: a probabilidade de uma empresa realizar F&amp;A est\u00e1 associada positivamente \u00e0 HHI nas institui\u00e7\u00f5es banc\u00e1rias adquirentes.<br \/>O estudo se justifica por contribuir na identifica\u00e7\u00e3o de sinergias operacionais estarem associadas ao processo F&amp;A, na perspectiva de aumentar a compreens\u00e3o do tema e ser relevante para a \u00e1rea acad\u00eamica e empresarial, ainda carente de sustenta\u00e7\u00e3o te\u00f3rica e emp\u00edrica. Dessa maneira, o artigo contribui para preencher essa lacuna de pesquisa, aumentando o corpo de evid\u00eancias emp\u00edricas sobre a atividade em quest\u00e3o, diferenciando-se por olhar na vis\u00e3o do banco adquirente, utilizando a metodologia logit. O tema \u00e9 relevante para que o mercado conhe\u00e7a a associa\u00e7\u00e3o dos resultados econ\u00f4mico-financeiros e a estrat\u00e9gia de crescimento nas F&amp;A\u00b4s; contribui tamb\u00e9m por estudar as transa\u00e7\u00f5es de F&amp;A que foram realizadas no setor banc\u00e1rio nos \u00faltimos anos.<\/p><p>\u00a0<\/p><h2>2 REVIS\u00c3O DE LITERATURA<\/h2><h3>2.1 F&amp;A\u2019s: Aspectos Te\u00f3ricos<\/h3><p>Segundo Souza et al. (2019), quando uma empresa decide expandir ou diversificar, existem basicamente dois caminhos poss\u00edveis: crescimento interno ou F&amp;A. De acordo com Tepl\u00fd, St\u00e1rov\u00e1 e \u010cernohorsk\u00fd (2010), uma aquisi\u00e7\u00e3o \u00e9 definida como uma transa\u00e7\u00e3o na qual uma empresa licitante adquire o controle acion\u00e1rio de outra empresa (tamb\u00e9m conhecida como empresa-alvo), mas as duas permanecem entidades juridicamente separadas. Por outro lado, o processo de fus\u00e3o envolve uma opera\u00e7\u00e3o em que, uma vez realizada, uma ou ambas as entidades envolvidas deixam de existir legalmente e os acionistas da empresa incorporada obt\u00eam a participa\u00e7\u00e3o consentida de uma \u00fanica entidade sucessora (Souza et al., 2019).<br \/>De acordo com Ross, Westerfield &amp; Ross (2002), uma aquisi\u00e7\u00e3o pode ser entendida como uma opera\u00e7\u00e3o para identificar uma mudan\u00e7a permanente na estrutura societ\u00e1ria, podendo ser estruturada como: 1. stock purchase \u2013 compra ou venda de algumas ou todas as a\u00e7\u00f5es e 2. asset purchase &#8211; atrav\u00e9s da venda de ativos ou passivos do complexo empresarial. Uma fus\u00e3o \u00e9 uma opera\u00e7\u00e3o por meio de uma troca de a\u00e7\u00f5es, que pode resultar em uni\u00e3o operacional das empresas envolvidas, das quais apenas uma permanece legal, mantendo a identidade jur\u00eddica; ou a cria\u00e7\u00e3o de uma nova, conhecida como consolida\u00e7\u00e3o (Ross, Westerfield &amp; Ross, 2002).<br \/>Scherer e Ross (1990) e Kloeckner (1994) enfatizam que outras raz\u00f5es podem ser derivadas dessas duas raz\u00f5es: 1. expans\u00e3o ou internacionaliza\u00e7\u00e3o empresarial: podem ser mais vantajosas estrat\u00e9gica, temporal e financeiramente; 2. expectativas assim\u00e9tricas: expectativas diferentes para o futuro levam os investidores a atribuir valores diferentes, desencadeando propostas de aquisi\u00e7\u00e3o; 3. racionalidade limitada nas decis\u00f5es, pois sob condi\u00e7\u00f5es de incerteza, nem sempre tomam decis\u00f5es racionais; 4. utilizar fluxos de caixa excedente, ao inv\u00e9s de distribu\u00ed-los na forma de dividendos; 5. motivos fiscais: utiliza\u00e7\u00e3o de cr\u00e9ditos (preju\u00edzos passados) em anos subsequentes; 6. oportunidades de investimento: quando o valor de mercado \u00e9 inferior ao seu valor cont\u00e1bil; 7. busca do poder de monop\u00f3lio, aumentando a concentra\u00e7\u00e3o de mercado, reduzindo a competitividade e a concorr\u00eancia; 8. raz\u00f5es gerenciais: para atender aos interesses de gestores; e 9. raz\u00f5es financeiras, utilizando capacidade de endividamento ocioso e reduzindo custos de capital, advindos da redu\u00e7\u00e3o dos custos de capta\u00e7\u00e3o.<\/p><h3>2.2 Sinergias Operacional e Rentabilidade em Processo de F&amp;A no Setor Banc\u00e1rio<\/h3><p>O setor banc\u00e1rio desempenha um papel importante no funcionamento do sistema econ\u00f4mico, principalmente devido \u00e0 sua fun\u00e7\u00e3o de intermedi\u00e1rio financeiro e a promo\u00e7\u00e3o de mecanismos de pagamento dentro da sociedade (Campos, Souza &amp; Matos, 2015). Souza et al. (2019) afirma que o processo de globaliza\u00e7\u00e3o promoveu o desenvolvimento do setor mundialmente, onde as atividades banc\u00e1rias deixaram de se centrar apenas nas intermedia\u00e7\u00f5es entre depositantes e mutu\u00e1rios de recursos financeiros, passando tamb\u00e9m a explorar novos produtos e servi\u00e7os. Franco e Camargos (2011) discutem que os bancos s\u00e3o considerados um caso especial em quest\u00f5es de concorr\u00eancia por serem respons\u00e1veis pela maior parte da riqueza de muitos indiv\u00edduos e por serem mais vulner\u00e1veis a riscos sist\u00eamicos, crises de liquidez e corridas banc\u00e1rias, uma fal\u00eancia banc\u00e1ria tem custos sociais bastante elevados. <br \/>De acordo com Modro, Santos (2015) no