Comunicação > Notícias
Alavanca creditícia: sem potência em 2023
Carta IEDI
Edição 1256
Sumário
O crédito, quando ofertado em condições adequadas e utilizado com responsabilidade, é uma poderosa alavanca do crescimento econômico, pois permite aos agentes econômicos a realização no presente de seus projetos, seja de investimento, seja de consumo, gerando demanda às atividades produtivas.
De acordo com os dados coletados pelo BCB, as condições creditícias do Brasil permaneceram pouco favoráveis a esta dinamização da atividade econômica ao longo da maior parte de 2023. Muito disso devido à diretriz de política monetária, que para combater a inflação, aumentou juros, buscando estreitar o crédito e, consequentemente, a demanda da economia.
No final do ano, contudo, houve sinais incipientes de melhora, que podem ganhar robustez com a tendência de queda das taxas de juros e com medidas de política pública, além dos desdobramentos positivos advindos do mercado de trabalho.
No acumulado jan-dez/23, as contratações de crédito bancário novo registraram aumento de +4,8%, já descontada a inflação, apresentando expressiva desaceleração frente à evolução de 2022, quando a alta havia sido de +21,1%. Com este baixo dinamismo, o estoque de crédito do país não se ampliou como proporção do PIB, mantendo-se em dez/23 no mesmo patamar de dez/22: 53,2%.
Esta desaceleração está vinculada ao repasse para as taxas de empréstimos dos sucessivos aumentos da taxa básica de juros, a Selic, pelo Banco Central, do final de 2021 a meados de 2022. Em termos nominais, a Selic ficou em seu máximo de 13,75% ao ano de set/22 a ago/23. Outros fatores condicionantes foram a maior aversão a riscos devido à fraude contábil nas lojas Americanas e o aumento da inadimplência, sobretudo, de pessoas jurídicas.
Com isso, os juros médios dos empréstimos a empresas e famílias subiram no período, passando de 14,7% a.a. para 27,4% a.a. entre jun/22 e jun/23, já descontada a inflação no período. Uma desaceleração mais rápida da inflação do que a redução da taxa básica de juros pelo Banco Central ensejou este aumento dos juros reais aos tomadores finais.
Como principal alavanca das concessões em 2023, destacam-se as operações junto às famílias no segmento em que as condições do crédito são livremente pactuadas entre as partes. Registraram alta de +9,3% em jan-dez/23 frente ao ano anterior. Incluindo também as operações de crédito direcionado, o total de concessões às famílias subiram +8,8%.
As operações livres, que representam cerca de metade do total de crédito bancário novo, em geral são aquelas em que taxas de juros e spreads são mais elevados, sobretudo nas contratações às pessoas físicas, e, por isso, representam maior retorno aos credores.
Alguns comentários sobre este desempenho. Em primeiro lugar, modalidades mais arriscadas, foram as que mais se desaceleraram, indicando a maior aversão a riscos dos bancos. As concessões reais de crédito pessoal não consignado chegaram a encolher -3,8% em jan-dez/23. O rotativo do cartão de crédito e o cheque especial, onde as margens de retorno são maiores, pisaram no freio, mas seguiram no positivo.
Montantes pré-aprovados e famílias em busca de rolagem de dívidas atrasadas podem ter favorecido a expansão destas duas últimas modalidades, mais caras ao tomador. Ademais, cabe ressaltar o papel estratégico que a emissão de cartões vem desempenhando na dinâmica concorrencial, em especial aos novos entrantes, como as fintechs. Entre 2019 e 2022, o Banco Central estima que dobrou o número de cartões ativos no país.
Em segundo lugar, a expansão de crédito às famílias pode ter sido desigual, já que a maior parte daqueles com problemas com dívidas antigas, e logo, pior avaliação de risco, são de baixa renda. Segundo o Observatório do Sistema Financeiro da UFRJ, a inadimplência de tomadores de até dois salários mínimos era cerca de 40% maior do que daqueles de três a cinco salários.
Em terceiro lugar, o aumento das taxas de juros fez com que a trajetória de redução gradual do endividamento das famílias, a partir de meados de 2022, não se traduzisse em queda do comprometimento do serviço desta dívida como proporção da renda, pelo menos até jun/23.
O endividamento agregado das famílias recuou de 50% de sua renda acumulada em doze meses para 48,2% entre jul/22 e nov/23, mas houve aumento do comprometimento com serviço de dívida de 27,3% em jul/22 para 28,4% em jun/23, recuando em seguida para 26,5% em nov/23. Isso é um limitador das decisões de consumo das famílias.
No 4º trim/23, isoladamente, as concessões totais às famílias cresceram +9,1% ante o 4º trim/22, em boa medida pela expansão das operações oficiais de financiamento imobiliário, estimuladas pela fase de redução da taxa Selic, mas também pela retomada de programas como o Minha Casa Minha Vida.
A segunda modalidade de crédito que mais cresceu em 2023, além das operações livres às famílias, foram as operações direcionadas às empresas, cujas concessões subiram +17% frente ao acumulado de 2022.
Apesar da expansão, este crédito oficial representa muito pouco do crédito bancário novo do país: cerca de 4% do total de concessões e 9% ao agregado das concessões às empresas. De todo modo, é uma fonte estratégica de financiamento, já que conta com linhas de prazos mais longos e custos, em geral, menores do que os do segmento livre do mercado.
Entre as modalidades do direcionado às empresas, as concessões de crédito rural (+25,2%), imobiliário (+23,4%) e a categoria outros (+24,5%), que inclui o Pronampe, foram as que mais cresceram em 2023. Os financiamentos direcionados pelo BNDES, por sua vez, variaram somente +0,7%, impulsionados pela modalidade capital de giro.
Cabe observar que os desembolsos totais do sistema BNDES, isto é, suas operações diretas e indiretas, cresceram +17,3% em 2023, segundo os dados do próprio banco, cuja metodologia de cálculo difere daquela do Banco Central. A indústria de transformação respondeu por 18,9% dos R$ 114,1 bilhões desembolsados no período, uma redução de participação de -0,5 ponto percentual em relação a 2022.
Já o crédito em condições livremente pactuadas entre credores e as empresas demandantes, encolheu -1,3% em 2023. Além de mais sensíveis aos níveis da taxa básica de juros, estas operações também responderam mais ao impacto negativo da aversão a riscos provocada pela crise nas lojas Americanas no ano passado, bem como da multiplicação de falências no setor corporativo.
Como as operações livres representaram 91% das concessões totais às empresas, seu retrocesso condicionou a virtual estabilidade do agregado do financiamento corporativo em 2023: +0,1% ante uma alta de +22,2% em 2022. Da mesma forma, sua reação no final do ano foi decisiva para fazer o crédito novo total às empresas se expandir +5,8% no 4º trim/23 ante o 4º trim/22.
Diante desta evolução, vale observar que, segundo os dados do Banco Central, o mercado de capitais brasileiro segue ampliando sua importância como fonte de financiamento às empresas, sobretudo as de grande porte, que têm mais acesso a este circuito de crédito.
O crédito ampliado ao setor empresarial – que nas estatísticas do Banco Central é contabilizado por meio de seu estoque e não de concessões –, além do crédito bancário, também soma os recursos capitados no mercado de capitais via debêntures, notas comerciais, CRI, CRA e FDIC. Seu montante, em termos reais, subiu +6,9% em 2023, impulsionado pelo avanço de +21,3% dos títulos de dívida detidos por residentes.
Com isso, os títulos de dívida direta passaram a responder por 42,8% no final de 2023 (ante 39,5% em 2022) do crédito ampliado concedido às empresas no mercado doméstico e chegaram a representar 29,5% do estoque total do crédito ampliado corporativo, com avanço de 3,5 p.p. frente ao ano anterior.
Crédito ampliado ao setor privado não-financeiro
De acordo com as estatísticas de crédito do Banco Central do Brasil, o estoque de crédito ampliado ao setor privado não financeiro atingiu R$ 9,3 trilhões no 4º trimestre de 2023 (R$ 8,9 trilhões descontada a inflação medida pelo IPCA).
Esse conceito de crédito inclui tanto o saldo das emissões de títulos de dívida e das operações de crédito bancário contratadas pelas empresas e pelas famílias no mercado financeiro doméstico como o saldo da dívida externa, resultante das captações de recursos junto a não residentes, mediante a contração de empréstimos e da emissão de títulos de dívida.
Na comparação com igual trimestre do ano anterior, o estoque do crédito ampliado ao setor privado não financeiro registrou variação real de 8,8% no período de outubro a dezembro de 2023, quando deflacionado pelo IPCA.
Nessa base de comparação, a evolução do saldo do crédito ampliado ao setor privado continuou se arrefecendo, com recuo da ordem de -2,1 pontos percentuais (p.p.) no 4º trimestre frente ao trimestre imediatamente anterior, devido, sobretudo, à desaceleração do crescimento das operações de crédito com as empresas (-2,4 p.p.) um pouco mais intensa do que a verificada no estoque do crédito destinado às famílias (-1,8 p.p.).
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)
Em porcentagem do PIB, o saldo total do crédito ampliado ao setor privado não financeiro atingiu (86,1%), com ligeira queda de 0,2 p.p. frente ao 4º trimestre de 2022 e incremento de 0,5 p.p. em comparação com o trimestre imediatamente anterior (85,6%).
![](data:image/png;base64,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)
No corte por tipo de tomador, observa-se que o estoque do crédito ampliado para as empresas em termos do PIB diminuiu na comparação interanual (-1,0 p.p.), enquanto o estoque do crédito ampliado para as famílias cresceu 0,8 p.p. nessa mesma base de comparação. Ante ao 3º trimestre de 2023, observa-se uma pequena elevação tanto no estoque de crédito ampliado concedido às empresas (+0,1 p.p.) como no estoque de crédito ampliado às famílias (+0,4 p.p.) em proporção do PIB.
O financiamento no mercado doméstico, responsável por 81,2% do estoque do crédito ampliado ao setor privado não financeiro, registrou, no 4º trimestre de 2023, expansão real da ordem de 11,8% na base de comparação interanual e de 4,4% frente ao trimestre imediatamente anterior.
Esse resultado reflete, sobretudo, a forte a ampliação do saldo das operações com títulos de dívida direta corporativa no mercado doméstico, que alcançou R$ 1,6 trilhão no 4º trimestre de 2023, registrando variação real de 21,7% frente ao 4º trimestre de 2022 (R$ 1,3 trilhão) e de 7,1% ante ao período julho a setembro de 2023.
Em consequência dessa expansão, a participação do saldo dos títulos domésticos no saldo total do crédito ampliado ao setor privado não financeiro se elevou a 18,2% no 4º trimestre, com incremento de 1,9 p.p. na comparação com igual trimestre do ano anterior.
As operações de empréstimos e financiamentos no mercado doméstico se mantiveram no 4º trimestre de 2023 como a principal modalidade de crédito, com participação 63,0% no total do estoque de crédito ampliado ao setor privado não-financeiro.
Na comparação com o último trimestre de 2022, o estoque dos empréstimos e financiamentos no mercado doméstico registrou expansão real da ordem de 9,2%. Frente ao período julho a setembro, o saldo dos empréstimos e financiamentos no mercado doméstico registrou incremento real de 3,6%.
Em um contexto de elevadas taxas básicas de juros nas principais economias desenvolvidas, o estoque da dívida externa do setor privado não financeiro retraiu -2,5% em termos reais na comparação com o 4º trimestre de 2022. Esse recuo reflete a forte contração dos saldos das operações com títulos de dívida no mercado internacional (-13,4%) frente igual trimestre do ano anterior bem como a redução do estoque dos empréstimos externos (-1,9%) nessa mesma base de comparação.
Ante ao 3º trimestre de 2023, o estoque da dívida externa do setor privado não financeiro diminuiu -2,6% no período outubro a dezembro, impulsionado pela retração dos saldos dos empréstimos externos (-2,9%), que respondem por 95% da dívida externa privada não financeira.
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)
No período outubro a dezembro de 2023, o setor empresarial respondia por 59,6% do estoque do crédito ampliado concedido ao setor privado não financeiro. Com alta de 6,9% frente a igual trimestre de 2022, o saldo do crédito ampliado obtido pelas empresas atingiu R$ 5,3 trilhões (equivalente a 51,3% do PIB).
Esse crescimento foi impulsionado, principalmente, pelos aumentos reais de 21,3% do estoque de títulos de dívida emitidos no mercado doméstico (debêntures, notas comerciais e recebíveis imobiliários e do agronegócio) e detidos por residentes e de 5,8% na carteira de empréstimos e financiamento do sistema financeiro.
Cabe assinalar que os títulos de dívida direta já respondem por 42,8% (ante 39,5% no 4º trimestre de 2022) do crédito ampliado concedido às empresas no mercado doméstico e por 29,5% do estoque total do crédito ampliado corporativo, com avanço de 3,5 p.p. frente a igual trimestre do ano precedente. Isso significa que o mercado de capitais brasileiro segue ampliando sua importância como fonte de funding, sobretudo para as grandes empresas.
No que se refere à dívida externa corporativa, observa-se decréscimo real da ordem de -2,8% no estoque de crédito das empresas na base de comparação interanual. Esse resultado pode ser explicado pelo decréscimo no saldo dos empréstimos externos, responsável por 95,2% da dívida externa corporativa, com recuo real de -2,1% frente ao 4º trimestre de 2022, bem como pela forte diminuição (-13,5%) no saldo de crédito captado sob a forma de emissão de títulos de dívida tanto no exterior como no mercado doméstico quando detidos por não-residentes.
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)
Evolução do estoque de crédito do SFN
No 4º trimestre de 2023, o saldo das operações de crédito bancário do Sistema Financeiro Nacional (SFN) alcançou R$ 5,5 trilhões (equivalente a 53,2% do PIB), com variação real de 3,5% frente o trimestre imediatamente anterior e de 9,1% ante igual trimestre de 2022.
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)
Na comparação interanual, observa-se, no 4º trimestre de 2023, uma redução no ritmo de crescimento do saldo do crédito total do sistema financeiro (-1,7 p.p.), puxado pelo recuo de -2,4 p.p. na taxa de expansão da carteira de crédito concedido às pessoas físicas.
Não obstante o aumento real de 11,4% ante o 4º trimestre de 2022, o crescimento do crédito na maioria das modalidades de operações junto às pessoas físicas desacelerou no período de outubro a dezembro frente o trimestre precedente nessa base de comparação, com destaque para aquelas de maior risco como cartão de crédito rotativo, consignado a trabalhadores do setor privado, cheque especial e crédito rural a taxas reguladas.
O saldo das operações com pessoas jurídicas também registrou menor taxa de expansão no 4º trimestre (5,7%) em base interanual, com decréscimo de -0,8 p.p. frente ao 3º trimestre de 2023, quando registrou alta real de 6,4%. Esse arrefecimento no ritmo de expansão do crédito corporativo ocorreu nas operações com recursos livres (-1,2 p.p.), enquanto nas operações com recursos direcionados houve um ligeiro incremento (+0,1 p.p.) na taxa de variação interanual, que subiu para 10,8% no 4º trimestre (10,7% no período julho a setembro).
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)
No que se refere à origem dos recursos, o saldo das operações com recursos livres atingiu R$ 3,2 trilhões no 4º trimestre de 2023, com aumento real de 6,4% frente a igual período do ano anterior. Contudo, apesar da variação positiva, a carteira de crédito com recursos livres se manteve em trajetória de desaceleração (-1,8 p.p. ante ao 3º trimestre) nessa base de comparação.
![](data:image/png;base64,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)
Ainda na base de comparação interanual, a carteira de créditos com recursos direcionados registrou alta de 13,1% no 4º trimestre de 2023. Porém, a taxa de crescimento ficou 1,7 p.p. abaixo do verificado no trimestre anterior. O estoque de crédito direcionado atingiu R$ 2,3 trilhões, o que corresponde a 41,6% do crédito total do SFN e 22,1% do PIB.
Frente ao trimestre imediatamente anterior, o saldo das operações de crédito com recursos livres registrou acréscimo 3,3% no 4º trimestre, enquanto o saldo da carteira de crédito com recursos direcionados subiu 4,0% em termos reais.
O saldo da carteira de crédito com recursos livres às pessoas físicas se manteve no patamar de R$ 1,8 trilhão, com crescimento real de 9,1% frente ao 4º trimestre de 2022 (-2,3 p.p. ante o período de julho a setembro de 2023) e de 3,1% na comparação com o trimestre precedente.
A despeito da diminuição do ritmo de expansão, o crescimento das modalidades de crédito com recursos livres às pessoas físicas foi disseminado no 4º trimestre de 2023, com destaque para aquisição de veículos (+13,1% ante ao igual trimestre de 2022), cartão de crédito total (+9,9%), composição de dívida (9,6%) e crédito pessoal consignado (+7,7%).
Cabe mencionar que no 4º trimestre ocorreu uma migração na carteira de cartão de crédito rotativo para cartão de crédito parcelado, que cresceu 42% na base de comparação interanual e 15,2% ante ao 3º trimestre de 2023. Possivelmente, essa migração faz parte da estratégia das instituições financeiras de priorizar o parcelamento frente a fixação pelo Conselho Monetário Nacional (Resolução CMN nº 5112 de 21-12-2023) de um teto para os juros que incidem sobre o crédito rotativo a 100% da dívida, que entrou em vigor no dia 3 de janeiro de 2024.
O estoque de crédito do SFN com recursos livres às pessoas jurídicas também registrou acréscimo no 4º trimestre de 2023, com variação real de 3,4% frente ao período trimestre precedente e de 3,0% ante o 4º trimestre de 2022. Contudo, na base de comparação interanual, observa-se um recuo da ordem de 1,2p.p. ante ao trimestre imediatamente anterior (alta de 4,2%).
Na base de comparação interanual, entre as principais modalidades de crédito com recursos livres para pessoas jurídicas, que impulsionaram essa carteira nos últimos três meses de 2023, destacam-se: antecipação de fatura de cartão (33,8%), cartão de crédito (total 18,2%; parcelado 43,7%), cheque especial (17,5%) e aquisição de veículos (+11,9%).
No sentido oposto, cabe assinalar o forte recuo dos saldos de empréstimos nas modalidades de financiamento de importações (-23,4%), Vendor (-20,1%), desconto de cheques (-11,4%) e capital de giro (-5,4%), com destaque para as operações com prazo inferior a 365 dias (-17,8%).
No último trimestre de 2023, o saldo da carteira de operações de crédito com recursos direcionados a pessoas físicas continuou em expansão, com crescimento de 14,3% em termos reais na comparação com igual trimestre do ano anterior e de 3,9% frente ao trimestre precedente.
A forte expansão na base de comparação interanual foi impulsionada pelo expressivo aumento, sobretudo, nas modalidades de crédito rural (+18,6%), puxado pelas operações a taxa de mercado (+40,9%) e de financiamento habitacional (+13,0%), que respondem, respectivamente, por 30% e 65,1% da carteira de crédito regulamentado às pessoas físicas.
Já o saldo das operações com recursos direcionados a pessoas jurídicas alcançou R$ 743 bilhões, com incremento real de 10,8% frente ao 4º trimestre de 2022 e de 4,2% ante ao período julho a setembro de 2023. Esse desempenho reflete o vigoroso crescimento, na base de comparação interanual, do financiamento imobiliário (+40,1%), crédito rural (28,9%) e de outras operações (+13,6%).
O estoque dos créditos com recursos do BNDES, que respondem por 49,8% do estoque da carteira direcionada às pessoas jurídicas, registrou expansão real de 3,3% nessa mesma base de comparação, impulsionado pelo aumento das operações de capital de giro (+90,4%).
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)
Do estoque total de crédito do SFN, em dezembro de 2023, 96,1% se referem aos créditos concedidos ao setor privado (R$ 5,3 trilhões, equivalente a 51,1% do PIB). Na comparação interanual, o saldo do crédito ao setor privado registrou aumento real de 9,0%, com recuo de -2,1 p.p. ante o 4º trimestre de 2022 (+11,1%).
Esse resultado foi impulsionado pelo expressivo crescimento, no 4º trimestre de 2023, do saldo da carteira de pessoas físicas (+11,4%), em magnitude bem superior ao saldo da carteira de pessoas jurídicas (+5,2%) frente a igual trimestre do ano anterior.
O maior dinamismo em 2023 das operações com as pessoas físicas, que são relativamente mais simples de avaliar e mais lucrativas para as instituições financeiras, acarretou a ampliação em 1,4 p.p. da participação dessa carteira no estoque total de crédito ao setor privado, que atingiu 63,3% (61,9% em dezembro de 2022).
Na comparação com o 3º trimestre de 2023, o saldo real das operações de crédito do SFN com os clientes do setor privado cresceu 3,5% no último trimestre do ano. Nessa base de comparação, ambas as carteiras registraram variação real positiva com valores muito próximos: 3,6% no estoque de crédito corporativo e 3,4% no saldo das operações com pessoas físicas, razão pela qual as participações relativas no saldo total de crédito do SFN permaneceram inalteradas: 36,7% da carteira de pessoas jurídicas e 63,3% da carteira de pessoas físicas.
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)
Nas estatísticas produzidas pelo BCB, o último dado disponível sobre o endividamento das famílias em relação à renda acumulada nos últimos doze meses é o do mês de novembro de 2023.