Brasil, grandes mudan\u00e7as na atividade banc\u00e1ria ocorreram a partir da d\u00e9cada de 1990, mais precisamente a partir de 1994, com a cria\u00e7\u00e3o do Plano Real. A desregulamenta\u00e7\u00e3o do setor banc\u00e1rio brasileiro permitiu maior participa\u00e7\u00e3o de bancos estrangeiros, o desenvolvimento da internacionaliza\u00e7\u00e3o dos bancos brasileiros e a intensifica\u00e7\u00e3o das F&amp;A no setor. Consequentemente, os bancos brasileiros t\u00eam apresentado forte crescimento, aumentando sua relev\u00e2ncia no cen\u00e1rio econ\u00f4mico nacional e internacional (Modro; Santos, 2015). A ocorr\u00eancia frequente de F&amp;A por parte de institui\u00e7\u00f5es banc\u00e1rias tem afetado <br \/>a consolida\u00e7\u00e3o acelerada do setor, sendo uma resposta \u00e0 necessidade de os bancos se tornarem maiores, mais diversificados e oferecerem servi\u00e7os mais abrangentes para competir globalmente (Pires, 2011). Os bancos s\u00e3o incentivados a realizar F&amp;A com outras institui\u00e7\u00f5es, banc\u00e1rias e n\u00e3o banc\u00e1rias, para aproveitar as economias de escala e diversificar o risco, o que faz existir certa preocupa\u00e7\u00e3o se tais opera\u00e7\u00f5es aumentariam a efici\u00eancia dos bancos e se tais ganhos de efici\u00eancia podem ser devidos ao aumento do tamanho ou tornar os bancos mais rent\u00e1veis do que eram antes da integra\u00e7\u00e3o, al\u00e9m de se melhorar a efici\u00eancia, alterando o mix de insumos e produtos para otimizar custos e receitas (Souza et al., 2019).<br \/>Souza et al. (2019) explicam que uma motiva\u00e7\u00e3o &#8220;sin\u00e9rgica&#8221; se refere ao valor das firmas juntas, que deve ser maior que a soma de seus valores individuais, trazendo benef\u00edcios positivos tanto para compradores quanto para vendedores, pois a empresa-alvo n\u00e3o aceitar\u00e1 ofertas que possam custe\u00e1-las, e a empresa compradora s\u00f3 entrar\u00e1 no neg\u00f3cio se perceber que obter\u00e1 uma vantagem no processo. Diferentes tipos de F&amp;A podem capturar diferentes fontes de sinergia porque refletem diferentes mudan\u00e7as trazidas por novas decis\u00f5es operacionais, financeiras e de diversifica\u00e7\u00e3o de riscos (Seth, 1990). <br \/>A rentabilidade \u00e9 um aspecto fundamental para garantir a sua sustentabilidade e evitar impactos negativos para os credores, depositantes em particular e para a estabilidade do sistema financeiro em geral, refletindo basicamente nas decis\u00f5es de gest\u00e3o e qualidade da carteira, no controle das pol\u00edticas do banco e o seu desempenho financeiro (Batista, 2018).<br \/>O processo de F&amp;A, pode ser visto sob a \u00f3tica da teoria econ\u00f4mica neocl\u00e1ssica, que afirma que um novo portf\u00f3lio de ativos ser\u00e1 mais produtivo do que a soma de suas partes. Dessa forma, ganhos sin\u00e9rgicos na F&amp;A tornam o crescimento e desenvolvimento da empresa em um caminho mais curto (Pires, 2011). Diversas teorias t\u00eam contribu\u00eddo para o impacto das F&amp;A e Weston, Siu e Johnson (2001) fornecem discuss\u00e3o sobre esses aspectos, onde a cria\u00e7\u00e3o de valor utiliza cada vez mais os conceitos de efici\u00eancia e sinergia, buscando prever o valor de uma empresa ap\u00f3s o an\u00fancio de uma F&amp;A. Baseada nos valores crescentes, os autores sustentam que os an\u00fancios de F&amp;A aumentam o valor de uma empresa, enquanto a teoria baseada nos custos de ag\u00eancia sustenta que o valor tende a diminuir ap\u00f3s uma transa\u00e7\u00e3o. H\u00e1 tamb\u00e9m uma hip\u00f3tese de que F&amp;A n\u00e3o t\u00eam efeito sobre o valor da firma, uma vez que qualquer ganho na firma-alvo implica apenas em transfer\u00eancia de riqueza (Weston, Siu &amp; Johnson, 2001). As combina\u00e7\u00f5es de recursos especializados das empresas envolvidas, bem como oportunidades e condicionalismos ambientais, fornecem a base para que criem sinergia (Souza et al., 2019).<\/p><h3>2.3 Antecedentes Emp\u00edricos de F&amp;As<\/h3><p>Houston e Ryngaert (1994) tratam especificamente dos ganhos globais (a m\u00e9dia ponderada dos ganhos para os adquirentes e os alvos) de uma amostra de fus\u00f5es banc\u00e1rias com o objetivo de examinar a percep\u00e7\u00e3o do mercado de ativos sobre as opera\u00e7\u00f5es de F&amp;A no setor banc\u00e1rio americano. Os autores utilizaram 153 an\u00fancios de F&amp;A entre os anos 1985 e 1991 nos EUA, estudando eventos e regress\u00e3o multivariada (OLS). Os resultados mostram que o mercado respondeu positivamente \u00e0s fus\u00f5es nas quais os bancos envolvidos apresentaram uma rentabilidade (ROA) superior \u00e0 m\u00e9dia do setor. Quando um banco com bom desempenho e lucratividade adquire um outro banco com desempenho igual ou superior, o mercado reage positivamente. O ano em que as F&amp;As foram consolidadas influenciou na percep\u00e7\u00e3o do mercado, pois, quando a F&amp;A foi realizada em anos de maior estabilidade econ\u00f4mica, as F&amp;As criaram mais valor do que aquelas feitas em anos de instabilidade.