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0WuopA3nqf5742uTtzD1AMfWTNPF2+trL66YPaZy5cvbP24Iuml91dvf+gzftkngKfm5nat2t7w5N7dm6rRuekoKS4zDdM8nqS2mufyXNNTm3dcnh+54EnZvY9vj0J/UnVkgrmVjoQRO/hvjbQtwv3LqgFmABJ1kzy7uXrK8nj6mnjxGcPklR6O/TSFd2R+Z0Pb91SebDj4a9saX7Bjdv3byyXh+t0ecyQxv30cGX6keRIZiZ5MnlmauuWbv68D9UFS5pW0sCaX7Dw9dnGZ56cG9HCQBEMFu6zz9F3nhsfgPxVc3yaCDuexmbUql8UlB/sLefsdAz97Mwj87u39/pu5Y177W6aoc9+uHz15urSylr3f15O/LunSzVpu/bbiarq6f/a9lM9Plz9NFmG8oMby5+kRx19K48vmnmkumbSpUqWMFnOkWwMiEXP4b7hZH1GupftAcbD+cXbFxbvXPjTneTBIElr/IdzHHhiZvqRuiVMEmHzMneMhmk+bniyPDL+1r2GJ6unzEs10bzZw1/ZcmR+R+0zIz1Nnlmd84t3rn58L1naC4u3m4cqTaKkQSZHHck6T/4rP3AxMdToEO6T7P7Tb9TE9Ibb0Zaa70hrvD1AMIs37yVhLknzSabvclDNwpNzDSdHU3lmUHJTvjxg8XZ6uFK9HqDXc/zdq341UR4OtG9H5msaro7obzxY0oyTA7wDe2bK/8r6FFvPU2FmDaVfn0OnzSsAGJEby/ffvXjrvUsfp6Nu2rwyCT1zM1NJxpqdnprfvd0IB2qlub9Uf3Vy7RcUqeqRQO33OdXsXh3JM/jBYXl80cqn1QE/6TFA8kz1spBW0usKjszveHLPzJH5naYMomh6H3MPwBi4fO3ur35/492LHzcPI6lKYk0Sbg7/2Y4DT8y4SJFoJG2+fNHI9ZUk8S/eXG0/5CzN+sm+kBx4JEcg6Y++lepGwyg1fcikEO4BJsnizXv/6fQ//fLs9cxAUz1nmQT6dFKU0MsLI5dm0LMfLpfjfmXQUZd/WE78s4+2eUHmLKjpRc/Jg/6uex43tddhJysw+bHjtRlpyl/4+mz6HeD4X5NTNMI9wARIovw75z76xelrmefpk8/abx58/LlDjxttDEm4L195cvVOOe7nMiVU7e0RmucaenjrliPzO0OvlbJ0WtL0bsfpvLfDusY6XQPVOyr4biQs4R5gfLXJ9HMzU88f/WqS6b95aJfPUWilYYbQ5JluBu6PTsPgljaXGjffASCVpvOGJ6/eutf8lcWAxzbV2yykejoSSA5s5ndPJ1Xbt2v9BmojWZtkEe4Bxk6bTJ9Ege8s7H3+8O4k2YdeTJh45xdvf9Y6sLaP0XHc6C096V6+q8D0VDqBbMfz7uXVsvzJ+cU7H925n87Q1c0hRFpKkvWTxJ/kfhc6j45wDzAu2o+9SdL8d76xJ/nXeXoYN9WAW53ep1Qzy2fY7wqq0i8N0hyfjhoa1viZ8uSqN1fTOypcvXmv+3l4y3H/8e0HnpjZM/voIHE/XYDaW1I0f5XRMGJqfIZLDZ1wDxBYEgveOX8z+a9Vpk/P07tkDSJQnXK0KsnEn33e+O1B9S4EzdKZfxqerF7mW/dkuOluk4OZJG2nMxrdWP6ky2ObJG2XvzqojFOafmRrEvqbX5OOraqun8EPnKr3Zq69G12rMVG5GeTYQ7gHCGD1/oN0cvr3Lt7KnNxj4cm573xjz3cX9sr0QATOfrB0Y/n+1Y/vlU/wj+y+aTF57tCu/+Xf/Ys+/lC4B8jP4s17SZr/1e9vtPraOs30zx/9qlksgYilFzpXB+4PGPfLY41mHqn9TqP51Ht6yj+RzhRU6vES4fwlnwL//n/4Th9/KNwDjNw75z5679LH7168lTk5/fS2rc8d2pXOeyPTA4WVXt9cHadUvWihVpraq4N2hjL0qHpddTqrUinr3sw5m9q65fvP/Vl/EycI9wAjsbSy9t7FW+9cuJn8m3ly6MATjz136PG/Orw71ou6AMifcA8wTJev3X334se/+v2NzKtjnaQHYKSEe4AhSKL8L05fe+fcR5nf5M7v3v780a86SQ/AqAn3AP1rn+mfO7QrCfTJv27XAkA+hHuAnrXJ9HMzU988tOv5w7uTf91tCoCcCfcA3Vq8ee/v373aKtOnd5BN7wEJAEEI9wAdrD344ldnr//9u39qnpx+etvW7y7slekBGBPCPUBLl6/dTTL9L89eX73/oPb5JNM/f/Srzx/e3d8kxAAwIsI9QKMkyieB/v/5zZX0Loa10vP0Mj0A40m4B9h0fvH237/7p1+dvd5w26n53du//9y+7yzsNTk9AONMuAcoe+fcR3976o8No+qntm5JAv33n/sz89MDMBGEe6DQ0otl/8M/XG6YACdJ83/z7BPfXdg7vW1r6GUEgG4J90Bx/cf/fOVvT324tLJWfWZq65bv/cXX/tu/2j+/e3vopQOAngn3QBH98uz1//MXf6g9Wz+9bWsS6//tsa8bVQ/A5BLugWJ559xH/+EfPrh87W71mSTW/5vn9yf/GYEDwKQT7oGiEOsBiJ5wD8SvOdZPbd3yb1/4ulgPQGSEeyBa6Uw4//E3iw2x/vt/uc/YegCiJNwDEbqxfP9vT334y7PXV+8/qD4p1gMQPeEeiMfSytp7F2/96vc33r14q/Z5sR6AghDugYl3+drddy9+/JsLNxvuL5tI0nw6b71YD0ARCPfA5FlaWUsC/YWrd5L/kkBfO/am6rlDu9JbzIZeWADIj3APTIAkyi/evHf11r2zHy5fvblae0/ZBgeeeOz5I7u/9y++tmd2W+ilBoC8CffAOErS/OVrK5dvrCT/nv1gqf2L52amvnlo1zcPPr7w5JzhNwAUmXAPjIW1B18kIf7C1TtnP1zumOantm45PL/zyPyOJ/fMHJnf6SQ9AKSEeyCYG8v3zy/evvCnO2c/WK6dir5ZEt/nd08f3rfjwN6Zfbun53dvD73sADCOhHsgV0mgf/fird/9cTmJ9cnjVi+bm5k6PL8zifILX5898MRj7iMLAN0Q7oGRS4fcvHfp4/cu3lq8ea/Vy5IQf2R+xz//81kjbQCgP8I9MCqXr909+8FykukbbilVK8nxC0/OpoHe6XkAGJBwDwzZO+c+eufCzfcu3mo1YeXCk3MLX58t//fkXOiFBYCoCPfAcJz9YOlXv7+RJPvMTD+/e/s3D+1a+PPZ5N+prVtCLywAxEm4BwZyY/n+37979Rf/5Z+aM306/Xwa6E0/DwA5EO6BPv3y7PX/dPpa83j6PbPbvruw92+e/ZoJKwEgZ8I90JtWp+rnZqaeP/rVv3n2iSPzO0MvIwAUlHAPdKvVqfrnDu1KMv13F/aGXkAAKDrhHuggSfO/uXCz+UrZuZmp7/3F177/3D5z0gPAmBDugQxrD7547+KtdyqZfvX+g4bffndh718d3u1UPQCMG+EeWLd4896FxdsX/nTn/OKdy9fuNr9gfvf2v3n2a9/7i6+Z+gYAxpNwD8W19uCLJM2f/XD5wtUk0N9uPkOf2jO77fmjX/3es08ceOKx0IsMALQj3ENRJNn98rW7izfvLa+uJYF+eeXT5HGb16e3nZLpAWCCCPcQoSTEJ1G+fGL+6p0bt+/fWL5/YfF28mP7v5qbmUpy/OF9Oxa+Pnt4fqf7yALAxBHuYZKc/WCp+vj84p3PPi/n9au37qXz2KSZvqc3XHhy7sj8jif3zByZ32nSGwCYdMI9hFQeJLPyafr48rWV1U/Xo/nZD5fTB589+OL84u2hlDW9beuBJx6b3719dnpq4euz6Y+hVwAAMEzCPYzKjeX7N5Y/ScfGpM9UI3sfp9i7V03tczNT+3ZtT/5LHiw8ORd6fQAAIyfcw6DOL96unF8vD5K5fH0lSe1Xb6423O9pKI7M73x4Yxz8gSdmph/ZmjxI/k0el2oyPQBQWMI99ObsB0vlU/K375/9cPnG8ifJ477famrrlsPzO9PHe2a37dm5PuT9wN6ZJKmnj51xBwC6N6nh/hf/5Z+SdNX8/Gefl0+gZv5JOkQheTA7PTW/e/ue2UddPkhH6X2d+ovyB554LMno6Rj35Mcku6dNbnbmkeTJ0DUDACI0keH+f/3b3/3y7PXB3yc9b5rErH2Pb194ctaQBlKXr909+8HyhT/dOfvBUjeja9KT60fmdzz8lS2H9+1I2lUa60PXAwAonIkM9//T//HbYc0fUitJY0lKW/jzWUG/gJIcf37xzu/+uJw8aD8ffNI29sxuO7B3Jsnxe2YfdQ4eABgfExnuF2/e+9Xvss/cP/yVLUfmd2T+qnx7zusr6eMLV+8s3lxtM8Ribmbqm4d2ffPg488d2uUUbKwuX7v77sWP37v0ce3k8Q2mtm5JDvmSHL9v1/YkxzvqAwDG2USG+2Epz1G4ePv84p0Pbqy0GYDxXCXlJ1nfOdoIJEd0ybZOAv27F2+1mozSdzgAwIQqdLhvsHjzXhL7fvfH5Vaxb8/stuePfjU9nR96YelBchT33sVbZ/+4nPybbOXM16Qzwf/zcqCfcxQHAEwo4T7b+cXbv7lw892LH1++drf5t9PbtiYp//nDu5N/Qy8pLd1Yvp8cp1W2463MFyTbMTlOSwJ98q+pkwCACPQS7t96+aGXTiT/P37yyzdezPxNqvn3E2xpZe29i7feu/TxO+c+ar7OUsofQ2c/WHrnws02J+k3Av3jhtwAAJHpPtxvBvj68J4+X33u4usvPP3qqWOvvf/2K4dCV27Y3q2k/MzUKOWHtXr/QXL01WYkfZLjkzSfnqQPvbAAAKPSbbivZPaFkydLL710ojbcV54v1UX5NN5Hdfq+UTpdT/KflB9WOt3Nby7czJwadWrrlnTKo2RbzM1MhV5YAICR6y7cVyP84Z89VBfuM7J9IdL9Bik/f+nVselAqcwJjtJpTJM1n/yb5PvQywsAkJ+uwn155M3ZSoKvjMHZjO0tYnzlVXGOzGmlfcp/7tCuv6qkfFmzbzeW71cH3mS+IB14851v7DGSHgAorC7CfW2gF+47aZPyk2Sf5Hspv3vpnPRnK3eNzbzjWHXgjeluAABKXYT7+oE3WeG+1JTiixzuq9qk/FLlNPPCk7OV2yTNuQNurerdBtrcVmx+9/Zqpg+9vAAAY6RDuG9M787c9y4dT/KL09cyp8wvbQT9w3+2Iwn6Bbzus3qf4At/upME+lZ3jXWSHgCgo/bhviHL9xTuC3FBbU/SlP/OhZtJhG31mvnd25OIv+/x7QeemEkehF7kkUjie3Kcc/bD5au37iUPWs1GX6oE+vSusUfmd8S6NgAAhqhtuK+/N1WDSnjPPEffYrAONcpDyT9cLv/XOuiXKll/3+7pA3tnFr4+mzyY0PP66fn4y9dXyv9du5s5er4qqePh+Z2VAUuzLo0FAOhJL3eoLbU6lX+seZ572b57XQb9UmXinSTvHnhiZvqRrbPTU0n0T55MovCYXJ6bDrBZWlm7euvejdv3kxCfRPlWw2xqHZnfmVTqyT3lLyvSSgEA0IdBw33THWmNtx9IGvSTcLx4816rMfqZ9sxu2zP7aJLyD+/b0fCr5Eggic6Zf5UcKrS5nLcc02+uNjyZRPYkuCcPPvv8i/OLd9InuwzxqfJCVtL8gT0z+3ZvT5J9rqsYACBeA4f76rPVnwy2H57zi7cvX1u5+nES9FcuLN5ee/BF6CXqRzoj0IG9M/t2bU8OJ5ybBwAYkR7DPUGVz5ovf7J4897y6trqpw+SxF/q8az5SM3NTO3bPV3+DmHntiTKJ4F+fIYMAQAUgXAfiXQKmvTx2Q+XG37b/Eyq/bcBaVhveHJ+9/bZ6fJ1vdVB/+mVAKFXAAAAwj0AAMRCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAPTvwerqyqU/1D6zdOZ07Y+rly8/WFlp9edbZ2amDxyofWbHkaNfmZqq/rh9fv/U3FzoWsLEEO4BILxeI/InN67fv3499FIHkAT96fn9yYMdR48+9PDD2/bsfXTv3uTH2WeeHWIpK5cuPVhd+Xxt7c75c8mPn964MZS1vWVq6rEjR5Kjl6QK2yqLDUMn3ANQCN3EtTR71T7T01nktaWle4tXqj9+2vBjfYmFTecjlWygR+bmqttx5sBTD89Mb52emTl4sPZl1UOp1StX1paXkge3z5wpNW2ykUqW6rGDB5NDlOkDB5Os37CE0DfhHoAYVIP13UqI//Kzz+6cq4T4HONaMSVJeueRo7XPpOfUqz+mgbvVn1cPt6runj//xdra5o+VDTqURU0WLDnGq33zsTL3zLPb9++ffvLA9P79w/0igkIR7gGYJPevX79/43oa+NKzrQ3DVyZUrxF5am5ue2V0StGkDaC0sd2r34cMsRlUt8W2vXsf2bOntPEFTvM3AD1JjitWF6+sXr6UHHZ2c8Qyc/Cp6fn56QMHdx49mjzeOj2dx/pl8gn3AIyphhz/WdOo9O61imsNL/tsZXXlcl0R6fFDVftMlrz5o3s2B1In+fvR+fnNH2fnpvfvr/1tMdP5SHUZ/atHSjufeaZUs2nyzNDJgiVZ/875c3fPn08ejHSMVkPLHHD42Xharmzi6i78yeLi2tLSeu2OHv3K9unkGKkgO51wD0B4g+f4cYhr0Lf0MoDb586tXr60urjY93HsKFQvYk4FOTZY2TiuTo/TPltevnelPNwuOS6qhvgupX1FxIm/c7h/6+WHXjqx+eOx195/+5VDbV9z/OSXb7wYumIAjLMkzScf0rfPnkkCfU85Js0Z2/fvf3h2NokUj8w97kpEorR85vTqlSurH1xOUmwcY8/GWUyJv0O4v/j6C0+/+cNqnC//+Oqp+nyfBvtqoM96CQDUBPrk324GITTk+IenZ5KP3tCVgMlTHa2UGnD42RhKpx4qtRh3d/vcuc/vrd45d67Xy+vTxL/zmWfS95+U0Uq9DstJs/vmufnKz6W6KN/4EgCKq8tAL8fD2BqHY4OZg089PD1dHRFUvb9B0l1sabp4pr17lZE8fSf+uWeeTe+8lkb/MZzXaMBwn5HtpXuAgusm0Cefx8ln5M6FZ5J/5XggrEES//p5/cq5iXL0z5pVqY8bOe/9r//V1/7Vf9NHXXoN95VBONVBNy1ifP2LAIifQA9EJk38SZ/2+eq9JJr3dPFu0t0NeEeF5B3++m//7z7+sKdwnw6vr0ntwj1AgSWffEunT9+9cF6gBwpi+czpdGBSOtvm6K513vtf/fU3/sf/uY8/7Bzu0wC/8dOx5uH1paYUL9wDxOrOuXO3z58rn6E/fbrVsFqBHiiOdMjN6pUra8tLrWbyzfMudT0Oy2k4d+/MPUDsvlhbu3P+XHnIzZkzSaxv9UWzQA8wDnq/iVVtcm8X7l1QCzCpHqyuVsbblDP9nXPnWr1s6/TMzqNHBXqA8dF7uK8L9Jnn6FsM1gFgjKVXxJYH0J8+3WaaiKm5uSTKP3bkaPKvu0cBjJvBztxnpnvZHmBCPFhdvfXbf1x697ftJ6HfPr+/eoZ+W2VuaQDGU/twX47uZ2tjevP9ZxufMd4eYNytXLqUZPqb7/y6zZCbmYNPVc7QH0n+nYibMgJQ6nzmvn6unFLjdDmp9DLbDQbbA4yf6kn65N9WUzWnQ+fTM/S93vQRgHHQ+7AcACZHx5P02+f37/rWX84991zyb+iFBWBQwj1AbDqepN86PTP37LNz3ywHemPoAWIi3ANEouNJ+pmDT+361rd2P/9t01YCxEq4B5hgX6yt3frtb5fe++1Hvz7V6iR9EujnnvvWrm/9petiAaIn3ANMniTHJ2l+6b13b/32HzNvGeskPUAxCfcAEyMdeHPjl/+wcukPzb+dmpurXBr7LZNXAhSWcA8w7j769a+X3itfHZt5n6n0JP2e7/61+8UCINwDjKO1paV0xpuP/vOvMwfe7PrWX+56/l+a7gaAWsI9wBi5t3jlo1//utWMN9WBN1/9l992kykAmgn3ACE9WF1dufSHpTOnP1lcvH3+XObAm+3z+7/67W+7OhaAjoR7gFwl8f3upUsrl/9w9/z5u5f+kDl/ZcrAGwB6JdwDjNbKpUtJiP/k6uKdc+dunz+XOYC+auv0zFe//e10Wvqt09Ohlx2ACSPcAwzZ8pnTq1eurH5wOcn0rW4WW7VlamrnkaMzB5+aPnBgen6/gTcADEK4B+jf/evX798oD7N5sLpy+8yZzyoD6Nv/ydTcXBLidz7zzMyBp6b3z2+f3x+6EgDEQ7gH6EofOT6VxPfp/funDxyYe+bZ5LHbSwEwOsI9QKO+c3xqx9Gj00mgP3DwsYMHdxw5as5KAHIj3AOU0/zSmdO3z54pz2PTS45Px9hs37//4dnZJMc/Mve428QCEJBwDxRUNdAn/2bOLt+gIcc/PD3j4lcAxo1wDxRIl4FejgdgQgn3QOS6CfRbpqbmnnl258Izyb9yPACTS7gHIiTQA1BMwj0wwVYqE9p8vrZ253z5XlGf3riRRPlPblwX6AEoJuEeGF8PNuagXL1yZW15KXlw+8yZ5N9Pl5buLV7p8k0EegCKQ7gHQlo+czr597OV1ZXL5RD/yeLi2lIlxJ8/98XaWt9vK9ADUEzCPTBCDcNmPltevnelfMY9vT/UgG+eJPidR8rBfdvevY/s2ZM82HHk6FemprZOz5hsHoBiEu6Bzh403aJ1qXLGvWr18uUHK5thvc2o955sn9//yNxc8mDnM88k/07Nzk3v3588mDn41Nbp6dBrBQDGjnAfLLX0YdvevY8dfGrnwjM7jxw10oA+rNSfL69t6p+v3qvdEfJp5069A8BwTWS4v/Xbf7zwv/9voRL2mEiHFD925Ejy7+wzz4ZeHMZFerCapPZ08HrAY9GUU+8AkKeJDPe//u//u4In+2Y7jh5NLx/cefSfyUyFcm/xyuqVxZXLf7h95szq4pX0atShq55ir0qa3EMPP1z9sRriU1Nzc8kzodcNABTORIb7D/+vNy/9/N8P690mKLWsXLq0dOb03fPnkn/bZLiZg0/tPHo0nSdkqmbJicOdc+eSEL96+fLKpT/0NKVMQ1PfOjMzfeDA5o/TM4/VjISRzgFgEk1kuKdUcwPO2+fOtZnwe9veveXRO4ePzD37rKw2ib6ozDNz99Kl1cuXkkyfJPuOf5Js8eQA79F9+x47+JRrMwCgUIT7GKwtLSURPwn6SdxvuDi41tTc3M6j/8z1uOMvOVpbOn367oXz7Y/cUukZ953PPJMcvCUPHMIBQJEJ97H5Ym0tifh3zp+7feZMw7Q/tVyPO27SMVeVr2L+v/bj5tNJk6YPHNhx5GjywMgrAKBKuI/ccpIXKyf1k3/b3DPI9bhBVLdOEuvbDJ2fOfjUYwcPPrpvfufRo0mgTw7MQi84ADCmhPsCcT1ucF1+r7J1eqa6CQygAgC6J9wXlOtxc9PlFRHJqt555Gj65Yn7NwEA/RHu6eF63McOPvXYkSOGereR3kPqk+vX79+4fvf8+eRBm2On5HgpOWpKL3FOwn3oZQcAJp5wT50ux42UZP2KO+fOfba6kqyuT2/cuH/9ejezzqeXNzx2+GgS613eAAAMl3BPO11ej1sqQNa/XzkZn6yHz++tJpn+kxvXu7xNsomJAIDcCPd0a+XSpbuX/pDeGLX9Sf3SxGb95Uq9PltZXblcHp70yeLi2tLS55+tdXPrqFQ66/y2vXsf2bMnqfsjc48bQA8A5Ea4p0+9Zv3pmutxt0xNJbm/9gVJDv5KzQyP2+f3j+J4IFnm9PuHdIE/W16+d6U8IH518Ur7qeVb2XG0HN+nDxzYtmfvo3v3mqcSAAhLuGc4esr6kyg53nhkbi5J8w/PzqU3gp2UryMAgOIQ7hmJScz66YiaUmVWykf27CltfJ+QPG9oDQAwEYR78pBejVr9sTqover2mTO1P97dGD8zXDMHn3p4ero6KCgdS1OqhHjDaQCACAj3AAAQCeEeAAAiIdwDAEAkhHsAAIiEcA8AAJEQ7gEAIBLCPQAAREK4BwCASAj3AAAQCeEeAAAiIdwDAEAkhHsAAIiEcA8AAJEQ7gEAIBLCPQAAREK4BwCASAj3AAAQCeEeAAAiIdwDAEAkOof7i6+/8PSrp6o/Hj/55RsvNr7mrZcfeulE+5cAAACj1SHcl5P9mz98/+1XDlV+TEP8sdeqT1Sfqwb69Fig/iUAAMDo9TospxLla6J7JcuX6qJ8Gu+dvgcAgHz1Gu4bkntGtpfuAQAgiMHO3LeI8Y2n9wEAgNHrMdw3xHbhHgAAxkZP4b4py2eOyhHuAQAghB7CfcO0OGXO3AMAwNjoNtxnz3DZLty7oBYAAHLVVbhfv49VRlzPPEffYrAOAAAwSl2E+6w7V9X/8ljzPPeyPQAA5KxTuO94w9nGFxhvDwAAYXQI9+lZ+2b16b3+VQbbAwBACL3exAoAABhTwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACR6DrcX3z9hadfPVU6fvLLN15s+uVbLz/00onqT9mvAQAARqqrcL8e7Muag3sa7KvPp6899tr7b79yKHTlAACgSDqH+zS8H3vt5A/ffOnVU43hvpLlS3VRPo33Tt8DAEC+Oob7crYvlYN6ZmbPyPbSPQAABNH9BbVZkb1FjK+c7DcyBwAAciXcAwBAJIYQ7ktNKV64BwCA/DlzDwAAkRhduHdBLQAA5GqwcJ99jr7FYB0AAGCUBgz3WeletgcAgBAGDfdNd6Q13h4AAMLo6iZWJ5qfrgv59a8x2B4AAELo/sw9AAAw1oR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEAnhHgAAIiHcAwBAJIR7AACIhHAPAACREO4BACASwj0AAERCuAcAgEgI9wAAEInhhPu3Xn7opRPVn46f/PKNF0NXDAAAimbwcJ8G+2qgv/j6C0+/eurYa++//cqh0JUDAIAiGTTcV7J8qS7Kp/He6XsAAMjXgOE+I9tL9wAAEMRg4b5FjK+M1DEyBwAAciXcAwBAJIYQ7ktNKX7wcP+LX/zi+vXroVcOAACMnb17937ve9/L/JUz9wAAEInRhXsX1AIAQK4GnC0n8xx9i8E6AADAKA06z31GupftAQAghIHvUNt4R1rj7QEAIIyBw31ZJdBXfzLYHgAAQhhKuAcAAMIT7gEAIBLCPQAAREK4BwCASAj3AAAQCeEeAAAiIdwDAEAkhHsAAIjERIX7+ptlbcjldrgBi1bxUKWPp/I6KYW5UVwxiy5yxQGYQJMS7rNT3qYR5r2ARat4qNLH97ji4usvPP3qQpC0V8yii1zxgIcWhV3nKh7/cezmh0uID5SApat4jkVPRrhP10yrtVLpFE6NaJ0FLFrFA5Ue+riirWJ+9hc2dkRc8XQvXv+haZ+KtWgVD1V6pwUbVdE1HyfHy0U0frzkdpIs79JVPEjFqyYi3FfWzfF2u175FWdHscYCFq3iYUof6+OKdcdH8DlUzKKLXPHORhd66nLehtrdKsqiVXwsSs/xuKKx1sdee23h1Vc3P7k6f9JNaOkqHqTitSYm3LcPciPbOQMWreLBKh74qKbzyyILmsJ90SqefgLWvvPGZ+JG8BrZDh6waBUPU3q444rKG5fqg139HjXydR6mdBUPUvE6ExHuO6+NkR0NBSxaxYOUHvaopnPFRlh6MYsubsVDH9U0v3HNR+HTOR+951G0igcpPeBxReOnSXNBeZ4jy7F0FQ9S8ToTEe47jIVY31NH+SVLkKJVPETpYY9qNt6/9eHFyIeHFq/o4lY82KFF6zde37ePHT9eOnEisqJVPEjpgQ+o6nbupivUc/0CPL/SVTxIxetMRrhv8cVardGFrYBFq3iA0sMe1VS0y3sj7hqKWXRxKx7q0KLdYcXmrj+S3Sxg0SoeovSQRzWN+1dj1Bv9wXug0lU8SMVrTUq4T2V/j5zLxQkBi1bxnEsPe1QDeQp0aNEwNjVrqU6M8kvJMEWreIjSQx7VtN+FRv0tcMDSVTxIxWtMVriH3IQ9qgFgGMIe1UAIwj0AAERCuAcAgEhEEu5jvbndOJde2IqHVcwtXtjGpp0XbZ2reKGaemHXuYqbLad2jbhlt4rnVHqnBYuz4sUsusgV72LZIqy4xla0inexYNZ5PEUXueJVkxHu3bJbxYOVHrBfyLfixSy6yBUvhWvqhV3nKh6+9GK087Clq3iQiteaiHDvlt0qXoR7lYeteDGLLnLFAzb1wq5zFS9Ul17Yda7iYbr0WhMR7t2yW8VzKz3szlnMLV7Yxha24gGbemHXuYoXqksv7DpX8SAVrzMR4d4tu1U8t9LHIG8VbosXtrGFrXjovFXEda7iherSC7vOVTxIxetMRLh3y24Vz630wDtnMbd4URtb2IqHbOpFXecqXqwuvajrXMXDVLzWZIT7kHeYC3tzOxUv1L3Kg1a8oEUXuOIhm3pR17mKF6tLL+o6V/Hgt0OekHAPuRmbnRNGS1OnCLRzimfMw327Q+54i1bxAnazxdzihW1s2nnR1rmKF6qpF3adq/i4tPNJCPcbP+S73gIWreLhKh62VwpY8cIVXfiKB/wIDFPxMVjnKl6ULr3Y61zFxyDkj3m4X1c/T+2xll+vxVW0iudb+ljsnMXc4sVrbGGLDt/Ui7fOw5devIoXup2HLV3Fg1S81mSE+w2F3WQqnl/p47FzFnOLF66xhS16DJp64db5GJReuIoXu52HLV3Fg1S8bLLCfVXdEXm+h+QBi1bxPEsPv3MGqnjBiy5gxcehqRdtnY9D6UWreMHbedjSVTzvoic03G8o4iYLXXrhKh62wmOwFMUsuogVH4OmXrh1PgalF67ixW7nYUtX8byKnvBwv6HukDzfI/KARat4rqWPwSdCmIoXu+giVnwMmnrh1vkYlF64ihe7nYctXcVHXXQk4X5Dh/lsIy1axePcOcet4sUuuogVH4OmXrh1PgalF67ixW7nYUtXceEexkvYXglyo6lTBNo58ZiscL/xLVqAY2u7feG0miS50hQWRvwVrqZOfsI1de2c/BSynZc09WKarHDfOEgux1Fy4W8/Vn+pf60cFqux8Fwn68vqdcvb4+xIF2Kzyg2VzSXcF7epB23npUBNPWA7LwVu6kVt5yVder3Iu/Rg7bwUvKnr0mvl0qWXTVq4r6rfVXLYWmkDGYvLKBuNeKFalZ3HLtJyDxl9d5yWcPz4iRMNZ1xyCvdVRWrqIdt5KWBTD9jOS+PS1IvUzku69MJ26bm385Iuvfn5yLv0sokN91Wbu8pIG0rbJjryNlqpZKBrN7PLHvUStV/fqdGukM19sLos6WbOO9xXxd/UQ7bzUpCmHr6dl8auqcffzku69GyF6tJzauclXXrxuvQy4b7nYrLk8UmQyzc5PRQ92mXqvIeMev9o6PA3B02e/OGbL8Uc7gM29YDtvBSmqYdv56Wxa+rxt/OSLj1Lwbr0/MK9Lr1oXXrZxIb7huYa7tAwF8FOFrfZC3IcMBCk4hlF1zS6HL/hLFBTD7i5S0GbetiKj0dTL1A7L+nSi9ula+f5KWyXXjZp4b7xqCjo9VB5CnZJzDiMBg6zkcurvNRU9HoLzH+wYDGaeshLv4KPBg62hUM29WK285IuvWBdunauS8/XZIX76jFv5Ee7TUIOD01XemMZ2c8yLMVs6mGHQWvq+StmOy/p0gtGO8+kSx+hyQr3wTWNXctpVw0/PDSr9BwqH7biRRakqQff3KGaevCKF5YuPefKa+qh6NLzrHzwigv33Wu5sQpxLB5oVuS2e0ghVnwImnreTV07D0E716UXhKZevC59AsN9zYbaOPzJ4YrsFhPFpk8XYgcZJ7kN4wvT2MKWrqmPjTyHqwZs6to5RejSgxWtqY+NHLv0SQv39YdD1XU0+l0k7AwDAbWp32Zflf+XqXl0isEaW9jSNfUxauqxNzbtPH/j2M5LkTe2sJ8mmvoYNXV3qM1U2R6ldL3UXfiez7XPb/6wxe6R+YthCjh+K13nx46dOtVw3+6Qt9PO7Wr3MI0tbOkBm3rYcYrj2NSL0NiK185LuvQWixVzYwv7aaJLH5Om7g61mWr3ivpZrbLnuBp64U3fp+S0oQKO32q+2j0tr7bm+U92lcPttIM2toI29bDjFMewqedz2/iAja2Y7bykS2+xVLF26WE/TXTpDUVG36WXRRLuR9JKu7mNcCrUJf55NMv6Vbt5AuL9XE4/tOsaRtwz5NvYwpY+5k09p+43YFMP2M5LQZu6dt68PnTpI1KYdl4a+6auSx/9ZQ6TFe5rm0TNHjKiY6Hud49wE3jlMzK19sTCxs+lXE4/hLzIP9fGFrb0sW/quY1MDdTUA09mEbCpa+cZK0SXPrqaF6GdlyagqevSR23Cwn3rVVbQ+XHzvtFai2PfnL5bzFvYxqapbwpw70xNvSzgRNRFbOclXfpoaefjQpc+ahMX7ssa95KC7h2lfM45NJ0CqBx5lmpn0aq9Wig2YRubpl6R09clmnqoxqadb9Clj5x2PgZ06SM3keG+eAKP36rZQ44dP146cSLj6z6z5TKw8OMUNXVyoUunCHTpwUxAuB+f70xat9NQdwsP0yjXlyap9I8vrO83+U7vEOWuWNLUx6ydl/Ju6tp5iCXRpevSR2N82nlJl96wQAXo0sc/3NftIAH3lpYXqETZLY2PVus9wtWuqReYdp477TyMojT1cWnnJU09iNDtfDLC/cZF1QHvp1ZbdO2dH3K73VhBVY6zm/aG7GcHFniGAU29uHJt56WwTV07L7TCdOlj0s5LmnoQeXfpTcY/3He4xVmN3O5/UXdbt1xuZxhY2C+vM3ufkXRL3X8SjGbv1NSDC/jldX7tvBS4qWvnwenSG0XbzkuaeiG69CYTEO673kFz+yTI6fu2mmO8bnqJUR0NBv1Gr+WOkNfN9c5mHnmPrKkVsamPSTsvhWzqQdt5Kf+mXsR2Xhqbpq5LL1I7L+nS8y1zcx2E7NInJNxXBf4Ot+54t/ZbrtEsU497SMXwe4mw3+i1XLv5zAadeVIjl7MdBWrq49HOS0GbesB2Xgra1AvUzkvj0tR16YVq5yVdevG69DLhvlt1zaHheHA8ZqsdzQmIwN/opX1DY62ynx1+yeGOvDX1tos3khNtIZt6uHZeCtrUtfNOS6hLH2rJBWznpbFv6rr0UZiscB9Uw+5ZPSIdm+vNR9N/BPjyunkBsg79R73eL9be6KJxecZmo4+u6mPb1Ef2ORm2qYdq56XiNvXxbuclXfqQFbWdl8a9qevSR0G4p70AX15nL0T+s8W2HjA5Bic7GLrwTT3YrMiaeoGEb+clXTp5CN/UA050L9zTwZh/ozdizZ8G8de5sDR1Tb0ItHPtvCCK3NSFezoZ72/0YGg0dYpAO6cgCtzUhXsAAIiEcA8AAJEQ7gEAIBLCPQAAREK4BwCASAj3AAAQCeEeAAAiIdwDAEAkhHsAAIiEcA8AAJEQ7gEAIBLCPQAAREK4BwCASAj3AAAQCeEeAAAiIdwDAEAkhHsAAIiEcA8AAJEQ7gEAIBLCPQAAREK4H0tvvfzQSyeOn/zyjReTR3/3g+T/oZcIAIDxJ9zXKYfq0snWWfri6y88/fufjDprJ6X8qPTzn/z+6b/7wfvf+Gny8O1XDoVeMwAAjL/O4b5yEnnzx+Mn+4m2/Ybi8t+9eqpF4bW/PPba++UE3Pb17d55/Q3GKdy//cr75VW/XrMu1Cx8Zu1KDU/Wrp1OFQcAYAJ0Fe5/+o1u82Urg4T7N3+Yll4JrAsbAbScRs9Wc+9GHC61fH13SzQe4b5PDeG+aTlrV+b6QVv1yEG4BwCIQN/hvvbccPUUcJopT5ZeSs/1p9Gx7izyRprM/POGxF5qyKM1P7TKoq1e36yLcF+zjBuLmFnBNiuksvJeW3j11RPrT2a8Z1ZBmS9rsdKyFr6LcF//B8I9AEAE+gv3dSfFa35I0+d65K3Niw1hs/FXG5GzbbivedzyBHqL12foGO7fevmFCz/OKrhawcaKZ6yQdExTTdbPeM/aSqcvOPyzVkVnFJG58N2F+5q/EO4BACLQ65j76unn2uhYzf/1v6g5LKj7RWPIbDPwp2Hs+LHXNg8CMqNoi9eXOr7z8XYnsDeXvvkgpbLkpVYrpHVmrr5T+1hdfVnLdV6/pbLH3B+vHoEI9wAAEevrzH1jEmyRQNuF+9oLO0utU3jzMPHKOe7324X7jNe3eOf2w3LqF3MzH2d8A1FqtUKy1lTDe7b8ZqTpZdlFZC68M/cAAEXUV7gfwpn7Lq9Kbcij1Qja1Zj7tiPJO4X77EFFg525z3zP5mXMfFnvZ+6NuQcAKJohjbnPHAvfEO43c2XL0fDtL6it/XVlCUptZ8upfX3zGPUewv3mHaWax9y3GhCfeeFv9ns2jbn/ye+fblV0RhFZC99NuK9fg41DehYEfQCAydP3bDk1Q/GP1Wbs7HBfHWiSNVtO/Vj6pnDfamr2rFl4Wr0+O9y3n+e+WsNjr7228Orvf7CesH9U+skP33wp/dPGmeKbVkjjCfGs98yYGyf7ZdlF1G+SHua5r3sL4R4AIALuUDsmhnI7AQAACk24HxfSPQAAAxLux8D6cJs2E3cCAEBnwj0AAERCuAcAgEgI9wAAEAnhHgAAIvH/A3086qR8VQ0qAAAAAElFTkSuQmCC)
A análise da evolução desse indicador mostra que o endividamento das famílias se mantém relativamente estabilizado no patamar de 48,2% desde o mês de julho. Na comparação com novembro de 2022, verifica-se uma redução de 1,3 p.p.. Quando se exclui o financiamento imobiliário, o endividamento das famílias, que se mantinha praticamente inalterado no patamar de 31,2% desde março de 2022, recuou para 30,4% no mês de novembro de 2023.
Evolução do crédito corporativo por setor econômico e porte da empresa