<br \/>Camargos e Barbosa (2009) tiveram como objetivo avaliar se as F&amp;As de empresas brasileiras resultaram em sinergias operacionais e criaram valor para os acionistas. Al\u00e9m disso, buscou-se identificar a exist\u00eancia de correla\u00e7\u00e3o entre tr\u00eas medidas utilizadas de cria\u00e7\u00e3o de valor, visando justificar o seu uso como proxies alternativas do desempenho empresarial. Assim, realizou-se um estudo descritivo que utilizou os testes Wilcoxon e Rank Test para analisar 72 processos de F&amp;As ocorridos entre o primeiro trimestre de 1996 e o \u00faltimo de 2004. O estudo concluiu que as F&amp;As resultaram nas sinergias e a maximiza\u00e7\u00e3o do valor de mercado, al\u00e9m da riqueza dos acionistas, com correla\u00e7\u00f5es significativas entre as vari\u00e1veis de cria\u00e7\u00e3o de valor.<br \/>Franco e Camargos (2011) buscaram identificar se os processos de F&amp;As empreendidos por institui\u00e7\u00f5es financeiras banc\u00e1rias de capital aberto brasileiras resultaram em sinergias operacionais, aumento da rentabilidade e criaram valor para os acionistas em processos ocorridos entre 1996 e 2007. Com dados secund\u00e1rios do tipo cross-section de 19 processos de F&amp;As empreendidos por 7 institui\u00e7\u00f5es, optou-se pela compara\u00e7\u00e3o agregada das m\u00e9dias de cada m\u00e9trica, por meio do teste de Wilcoxon. Os resultados evidenciaram que os bancos conseguiram gerar valor ao acionista, aumentar sua rentabilidade e obter sinergias operacionais, uma vez que todas as vari\u00e1veis estimadas apresentaram melhora ap\u00f3s o evento F&amp;A. Entretanto, o mesmo n\u00e3o pode ser dito em rela\u00e7\u00e3o aos consumidores, pois o HHI apontou forte tend\u00eancia de concentra\u00e7\u00e3o do setor, apesar de que em nenhum dos tr\u00eas aspectos analisados (ativos totais, dep\u00f3sitos banc\u00e1rios e opera\u00e7\u00f5es de cr\u00e9dito), o mercado banc\u00e1rio esteja operando em uma situa\u00e7\u00e3o de monop\u00f3lio, mas, sim, em uma situa\u00e7\u00e3o de competi\u00e7\u00e3o monopol\u00edstica. <br \/>Oliveira et al. (2017) teve como objetivo identificar os fatores determinantes para a realiza\u00e7\u00e3o de F&amp;A envolvendo empresas brasileiras adquirentes, listadas na BM&amp;FBOVESPA no per\u00edodo de 2010 a 2015. Foram analisados dados econ\u00f4micos, cont\u00e1beis e de mercado de 130 processos de F&amp;As, para uma amostra de 75 empresas, divididas em dois grupos. Foram testadas 10 hip\u00f3teses por meio de um Modelo Logit de Efeitos Agrupados (GEE). Os resultados obtidos sinalizam que os fatores determinantes para a realiza\u00e7\u00e3o de F&amp;A foram: cria\u00e7\u00e3o de valor para o acionista, pol\u00edtica de dividendos e\/ou recompra de a\u00e7\u00f5es, custo de reposi\u00e7\u00e3o e valor de mercado e tamanho da empresa. Al\u00e9m disso, constatou-se que o tempo \u00e9 um fator a ser observado quando da ocorr\u00eancia de opera\u00e7\u00f5es envolvendo F&amp;A.<\/p><p>\u00a0<\/p><h2>3. METODOLOGIA<\/h2><p>O presente estudo classifica-se como descritivo, com abordagem quantitativa, levantamento documental, al\u00e9m de mensurar, avaliar e coletar dados sobre o fen\u00f4meno de interesse e emprego de m\u00e9todos econom\u00e9tricos para testar as pressuposi\u00e7\u00f5es e hip\u00f3teses do estudo ex post facto (Martins &amp; Te\u00f3philo, 2009). A pesquisa \u00e9 tamb\u00e9m do tipo cross-section, por ter um mesmo conjunto de institui\u00e7\u00f5es banc\u00e1rias que tiveram F&amp;As analisadas no per\u00edodo espec\u00edfico de mar\u00e7o de 2015 a mar\u00e7o de 2022 (dados trimestrais), sendo que nem todas as empresas adquiridas s\u00e3o brasileiras, mas todas as adquirentes s\u00e3o. A escolha do per\u00edodo foi determinada com o objetivo de conseguir uma grande quantidade de dados, que forne\u00e7am robustez \u00e0 pesquisa e concedam embasamento quantitativo ao objetivo e problema da pesquisa. O per\u00edodo de estudo come\u00e7a ap\u00f3s a recess\u00e3o de 2015, que se caracterizou por um decl\u00ednio na atividade econ\u00f4mica que se espalha para diferentes setores da economia, decorrente n\u00e3o apenas de uma crise de confian\u00e7a dos investidores, mas tamb\u00e9m de divis\u00f5es pol\u00edticas. E vai at\u00e9 o \u00faltimo trimestre anterior a esta pesquisa. Os dados foram obtidos pelo software da Refinitiv@ e pelo site do Bacen. Foi realizada a coleta das demonstra\u00e7\u00f5es financeiras, posteriormente, o tratamento dos dados. Utilizou-se de uma amostra n\u00e3o probabil\u00edstica e intencional por acessibilidade, e as ferramentas para tratamento dos dados foram o software Microsoft Excel\u00ae e o STATA 13. Os bancos que constituem a amostra est\u00e3o na Figura 1.<\/p><p><img decoding=\"async\" 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\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alt=\"\" \/><\/p><p>SBI= Servi\u00e7os banc\u00e1rios e de investimento; SIC= Servi\u00e7os Industriais e Comerciais; IC= Investimentos Coletivos.<\/p><p><b>Figura 1. Bancos componentes da amostra do estudo<\/b><\/p><p><b>Fonte: Elaborada pelos autores.<\/b><\/p><p><img decoding=\"async\" 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\" alt=\"\" \/><\/p><div>CDI: taxa livre de risco; LL: lucro l\u00edquido; PL: patrim\u00f4nio l\u00edquido; RL: receita l\u00edquida; VMAO: valor de mercado de a\u00e7\u00f5es ordin\u00e1rias; AT: ativo total; PPE: provis\u00e3o para perdas de empr\u00e9stimo.<\/div><div><div>\u00a0<\/div><div><b>Figura 2. S\u00edntese das vari\u00e1veis da amostra do estudo<\/b><\/div><div><b>Fonte: Elaborada pelos autores.<\/b><\/div><p>\u00a0<\/p><h2>3.2 Modelos econom\u00e9tricos &#8211; Regress\u00e3o log\u00edstica<\/h2><p>Para identificar-se com as opera\u00e7\u00f5es de F&amp;A, as empresas criam sinergias e rentabilidade ser\u00e1 necess\u00e1rio trabalhar com modelos para vari\u00e1veis discretas, ou seja, aqueles que utilizam vari\u00e1veis qualitativas como vari\u00e1vel dependente, como o de regress\u00e3o log\u00edstica, ou modelo logit bin\u00e1rio \u2013 t\u00e9cnica estat\u00edstica utilizada para descrever o comportamento existente entre uma vari\u00e1vel dependente bin\u00e1ria, ou dicot\u00f4mica, e vari\u00e1veis independentes, podendo essas \u00faltimas serem m\u00e9tricas ou n\u00e3o (F\u00e1vero et al., 2009). Dessa forma, nos anos em que foi identificada a realiza\u00e7\u00e3o de F&amp;A, atribuiu-se o valor 1 (um); em contrapartida, para os demais anos e para as empresas que n\u00e3o realizaram F&amp;A atribuiu-se valor 0 (zero). Trabalhando com o modelo de regress\u00e3o balanceado, segundo Gujarati (2011), este modelo permite estimar a probabilidade de ocorr\u00eancia e identificar as vari\u00e1veis independentes que contribuem para a sua predi\u00e7\u00e3o, n\u00e3o exigindo a suposi\u00e7\u00e3o da normalidade das vari\u00e1veis independentes. Dessa maneira, foi necess\u00e1rio realizar o teste Likelihood-ratio para verificar a aplica\u00e7\u00e3o do modelo Pooled Ordinary Least Squares (POLS) como hip\u00f3tese nula e, por outro lado, a aplica\u00e7\u00e3o de painel como hip\u00f3tese alternativa. Assim, o modelo est\u00e1 representado na Equa\u00e7\u00e3o 1:<\/p><p><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" \/><\/p><p>Em que:\u00a0<\/p><p>\ud835\udc59\ud835\udc5b(P_(i.t)\/(1-P_(i.t) )) = Sendo que \ud835\udc43\ud835\udc56,\ud835\udc61=1 se as empresas realizaram processo de F&amp;A e, ao contr\u00e1rio, 1\u2212\ud835\udc43\ud835\udc56,\ud835\udc61=0 se as companhias n\u00e3o realizaram processo de F&amp;A.<\/p><p>i = 1, &#8230;, N empresas banc\u00e1rias listadas na figura 1;\u00a0<\/p><p>t = 1, &#8230;, T per\u00edodos anuais de 1\/2016 a 2\/2022;\u00a0<\/p><p>\u03b2_0: intercepto do modelo;<\/p><p>ROA: Retorno sobre o Ativo;<\/p><p>ROE: Retorno sobre o patrim\u00f4nio l\u00edquido;<\/p><p>EVA: Valor econ\u00f4mico agregado;<\/p><p>ML: Margem L\u00edquida;<\/p><p>MB: Margem Bruta;<\/p><p>MO: Margem Operacional;<\/p><p>\ud835\udc47A: tamanho ativo total;<\/p><p>CA: Capital;<\/p><p>RC: Risco de Cr\u00e9dito;<\/p><p>L: Liquidez;<\/p><p>C: Custos;<\/p><p>HHI: Herfindahl-Hirschman Index;<\/p><p>u_it: Termo de erro que varia com as unidades e com o tempo.<\/p><p>\u00a0<\/p><p>Posteriormente, medidas de ajustes e an\u00e1lises s\u00e3o fundamentais para interpreta\u00e7\u00e3o adequada dos resultados almejados. Analisou a exist\u00eancia de problemas de multicolinearidade, atrav\u00e9s do uso do Variance Inflation Factor (VIF). Para Hair et al. (2009), valores acima de 10 podem indicar s\u00e9rios problemas de multicolinearidade. Testou-se tamb\u00e9m a ader\u00eancia do modelo com o teste de Hosmer e Lemeshow, que testa a hip\u00f3tese de que os dados observados s\u00e3o significativamente diferentes dos valores previstos pelo modelo (F\u00e1vero et al., 2009). E, por \u00faltimo, a medida de especificidade refere-se ao percentual de acerto, considerando somente as observa\u00e7\u00f5es que n\u00e3o s\u00e3o evento. No caso da curva Receiver Operating Characteristic (ROC), utilizada para a an\u00e1lise dos modelos, seu gr\u00e1fico demonstra a varia\u00e7\u00e3o da sensitividade em fun\u00e7\u00e3o de 1-especificidade, ou seja, o comportamento do trade-off entre a sensitividade e especificidade. O modelo escolhido deve ser aquele que apresenta a maior \u00e1rea abaixo da curva ROC, visto que essa apresenta maior efici\u00eancia global de previs\u00e3o (F\u00e1vero &amp; Belfiore, 2017).<\/p><p>\u00a0<\/p><h2>4. RESULTADOS<\/h2><p>Inicialmente foi realizado o teste VIF, concluindo-se que a regress\u00e3o \u00e9 sens\u00edvel aos problemas de multicolinearidade atrav\u00e9s das vari\u00e1veis MB, MO e ML. Ent\u00e3o analisou-se a matriz de correla\u00e7\u00e3o das vari\u00e1veis e percebeu que apenas a ML tem baixa correla\u00e7\u00e3o, optando-se por excluir do modelo as vari\u00e1veis MB e MO, de forma que as demais vari\u00e1veis assim apresentaram valores de VIF aceit\u00e1veis, podendo-se estimar o modelo com confian\u00e7a.