No 4º trimestre de 2023, na base de comparação interanual, os estoques de crédito concedidos pelas instituições financeiras aos três principais setores econômicos __ agropecuária, indústria e serviços __ registraram variação real positiva, mas com redução no ritmo de expansão.
A desaceleração das operações de crédito às empresas de agropecuária foi mais intensa (-3,2 p.p.) do que a verificada nas carteiras com operações de crédito às empresas dos setores de serviços (-1,3 p.p.) e indústria (-1,2 p.p.).
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)
Na comparação interanual, as empresas do setor de agropecuária foram, todavia, as que mais ampliaram o acesso ao crédito do SFN. O saldo da carteira de crédito rural corporativo, que responde por apenas 2,2% do crédito do SFN às pessoas jurídicas, cresceu 8,5% em termos reais frente ao último trimestre de 2022.
Na comparação com o trimestre imediatamente anterior, o saldo das operações de crédito contratadas pelas empresas agropecuárias cresceu apenas 1,3% em termos reais no período outubro a dezembro de 2023. Essa menor expansão reflete a sazonalidade da safra agrícola, e por consequência das necessidades de financiamento do setor.
Já o estoque de crédito contratado pelas empresas do setor de serviço, que responde por 59,0% do crédito do SFN às pessoas jurídicas, cresceu 4,1% em termos reais no 4º trimestre frente a igual trimestre do ano anterior. Na comparação com o 3º trimestre de 2023, o estoque de crédito concedido ao setor de serviço aumentou 2,6% em termos reais.
O saldo das operações de crédito às empresas do setor industrial foi o que, novamente, menos cresceu no 4º trimestre de 2023 frente a igual trimestre do ano anterior (+2,9%) comparativamente aos setores da agropecuária e serviços, perdendo participação relativa (-0,3p.p.) no crédito corporativo total.
Frente ao trimestre imediatamente anterior, o estoque da carteira de crédito às empresas industriais registrou alta de 2,1% em termos reais no período de outubro a dezembro de 2023.
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)
Na base de comparação interanual, nove dos dezesseis ramos industriais registram variação negativa em seus estoques de crédito no último trimestre de 2023, que foi compensada pela expansão verificada nos outros sete.
Os ramos que mais ampliaram, em termos reais, seu acesso acima da média do setor industrial aos empréstimos e financiamento nessa base de comparação foram: petróleo e gás (25,2%), mineração (+22,9%), açúcar (+19,9%), construção (+18,6%), papel e celulose (+13,3%) e obras de infraestrutura (+5,9%).
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)
Em contraste, ante ao 4º trimestre de 2022, registraram queda real os estoques de crédito às indústrias de outros bens de consumo duráveis (-10,4%), de alimentos (-8,3%), de embalagens (-7,8%), automobilística (-5,0%) e de bens de capitais (-3,6%), entre outros.
No corte por porte das empresas, as estatísticas de crédito do BCB mostram que no 4º trimestre de 2023, o estoque de crédito às empresas de menor porte alcançou R$ 981,3 bilhões, crescendo 5,3% em termos reais na comparação com igual trimestre de 2022. Este aumento, que foi superior ao registrado pela carteira de crédito às grandes empresas (+2,3%), elevou a 46,7% a participação relativa da carteira de operações de crédito às MPME (+0,7 p.p.) no estoque total do crédito corporativo.
Cabe assinalar, contudo, que, na base interanual, o ritmo de crescimento da carteira de operações de crédito às MPME desacelerou de forma mais intensa (-2,6 p.p.) do que o verificado para a carteira das grandes empresas (-0,2 p.p.) na comparação com o desempenho do 3º trimestre de 2023.
Frente ao trimestre precedente, em termos reais, o saldo das operações de crédito às MPME registrou incremento de 2,6%, enquanto o estoque do crédito concedido às grandes empresas aumentou 2,3%, permanecendo no patamar de R$ 1,1 trilhão.
Evolução real das concessões
De acordo com os dados divulgados pelo BCB, no 4º trimestre de 2023, as novas concessões de crédito do SFN somaram R$ 1.686,2 bilhões (média mensal de R$ 562,1 bilhões), o que representa uma elevação real de 7,6% em relação a igual trimestre de 2022, quando deflacionado pelo IPCA mensal.
Esse desempenho decorreu tanto do avanço das novas concessões de crédito às pessoas físicas (9,1%) como das novas operações de crédito às pessoas jurídicas, que voltaram a registrar crescimento (5,8%) nessa base de comparação.
O ritmo de crescimento das novas concessões de crédito aumentou 5,8 p.p. frente ao resultado do 3º trimestre de 2023 na comparação interanual, refletindo o acréscimo de 8,9 p.p. nas novas concessões às empresas e de 3,3 p.p. nas novas operações de crédito às pessoas físicas.
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)
Frente ao trimestre imediatamente anterior, o volume das novas concessões totais de crédito cresceu 7,9% em termos reais no período outubro a dezembro de 2023, refletindo o aumento tanto das novas operações de crédito com pessoas jurídicas (8,8%) como com pessoas jurídicas (2,4%). Com a intensificação do ritmo de concessão de crédito às empresas, a participação dessa carteira no total das novas concessões de crédito do SFN subiu +1,5 p.p., alcançando 44,4%.
No acumulado do ano de 2023, o volume total de novas operações de crédito do SFN registrou variação real positiva de 4,8% frente ao ano anterior, com forte desaceleração em comparação com a evolução registrada em 2022 (+21,1%). Esse resultado foi impulsionado pelo aumento real de 8,8% das novas contratações de crédito das famílias (ante 20,2% em 2022). Mesmo afetadas pela fraude contábil das Americanas bem como pelo aumento das falências, as novas concessões às pessoas jurídicas registraram relativa estabilidade (+0,1%) em 2023 frente o ano precedente, quando registraram crescimento de 22,2% nessa base de comparação.