<\/p><p>Estimado ent\u00e3o o modelo, observa-se que o teste LR apresentou a hip\u00f3tese nula de que todos os coeficientes estimados s\u00e3o conjuntamente iguais a zero obtendo-se Prob &gt; chi2 = 0,0000, rejeitando-se H0 e evidenciando que \u00e9 pass\u00edvel de ser analisado o modelo. A partir de ent\u00e3o, realizou-se a an\u00e1lise do efeito marginal, obtendo uma probabilidade m\u00e9dia de ocorr\u00eancia de F&amp;A de 0,09204211, ou seja, 9,20{6fc9506ca7b40de7f21e30367426ed0394febb36502ce79c372116af68790694}. Tamb\u00e9m, mostra que \u00e9 poss\u00edvel verificar o efeito de uma varia\u00e7\u00e3o unit\u00e1ria explicativa sobre a probabilidade de ocorr\u00eancia do evento F&amp;A. Logo, podemos destacar as vari\u00e1veis explicativas que tiveram signific\u00e2ncia estat\u00edstica na an\u00e1lise do efeito marginal s\u00e3o: i. para cada aumento de uma unidade no tamanho, a probabilidade de F&amp;A aumenta em aproximadamente 3,31{6fc9506ca7b40de7f21e30367426ed0394febb36502ce79c372116af68790694}; ii)\u00a0 para cada aumento de uma unidade no capital, a probabilidade de F&amp;A aumenta em aproximadamente 35,13{6fc9506ca7b40de7f21e30367426ed0394febb36502ce79c372116af68790694}; e iii) para cada diminui\u00e7\u00e3o de uma unidade no liquidez, a probabilidade de F&amp;A diminui em aproximadamente 31,59 {6fc9506ca7b40de7f21e30367426ed0394febb36502ce79c372116af68790694}.<\/p><p>Realizou-se uma inspe\u00e7\u00e3o dos dados, e o resultado evidenciou que existem 454 dados que n\u00e3o sofreram processo de F&amp;A e 68 que sofreram, sendo um total de 522 observa\u00e7\u00f5es (18 empresas em 29 trimestres). Assim, a propor\u00e7\u00e3o da amostra equivalente ao processo de F&amp;A \u00e9 obtida a partir divis\u00e3o 68\/522 = 13{6fc9506ca7b40de7f21e30367426ed0394febb36502ce79c372116af68790694}.\u00a0 Conforme F\u00e1vero e Belfiori (2017) uma das maneiras de analisar o valor preditivo do modelo \u00e9 utilizar a tabela de classifica\u00e7\u00e3o. Os valores acima deste ponto de corte indicam a presen\u00e7a do evento de interesse, e os valores situados abaixo indicam a aus\u00eancia. Assim seria poss\u00edvel comparar a classifica\u00e7\u00e3o prevista versus a observada, com a finalidade de se organizar as sa\u00eddas do modelo e viabilizar a interpreta\u00e7\u00e3o dos dados.\u00a0<\/p><div><img decoding=\"async\" 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\" alt=\"\" \/><\/div><div><div>A partir dos resultados da matriz de classifica\u00e7\u00e3o, verificou-se um bom ajustamento geral do modelo, por\u00e9m n\u00e3o apresentou sensibilidade adequada. Ent\u00e3o, foi realizada uma altera\u00e7\u00e3o no ponto de corte (cutoff) de 0,5 para 0,13, reduzindo o ajustamento geral do modelo de 87,58{6fc9506ca7b40de7f21e30367426ed0394febb36502ce79c372116af68790694} para 69,15{6fc9506ca7b40de7f21e30367426ed0394febb36502ce79c372116af68790694}. Observou-se aumento da sensibilidade de 0{6fc9506ca7b40de7f21e30367426ed0394febb36502ce79c372116af68790694} para 63,33{6fc9506ca7b40de7f21e30367426ed0394febb36502ce79c372116af68790694}, o que representa que dos 60 dados informados como 1 na base, captou 63,33{6fc9506ca7b40de7f21e30367426ed0394febb36502ce79c372116af68790694}. Ou seja, das 60 empresas em processo de F&amp;A, 38 foram captadas, acerto de 63,33{6fc9506ca7b40de7f21e30367426ed0394febb36502ce79c372116af68790694}. J\u00e1 sobre a especificidade, evidencia uma redu\u00e7\u00e3o de 100{6fc9506ca7b40de7f21e30367426ed0394febb36502ce79c372116af68790694} para 69,98{6fc9506ca7b40de7f21e30367426ed0394febb36502ce79c372116af68790694}, ou seja, 423 dos dados informados como 0. Ou seja, das 423 empresas sem F&amp;A, 296 foram captadas, o que indica 69,98{6fc9506ca7b40de7f21e30367426ed0394febb36502ce79c372116af68790694} de acerto.\u00a0<\/div><div>A partir do estabelecimento do ponto de corte e ajuste foi poss\u00edvel construir a curva ROC, no qual quanto maior a \u00e1rea entre a curva e a reta diagonal maior \u00e9 a capacidade de discriminar os grupos de empresas que sofreram F&amp;A e as que n\u00e3o sofreram F&amp;A. Verifica-se, que a sensibilidade \u00e9 representada no eixo Y e a especificidade no eixo X. Considerando que se a curva apresentar angula\u00e7\u00e3o diferente de 45\u00ba, tem um alto valor preditivo, visto que a curva apresenta alta concavidade. O modelo estimado apresentou 73,87{6fc9506ca7b40de7f21e30367426ed0394febb36502ce79c372116af68790694} de capacidade preditiva, conforme destacado no Gr\u00e1fico 2, o que apresenta uma refer\u00eancia de discrimina\u00e7\u00e3o aceit\u00e1vel.<\/div><div><img decoding=\"async\" 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\" alt=\"\" \/><\/div><div>\u00a0<\/div><div>O teste Hosmer-Lemeshou avaliou se h\u00e1 diferen\u00e7as significativas entre frequ\u00eancias observadas e as amostras observadas, a partir da estratifica\u00e7\u00e3o dos valores das observa\u00e7\u00f5es e faixas. Evidenciando que se aceita a hip\u00f3tese nula do teste, podendo ser considerado bem ajustado e apresentar bom ajuste, assim como tamb\u00e9m evidenciado a partir da Curva ROC quanto ao poder preditivo. Atrav\u00e9s do teste Likelihood-ratio, verificou-se que se trata de dados em painel no modelo de pooled, pois se aceitou a hip\u00f3tese nula, que verificava a aplica\u00e7\u00e3o do modelo polled (H0) versus o estimador em painel (Ha). Outra observa\u00e7\u00e3o analisada, foi o valor do rho, no qual foi diferente de zero, logo pode-se inferir que a vari\u00e2ncia no painel \u00e9 importante, e o estimador em painel \u00e9 diferente do estimador do modelo pooled. Ent\u00e3o, a partir da an\u00e1lise dos resultados encontrados no efeito marginal, ap\u00f3s a estima\u00e7\u00e3o do modelo pooled, temos:<\/div><div><img decoding=\"async\" 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alt=\"\" \/><\/div><div>\u00a0<\/div><div><div>De acordo com os resultados do efeito marginal, se rejeita a hip\u00f3tese H1 investigada, porque a probabilidade de uma empresa realizar F&amp;As n\u00e3o est\u00e1 associada significativamente \u00e0 sinergia operacionais e rentabilidade. Os resultados das vari\u00e1veis (ROA, ROE, ML) n\u00e3o corroboram a literatura estudada por Franco e Camargos (2011) e Camargos e Barbosa (2010), que conclu\u00edram que as institui\u00e7\u00f5es financeiras banc\u00e1rias que adotaram a estrat\u00e9gia de F&amp;A conseguiram aumentar sua rentabilidade e obtiveram sinergias, uma vez que todas as vari\u00e1veis estimadas apresentaram melhora ap\u00f3s consolida\u00e7\u00e3o do evento. Os resultados das vari\u00e1veis ROA, ROE e EVA tamb\u00e9m n\u00e3o corroboram o estudo de Viglioni et al. (2018), que encontra signific\u00e2ncia estat\u00edstica entre as vari\u00e1veis de rentabilidade, tendo sinal negativo para as tr\u00eas vari\u00e1veis. Os resultados para a vari\u00e1vel de EVA, tamb\u00e9m contradizem o estudo de Oliveira et al. (2017). Esses autores afirmam que empresas com maior potencial de cria\u00e7\u00e3o de valor, provavelmente apresentaram melhor gest\u00e3o e s\u00e3o mais propensas a realizar F&amp;A. Os resultados contrastam com estudos anteriores, o que pode ser explicado, conforme Batista et al. (2014) concluiu, que nem todos os eventos de F&amp;A afetam a rentabilidade de uma empresa.<\/div><div>Tratando-se das vari\u00e1veis de determinantes internos, que passaram por processos de F&amp;As, a hip\u00f3tese H2 \u00e9 parcialmente aceit\u00e1vel, pois as vari\u00e1veis de tamanho, capital e liquidez est\u00e3o associadas significativamente, mais as vari\u00e1veis de risco de cr\u00e9dito e custo n\u00e3o s\u00e3o significativas. Destaca-se que apenas o tamanho e capital deixam a hip\u00f3tese parcialmente aceitas, pois s\u00f3 elas s\u00e3o positivamente associadas a probabilidade de uma empresa realizar F&amp;A. A vari\u00e1vel de liquidez tem probabilidade negativa de ocorr\u00eancia.\u00a0<\/div><div>Os resultados da vari\u00e1vel de tamanho corroboram a literatura estudada de Oliveira et al. (2017) e Viglioni et al. (2018), ou seja, empresas maiores s\u00e3o mais propensas a realizarem F&amp;As. Camargos e Barbosa (2010) explicaram que o aumento dos lucros poderia ser compensado pelo tamanho da empresa, ou seja, aumento do tamanho proporciona sinergias operacionais e gerenciais, sem, entretanto, levar \u00e0 melhora da rentabilidade das empresas envolvidas. Uma explica\u00e7\u00e3o para isso \u00e9 que o poss\u00edvel aumento na rentabilidade da empresa foi compensado pelo aumento do valor do AT, do PL e das d\u00edvidas para financi\u00e1-las. O estudo de Nunes (2011) e Athanasoglou et al. (2004) investigaram os determinantes internos, mas com objetivo de medir o desempenho dos bancos, por\u00e9m analisando que o desempenho gera benef\u00edcios, \u00e9 positivo a F&amp;A. Pode-se dizer que os estudos corroboram com a vari\u00e1vel de capital, pois ela tamb\u00e9m foi significativa positiva, ou seja, um n\u00edvel elevado de capital \u00e9 fundamental no processo porque fortalece os bancos. E os estudos n\u00e3o corroboram os resultados para a liquidez para o risco de cr\u00e9dito e custos.<\/div><div>Por fim, analisando a vari\u00e1vel de HHI, rejeita-se a hip\u00f3tese H3, porque a probabilidade de uma empresa realizar F&amp;A n\u00e3o est\u00e1 associada significativamente \u00e0 concentra\u00e7\u00e3o de mercado, resultado que corrobora o estudo de Novickyt\u00ff e Pedroja (2014), em que a opera\u00e7\u00e3o n\u00e3o teve um efeito significativo, e n\u00e3o corrobora Nunes (2011), que teve uma rela\u00e7\u00e3o com a performance banc\u00e1ria. No entanto, os resultados n\u00e3o s\u00e3o est\u00e1veis. Franco e Camargos (2011) investigaram a concentra\u00e7\u00e3o, de modo complementar, buscando tend\u00eancia de concentra\u00e7\u00e3o advinda das frequentes opera\u00e7\u00f5es de F&amp;A, em que est\u00e3o em uma situa\u00e7\u00e3o de competi\u00e7\u00e3o monopol\u00edstica, mas pode chegar a um monop\u00f3lio. Um mercado operando com a presen\u00e7a de monop\u00f3lio \u00e9 menos eficiente do que um mercado operando em concorr\u00eancia perfeita, o que pode deixar a n\u00e3o signific\u00e2ncia da hip\u00f3tese ser algo vantajoso na vis\u00e3o da concentra\u00e7\u00e3o de mercado.<\/div><div>\u00a0<\/div><h2>5. CONSIDERA\u00c7\u00d5ES FINAIS<\/h2><div>Considerando que F&amp;A \u00e9 uma estrat\u00e9gia empregada regularmente pelas empresas e dadas as lacunas observadas na literatura, o objetivo deste estudo foi identificar como a probabilidade de aumento na rentabilidade, por meio de sinergia, podem influenciar a tomada de decis\u00e3o sobre os processos de F&amp;As empreendidos por institui\u00e7\u00f5es banc\u00e1rias adquirentes, em processos ocorridos entre o primeiro trimestre de 2016 e o segundo trimestre de 2022. Al\u00e9m disso, fez-se uma an\u00e1lise dos bancos, medindo os seus determinantes internos e sua concentra\u00e7\u00e3o por meio do HHI \u2013 Herfindahl-Hirschman Index.<\/div><div>A priori, o modelo logit apresentou um resultado adequado ap\u00f3s o tratamento das vari\u00e1veis com multicolinearidade. O modelo final de regress\u00e3o log\u00edstica, haja vista a forma como a amostra foi selecionada, circunscritos \u00e0 popula\u00e7\u00e3o estudada se limitar a bancos brasileiros, demonstrou que sinergia e rentabilidade n\u00e3o s\u00e3o significativas para F&amp;A neste setor. Sendo assim, a partir da an\u00e1lise dos resultados encontrados no efeito marginal, rejeitaram-se as hip\u00f3teses H1 e H3 e aceitou parcial a hip\u00f3tese H2, devido apenas ao fato de o tamanho e o capital serem associados significativamente positivos \u00e0 probabilidade de uma empresa realizar F&amp;A. Em s\u00edntese, os resultados obtidos nesta pesquisa permitem concluir que as vari\u00e1veis sinergia, rentabilidade, risco, custo e HHI n\u00e3o s\u00e3o associadas \u00e0 probabilidade do processo de F&amp;A nos trimestres analisados. Ou seja, respondendo \u00e0 quest\u00e3o de pesquisa, as empresas adquirentes n\u00e3o realizam as opera\u00e7\u00f5es de F&amp;A a partir da associa\u00e7\u00e3o probabil\u00edstica de criar sinergia, rentabilidade, o aumento na rentabilidade, por meio de sinergia, n\u00e3o influencia a tomada de decis\u00e3o sobre as F&amp;A, resultado que contribui para a lacuna no incipiente arcabou\u00e7o te\u00f3rico, propondo uma abordagem diferente das demais para se entender essa estrat\u00e9gia empresarial.<\/div><div>Os resultados significantes obtidos na pesquisa permitem concluir que, nas institui\u00e7\u00f5es banc\u00e1rias analisadas, o aumento do tamanho e do capital da empresa pode gerar chance de ocorr\u00eancia de F&amp;A, pois quanto maior o valor de ativo total e do percentual de capital pr\u00f3prio, maior a chance de as empresas adquirirem e fazerem opera\u00e7\u00f5es que gerem maiores benef\u00edcios e criem sinergias operacionais e aumento da rentabilidade. Pode-se tamb\u00e9m concluir que, com diminui\u00e7\u00e3o da unidade de liquidez, a probabilidade de F&amp;A diminui, uma vez que menor a sua liquida\u00e7\u00e3o menor valor para se investir em opera\u00e7\u00f5es de F&amp;A. Quanto melhor o valor dos seus ativos e maior sua disponibilidade pr\u00f3pria de caixa, maior seu poder aquisitivo para a ocorr\u00eancia do processo F&amp;A. E, quanto maior a possibilidade de F&amp;A, maior sua expans\u00e3o geogr\u00e1fica, economias de escala e possibilidade de melhor retorno e sinergia as empresas.\u00a0\u00a0<\/div><div>Em s\u00edntese, por n\u00e3o se ter encontrado signific\u00e2ncia estat\u00edstica, n\u00e3o se pode concluir que sinergias operacionais e rentabilidade criam aumento ou diminui\u00e7\u00e3o da probabilidade de F&amp;A nas institui\u00e7\u00f5es banc\u00e1rias. Entre as limita\u00e7\u00f5es do estudo, encontra-se o fato de serem analisadas apenas opera\u00e7\u00f5es de curto prazo (trimestral de 2016 a 2022). Desse modo, eventos de F&amp;A que poderiam ter causado uma mudan\u00e7a na rentabilidade das empresas banc\u00e1rias em longo prazo n\u00e3o foram captados. Somando esse fato ao car\u00e1ter probabil\u00edstico da metodologia aplicada, essas quest\u00f5es podem ter proporcionado um vi\u00e9s aos resultados.<\/div><div>Para pesquisas futuras, recomenda-se a amplia\u00e7\u00e3o da amostra de pesquisa e das vari\u00e1veis, a replica\u00e7\u00e3o para empresas nacionais e internacionais, com intuito de verificar tamb\u00e9m os determinantes externos no processo, se eles s\u00e3o influenciados pelas caracter\u00edsticas econ\u00f4micas, sociais e culturais de cada pa\u00eds. Realizar o estudo para as empresas adquiridas ou utiliza\u00e7\u00e3o de abordagem quantitativa e qualitativa, em forma de estudo m\u00faltiplo de casos, tamb\u00e9m pode ser uma pesquisa futura, no intuito de identificar e confrontar os resultados sobre sinergia e rentabilidade em F&amp;A.\u00a0<\/div><div>\u00a0<\/div><div>\u00a0<\/div><div><b>REFER\u00caNCIAS<\/b><\/div><div>Athanasoglou, P.P., Brissimis, N.S., (2004) The effect of mergers and acquisitions on bank efficiency in Greece. Bank of Greece Economic Bulletin 22, 7-34.<\/div><div>Batista, C. N.; Pessanha, G. R. G.; Gon\u00e7alves, L. R.; Nogueira, L. R. T.; Candido, M. S. (2014). Impactos das fus\u00f5es e aquisi\u00e7\u00f5es na rentabilidade das empresas adquirentes: uma an\u00e1lise do setor de tecnologia da informa\u00e7\u00e3o brasileiro no per\u00edodo de 1994 a 2013. Anais dos Semin\u00e1rios em Administra\u00e7\u00e3o, SemeAd, XVII, S\u00e3o Paulo.\u00a0<\/div><div>Camargos, M. A. de; Barbosa, F. V. (2009) 0 RAE. 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(1990) Industrial market structure and economic performance. 3rd ed. Boston: Houghton Mifflin Company, 713 p.<\/div><div>Seth, A. (1990). Sources of value creation in acquisitions: an empirical investigation. Strategic Management Journal, 11(6), 431-446.<\/div><div>Silva, C. A. T.; Moraes, M. C. (2006) Concentra\u00e7\u00e3o do setor financeiro brasileiro ap\u00f3s o Plano Real. In: Congresso USP controladoria e contabilidade, 6., S\u00e3o Paulo.<\/div><div>Sood, A.; Ahluwalia, V. (2009) Mergers and Acquisitions in the Banking Sector: an Appraisal, The Icfai University Journal of Banking Law 7(1): 20\u201336.<\/div><div>Souza, J. A.; Vasques, M. O. S.; Mendon\u00e7a, D. J. (2019) Fus\u00f5es e aquisi\u00e7\u00f5es no setor banc\u00e1rio e os determinantes da cria\u00e7\u00e3o de valor: an\u00e1lise bibliogr\u00e1fica a Partir da web of science. Revista contribuciones a la Econom\u00eda. ISSN: 1696-8360.<\/div><div>Tepl\u00fd, P., Starova, H., &amp; \u010cernohorsk\u00fd, J. (2010) Value creation of european bank mergers and acquisitions in the 1998\u20132007 period. Journal of Economics, 58(5), 458-470.<\/div><div>Viglioni, M. T. D.; Carvalho, F. de M.; Benedicto, G. C. de; Prado, J. W. do (2018) Indicadores Econ\u00f4mico-Financeiros Determinantes de Fus\u00f5es e Aquisi\u00e7\u00f5es: um Estudo na Ind\u00fastria de Tecnologia no Brasil. Revista Cont., Gest\u00e3o e Governan\u00e7a 21(3), 420-438.<\/div><div>Weston, J. F., Siu, J. A., &amp; Johnson, B. A. (2001) Takeovers, restructuring &amp; corporate governance. Prentice Hall, New Jersey.<\/div><\/div><div>\u00a0<\/div><\/div><\/div>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-03d5bbf elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"03d5bbf\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;_ha_eqh_enable&quot;:false}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-f3983b0\" data-id=\"f3983b0\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-3959cf9 elementor-widget elementor-widget-text-editor\" data-id=\"3959cf9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p style=\"text-align: left;\"><span style=\"color: #000000;\">ISSN: 2357\/7428<\/span><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Vers\u00e3o Digital da Revista Abracicon Saber da Academia Brasileira de Ci\u00eancias Cont\u00e1beis Ed. 41, ISSN: 2357\/7428, Ago, Set, Out\/2022, Bras\u00edlia-DFFus\u00f5es e aquisi\u00e7\u00f5es no setor banc\u00e1rio brasileiro: sinergias e rentabilidadeMat\u00e9ria de Capa \u2022 P\u00e1ginas na Vers\u00e3o Impressa: p. 50-64, 20minPor: Gabrielly Mendes Costa e Juliano Lima Pinheiro Gabrielly Mendes Costa Mestranda em Controladoria e Contabilidade com [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":2759,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[94],"tags":[8],"yst_prominent_words":[],"taxonomy\/academias":[92],"taxonomy\/autores":[145,146],"taxonomy\/edicoes-revista":[170],"class_list":["post-3022","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-materia-de-capa","tag-materia-de-capa","academias-nacional","autores-gabrielly-mendes-costa","autores-juliano-lima-pinheiro","edicoes-revista-edicao-41"],"_links":{"self":[{"href":"https:\/\/abracicon.org\/abracicon_saber\/wp-json\/wp\/v2\/posts\/3022","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/abracicon.org\/abracicon_saber\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/abracicon.org\/abracicon_saber\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/abracicon.org\/abracicon_saber\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/abracicon.org\/abracicon_saber\/wp-json\/wp\/v2\/comments?post=3022"}],"version-history":[{"count":21,"href":"https:\/\/abracicon.org\/abracicon_saber\/wp-json\/wp\/v2\/posts\/3022\/revisions"}],"predecessor-version":[{"id":3075,"href":"https:\/\/abracicon.org\/abracicon_saber\/wp-json\/wp\/v2\/posts\/3022\/revisions\/3075"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/abracicon.org\/abracicon_saber\/wp-json\/wp\/v2\/media\/2759"}],"wp:attachment":[{"href":"https:\/\/abracicon.org\/abracicon_saber\/wp-json\/wp\/v2\/media?parent=3022"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/abracicon.org\/abracicon_saber\/wp-json\/wp\/v2\/categories?post=3022"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/abracicon.org\/abracicon_saber\/wp-json\/wp\/v2\/tags?post=3022"},{"taxonomy":"yst_prominent_words","embeddable":true,"href":"https:\/\/abracicon.org\/abracicon_saber\/wp-json\/wp\/v2\/yst_prominent_words?post=3022"},{"taxonomy":"academias","embeddable":true,"href":"https:\/\/abracicon.org\/abracicon_saber\/wp-json\/wp\/v2\/taxonomy\/academias?post=3022"},{"taxonomy":"autores","embeddable":true,"href":"https:\/\/abracicon.org\/abracicon_saber\/wp-json\/wp\/v2\/taxonomy\/autores?post=3022"},{"taxonomy":"edicoes-revista","embeddable":true,"href":"https:\/\/abracicon.org\/abracicon_saber\/wp-json\/wp\/v2\/taxonomy\/edicoes-revista?post=3022"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}