No corte por origem dos recursos, no 4º trimestre de 2023, as novas contratações de crédito com recursos livres, que respondem por 88,7% das novas concessões de crédito do SFN, registraram alta de 7,4% frente a igual trimestre de 2022. Já as novas operações de crédito com recursos direcionados cresceram 9,4% em termos reais nessa mesma base de comparação.
As novas concessões de crédito às pessoas físicas a partir de recursos livres totalizaram R$ 811,5 bilhões no 4º trimestre de 2023, com crescimento real da ordem de 9,2% na comparação com igual período de 2022 e de 7,0% ante ao período julho a setembro de 2023. No ano de 2023 (janeiro a dezembro), as novas operações com famílias registraram elevação real de 9,3% na comparação com o ano de 2022.
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6INwCAfKByAHJCvAEA5AOVA5AT4g0AIB+oHICcEG/rpP4aDF9xgWlSf4VoD/ddMagcgJwQb2vjSuL8duvo7PD9U24TMEUqlfP6vv7hxwbns9f69sWXGn0frHbPcHhafyLyi9/vPFQv3SLlgcqZDvZXTGsqfz6T3Bm2E+JtrVRBgsqBbcX69LTqxx21Xxx9sjKVc1WoUjZXAqfVOnO4caBypkI3mKmuPFgtYgONMzkmEm/b1efTs3m83qgc2FZ0/dHEWPOPpVee777TXdg/NtOTNpYzS1A5U6EbzLxolY2q3FrhytNCije9g7cduWl1fT5/53XwQVA5MHUM/dG79Y4mePx7He0dHtax1EaCrmwEleOUV/5c080UGNv70lNe7IbKmQr2WM7jcxaqTRE73hbZRctbmx44WS2+zuu6TrX4e8pJGcpFDwddu7e+KwfH4te6qB5EQZWzKO+eRS/vHkdbwa9V9vLHR79/8fNE0xIqZzp0SfzK756+3+FZkklixVtglELsdTVzlG/uv77XdLz6PbXOmNnVs44g9M+kHtuq+nyezqu/etICBTcLi+cC2HLMoc14YGl7CcEQGcvRgq7+58KYyOplTjNk20VTJ3NUXdntGF1eBlTOFFksx3mpHu7Y9zrYcsx484ocX68r2Evr+oh3zh+bqSvUP7twe2wr7PP5Oq+eQ/VjWZ4MXkr/EmZJ775KHNhstY65XVA52jFSVU6TEayuSfXv7nNzVrnCHGJSk77HoHKmR7vkuPJNtVDcLEGeCka8WdNVPSeeXpfZHfP10vpDp/TPTuQtK+rzeTqvvurJSy5tlVNA/xJmiePUjidLm9c4ltPFbyCk1jzTvHZQORPjsltyrNqFOjuelyzANpI0lmOnFU+isnppxmHsVb8Vvv6ZtWXnxxX2+Tyd16TqqVYWeWaspty/hFnimcBV9fBrNydtpwTfCO5AlXPDXSTnrtfp6cdVJ/7MFipnUhjvxjx5xFjO9DDjzTeYc+Lpdd1NG4t2juDi9s/6LbWaWVGfz9N59VTPk6qtkR/fuQC2HNPv7YesFoXEdCCtxhuqcszVP8Z5rG6Hfky5ThMClTMh7Pd/i68JhO3Gjje9m9b8X/fqLkK9Ljd/WeMk1SGagZd4/+yleuj02C5W1+fzrT72Hqp9O4I+NdXXYaeU/iWABW8/WxOoHICcCPFm9K+sIZTFVnMBS6SXZnUVO3z9M6nHtrI+n6/zetdzKO0JqoOD4+MzzxOz4rkAJkw7OI9LrxhUDkBOiDcAgHygcgByQrwBAOQDlQOQE+INACAfqByAnBBvAAD5QOUA5IR4AwDIByoHICdVvF1F3aarAQAAALBiKpVzfn6+6WoAAMyCmzdvfvjwYdO1AJgLqBwAgHygcgBygsoBAMgHKgcgJ6gcAIB8oHIAcoLKAQDIByoHICeoHACAfKByAHKCygEAyAcqByAna1c5b7+/+Y168eG/n226pQAAmweVA5ATXeVUguSVXeBBQKF8fPnV5399G1YwqBxYIZXLPfvz9pM/fn143fNj+5/mudoP/a7ixh4tGjyn2y6ClvG0V9vUWUva5jvOg0kE9hjLeK5+2Gd0/wuYpgiV4421odaYHcJtVjBPJDuVSGMYubXLZWNpLKcy8MndhEOhciAjlSudP3lx9+Qbj3fK/ii6c8zHr87106e9FEgKhy22jNiIZq96W//n2++/+vvr7kYvRG60wFYx2jLC1Y84wtXP/1H/69Xjrs80xaicUO5PtsbMEYNoAilnHYb4ST1Qr87vij3OpbJxospxdbmh5RfySurlTSEVwoQIuLmYebUIiWz0HSlWeFsIWEZqghGZgumi+WQ6uXigZeSrP8QNgqaZhcpJtsaskS0zlYSzYkP89e0fn/4kOcrS2ThF5RhaXP/H9PS+k6cfAJUDKyWiclrlrU/KnKjbf/6pq29xo0k9RHr1w9d/TyZD+y0jtdcs7e6rjfTIRAtsD8Mso8Srn+Azpm1U8WM5dqyNssackQ0zyNOKoBUS131xumQ2TlA5tmrvxZRXz2s/4OGwUpI6hr0W1+/F3VYlbXQ8dDEXPJlpcb9lJCNYCaOP6m4K3JdeowW2jmGW6Qeh9av/NslnIqerKULlmK0NTUgxkuPDOyec7GlF0KuFkKssk40TVI59LcxKaSpHXJCGyoGVkpg0W79T9rxMte8nvwgbPdM5tVerKSid8L3cbu//1H+CYznxBDudDDzMMr8+/Chc/Y/fx3xGO2RwjKswlRPO8RMa8cvMx9DARZKnFYEuInyNXTYbr24sR782jOXAukgL+66U0ou3W//1f8JG6wYfVABbSWRexm6vI/XsYdlyFuYMs4ys/2I+05ByUy9N5aSNlIGJ/8YoRmuxJpSe7DYHbJbPxqPW5bQ/GgW1q9bOoqFyYOUIGrydm2rXhRnpVSvfbxU3ar5qS/ZJDFl4LaNkI1gRqxardX755Fen3UZnSiqw3Qy0zEfx6sd8JrmfWYDK8cTaGGvMEzd2LNO5njYDPIJi6Wyc+IxV5PURt7us+aop8mT32V//RuXAKrFVf+11qvd6/XfPS076lSSx5wF9B9tKYpaJG6Froryq1L57JS473TwjLSNf/bDPuJ1Sz7qlAlSOLzxGWGOWCOLFmaea1DupVoNv2GTZbMwXHgBqhjwbOy+wjI9RlilB5azOGlCB6SxWahBUDkCF9hozMMAyPsZZplSVg5+MBtNZrNYgqBwAgHyUqnIAthNUDgBAPlA5ADlB5QAA5AOVA5ATVA4AQD5QOQA5qVTOpusAADAXrl0j6wLkg3gDAMgHKgcgJ8QbAEA+UDkAOSHeAADygcoByAnxBgCQD1QOQE6INwCAfKByAHJCvAEA5AOVA5AT4g0AIB+oHICczCreTh5du6fe/PPzXXPbD7cu3n13Y9OVA4A5gMoByMmAeKs0wnH334GlFjJz+eOdnfdPB1VB1jPa1qqBZ0conqliOmhN7aWVrxye9v/bhfela67ttGlfXxFai9oWi0aIWUY+1ETx+Yz2o2QZudWio7kUonKifpLgSLNETy0eT5mb6RIipykyzhrDVE6nEupT7m0w+Y9QOfFWQUG0A3eq1669jNWueuVJr+9bHnC18aF62f2+UVdfCVIrRSPELOPdXALGYG9lCXWgjs/uW84jDwpXW++cPw783lKEyon6SdyR5kr03jU3051IKdot8Ob+63vjbDFS5ZiBLPd73Q6f1AX09Jlj4k7zFNNp+lrWfx3tHR4eV8e4uPVD5y79wfePrgq8viXkLrcCiT012Aa67HBhX9TKVXZ0l4np3BISjdTGS8kIKmqZcrsFxoVurNNnDdMLIkYIu0wJKucy5ifRAvMlpnLmZroTKUULxhmfiMeqHO2Mtt7ps4JZW6H+Rj9Z+6fvFflalqZy7h13gsSsWXvIusy+20MzO25VZXafx6oE20N3Kc2LZQxZ3Du+8o3H59GLGe6YT4K63Wr/9NQU6aIRIpbxHKoA7DzWymEhzUV8IjL1XYLKifpJQoG5onfsA3N9czGdL0VHCg5hpMrp49g+td4pNAf6L8Utuu6J9gnEzSGVo4yRpbqeyjygtS5HLVRWKImtbLYM1kR//Sz3tH34ODrvXYSm1W+7ZhiKRghZxn+oiaPFfB/gxtXXF0vs75/uuSmgKxEUf2WoHJUQQWkhNl8CATQf0wVSdLDgAMauPhZnnKzf2p/6K2VtscWEmV2CC7TGq5wL86Q+lSPKrciaMdgK9GjwdBQuDBl0qHy5pJAF6c6YsN8IJxHLyIeatnnMluj5xNfAyPheWP4VoXJifhIvAMrjSPMy3faO5ZinDg9suBey3bLjGcu5EMaONzyWcxKvEmwH5sWTJn3NgWBv8BQicewmLv55qR66RhA3GgaQDjV9C+leIjx2ZXepo5OYQcMUoHKid6bkW9e8iUbYHEy3vetyBpw7sELHWZfTL5rQFsgcCwMndlrSpO+pOFJkHv1MXw6dsi7n6fudWJVgG3C60dZVrf90ls7v2eK2sE6UtYyudu0LyQgqyTL2oSZuI//Qi5jcjGYbyef57jvbcgIFqBwVjSBPAejXnNq3mdmaTkrRQldikypH2ZM5+93Id9sjOugunrmlbaH7ZoBua/0Q1PsvzZuWM/WtbXyj7oXHcoxnrOpnr9pnhj3PWGmiSa4SbA/Sjde5lMrssO+7dyy3Pz91WSs9Ieg1QsAynkNNmYBYsyayhHcE2co4uKq0oQSVk+AnYgHw2WXWpvOlaH1gQSs+1CYlxBvACmAi0geW8THKMmWonFVZAyowncVKDVJovAEMRHsRIBhgGR/jLFOqysFPRoPpLFZrkDLjDQBgOylV5QBsJ8QbAEA+UDkAOSHeAADygcoByAnxBgCQD1QOQE6qeDs/P990NQAAZsHNmzc/fPiw6VoAzAVUDgBAPlA5ADlB5QAA5AOVA5ATVA4AQD5QOQA5QeUAAOQDlQOQE1QOAEA+UDkAOUHlAADkA5UDkBNUDgBAPlA5ADkpSeW8/f7mN+rFh/9+tumKAAB4QOUA5GSAyqlExKvuvwcblBNmTRZVudr406d//Prwulz+/In8G5SE5hm3Fxf848uvPn/2Z1ugc1uhpI225+3Je0/fXqMtTRvd5jXFhWZbsWfYdJpIltEuvdG6iEt4jGxRhsrR4yrgAV5HmjMJfuILzDKJZuOEdB1gmMrpZER9DXY3ld0CggZmjOYXlYOe3K3+rv7661vLU8WSxrE8m6eJLvP7Ec9m64u7J9/YDa3Mox6oV+cxA0x++NRnma/+/traFnUJ+VACJaicK1v8R/2v70Z47gXJjjQj4n7iD8wyiWbjeLoOM1LluOHvynq33yP1hDxdAl9nSqhJV37RePcshi+5Rw6eCyaDoWc6H5FUjlxSP1ZRQtrMDFbT3LTRWOePT3+KpZPpK8GgZawCEZeIHqqjBJXjb7n1Q5IjzYlkP5l+dA2wSDAbx9N1hLEqx4x+obvj3lyE243RDdD+6ftS4qUOZSMl3NS0GppCujrLJ78EzwUToh7XvFKqX//dX0ldRveDnVJJjdoV1O0//yxD/Boy3+o/2l7fhun1aDRMfiAnYhllpIuoS0QO1VOayvG0Nd2R5kWqn8zodhTJxgkFwoxUOX3029eiLaWcccyP4hZdkUR1nN7m7r863xgqxx4/NQfp/YlZnNyASbHwDWny1nLAQElDDG92dna1Zqm4ffv2n7vfelROHwLRJFuCyPFapttqLOSKuITfyAZlqZzAjG+iI82OND+Zl91C2TitQICxq4/FGSfrt/Ynd1GfNJOk7MgQloz2NQmMLLvnNVSOqKP854Lp0F/n+poqcU1tXSBW0pnjLCjdBMZydJkfaXVhRpEs0zaz0TPDXGIuYzmeBzsGONK8YSxHDcnbvgIRRq/LaYmPf8jjwNWW656xnI/WHJgwlhNSOc55Q2M5byPngqngDkrYOaLd9q//Sy3ZCfly0o3UtWhbJzxAFXjmoYCBnHibjEHiZJcofvVx18rz2CMxHXN5XmgIIT8pK+34iebteGKPsbTKiZ81sELHWZfTHMhaR/Nq4FiOc97Qupxv//o8eC6YDM6C+CvP+vf/a1dd6ddeKmn6ibXurJj3ELiN8cWvsV0Y/5n8JJ7fMlfN++WTX23vkF1Cuk9FPKYIlZMwBqqVnMPdejiGnzimm43dotnYUyCd5VWOsud8bnc3klbNdy+0sba0TXQfhO+23n7yZPfZX/9OVzkfhbN4nrHS5s3854IJobuYfXWV7GBKnNlUZT15J7/mxe5w3/arHzMFF6T7ZMvIK9ZFl7AG01Ner1SCynEHax4403qaiWdxt07E4yd2117bo/hRsGg29mTxVEp69zHAEjBf6QPL+BhlmRJUzuqsARWYzmKlBkHlAFRo7zkDAyzjY5xlSlU5+MloMJ3Fag2CygEAyEepKgdgO0HlAADkA5UDkBNUDgBAPlA5ADlB5QAA5AOVA5CTSuVsug4AAHPh2jWyLkA+iDcAgHygcgByQrwBAOQDlQOQE+INACAfqByAnBBvAAD5QOUA5IR4AwDIByoHICfEGwBAPlA5ADkh3gAA8oHKAcgJ8QYAkA9UDkBO0uPt8sc7O4en3b8Hb/75+e6max+u7funRhVPHl27d3Z08e67G5uuHIym8cJ9z2XUfFTzz+rCH9d/9fvJJcUjqa139nGW6c3SUf8UMU1plmlojNGXkXzGbLx7vFTLFKJyPCYSzTEFN8mFL+48Bfdnc8sKtDeWriMMUzmv7y9qUFVIbbPnCioHJk4jU9/cf32v80O7wJ3zx/UPvX/q2lbf6pY0mJb/jLKMe4hqu+rtJXcLCrNMW+oHdaCOz+47DdfsZWRAgVTLlKByPCYyjPFQvax/r29Re9t8t9gg3jup5ZPFE2pvPH2FGaly6jrdEjrGutSyBZiZBfoj1H8d7R0eHjcFd4QOk3wKf9fKM5ZTG8i0VNeuC6sadwefFDIQu9eYhZTfa4OHm9a9fIxlbohbL/TYEI1QnmWaFl3c+mFRxpPpBOeRjjMLlXMZC6tAaejxWsb2yU1XNIchUto7zpXGqRxDneuiQStkqv1Ki33xu1fl3DvuZISQK4zT9f+EskpI5XhqbFbD164pJvmiSPHzE3NAorttuz0B3zSmLnCnomUHWsbaqtqQ6g8hHrA0y7QBvWOmLsdn6t/V/umpd+A81TIFqJxYWAUKQ4/PMIJPFk1ye0euOhm5Lsdc4KBXrBUvF+4FDIzlWGMr5vimLSzaPVVgJDSocrQ/Lz25zduu0EkhA8F7eTfnLS7LUfv7+6d7TzsXsEt6zzeNCz7YMvpvTjgsfgh00kuwTJ8nnBl5y2e0qbxoy8O/l6ByfGHlMcYcbtXDic6Wz8N0Ke1NTtcio8Zy7FEObVFyRS2BLuTJgbjK0Y65fyT+rh3HKuk7V2coZY0/7WjFBLEltOtG4KSQgeR5GeE2cyJL78iteipd0ZGWsQdpI2M5JVlGzxK+MvqCJWMub7RlylA5iY3lmQ8fCXPlc1A5w9o7rmc1fsZq8bdvBudk7FiOe4gdz1jOjcDJIipHmwfsSrkqJzwzNZUUXxhpkS+W8i2TDB9vMqlmnGVMo5xE1+WUZBnhcRe77yJP5qUsRPb+XprK8SdCJI6f0F0v4pNFMbC9o3LOEquP5UFuo/bmuhxtFst4uDM2O3nXWZdjn89NxzGV0xxG6SOtVjWS7n6s0MmOdV0037j68/nuO2vxVr+j5pCektr69HZN/5Qy9RjLOIYS53XLtYy3TG8NfZrKXXM4wjJlqRyjrdYTaYdqEu6xAVwXlO6Ck+lGrNAqwnPckcQeZ6zKCcxaCc9F7etRsJhee6PuiWM5urY7kLa6B1PudJ014VTts/vcUTGHp9b6DXdAyG5X6KSwVmzVX18QfZ2UtPxTfiJOXihqrk8/VvbvW8soy7Q72rdjIWwLtozRbG18WnqKUnprxwjLlKByPCaSraFMk4EUd6gc/9tqln3iYfrxBrASGJvzgWV8jLJMCSpnddaACkxnsVKDFBpvAAPRXmMGBljGxzjLlKpy8JPRYDqL1RqkzHgDANhOSlU5ANsJ8QYAkA9UDkBOiDcAgHygcgByQrwBAOQDlQOQkyrezs/PN10NAIBZcPPmzQ8fPmy6FgBzAZUDAJAPVA5ATlA5AAD5QOUA5ASVAwCQD1QOQE5QOQAA+UDlAOQElQMAkA9UDkBOUDkAAPlA5QDkBJUDAJAPVA5ATlA5W8nb72/+9Okfvz68vumKAMBqQeUA5CRd5Xx8+dXnz/7s/n3w4sN/P9t07ZNra1T3SkJ8c/5kSQ2xkoOEjo7KGUVz4W93V6a6Tq/MIpUvXO/9I+TJzd6313adM5ulb/9n1sbeCGJJwSg1BVhGuT7ja2O/UWq3x9Nc+01R5aSayN4jbIm5EnYks1QZIZZsEE970yzmY5jKObm7OEN1UrXNjmvUtrHRlNwFlTOGRnm+uHvyTX/p3RKV36rvv/r767pEyJOrq6AeqFfndyd+Ka6i4T/qf3Ub6pvPbt3gt4IR5JK2URauaQbZNBF9RmrjR61bk5D+AkWmpnKSTWS4QbX1r2+3+BaxKd6mOVIxySfJIkFfSrSYn5Eqx7wNe7p/dlfR9Pv+CPVfT3afPXvl9LM7ZSKf4qNQUqqtMqxj/mmc+rPUtljW9naV//r2hfqmUaFaDSOd6NtPrqp0EjGvv+0zx3/vlX4Jl/7r2z8+/Wnyd/KRRhC3GkFcjBg3myq18V//501/iUbumJrKSTURKieFwH3UKlVg8vFaJORLaRYLMU7lGN08/X6vFTIFWNVrrBKFR+Vc6YAH2iGs6DBO1/8TiiM3zfTVtATPK006JLel7totSnqqZ47yGidt+9DaKfQK60NPI9o+c7x3GKkb4J14bA18vYDxipgVPEbwdJtq77wKma//Lscyts8IbTSsEelRhn8uQeXE3UDvm9EN00hwpGKTT8AkAV8aEnoiI9fl9G4rOH8tXj66lQmM5djDIsZAuX1Hb/dU8pC6kqoVUDnmqRPbYg7yi9W77muvVc26iHUQzzHS2j5zfCrHvNbdRK+4YqA3ewmzMl7jhIwQavhiv3JuXkJj3Tbqiwdu3/5z19vJiCTiMlSOSnaDj+Qqk4gjFZt8Emzi8aXk0JMZNZZjj3joy3zVoqYf5ZGnuMrRjukOg9jHsUqKtdUMlaByEtsiH86snlflCAvzrIN0hce0feYMmH5RcgrWL1xRicY3cuUawb+43pT3z1QR3mdd5WgbQzom6jFbrnLE6fThJko117xxLVNs8kkxwpp8afyMlTbTIk2dvB07luMe4rpvsCRwsvR1OZbKSWzLEmM5tkYcNZZzPVi5WeNdwCZbyd9HNZi+lgw9FegO8XhKuqszisjCRkPibYwsWY/E45arnNWYyLsraHimj8tLPgGG+VLu1cfaTd43QeBdy+JbsuKcsZMAxtoUafWkKU9c0/US0atyxrVF+aoXVzntfORiROhcW4rzp29dTrztM0cwkj1WcfX/L5/8aq+jEh2xjAwt9ZFkI8i9KXnkspypCF9yE9toiEAhg8RMUoDK8Zmo29yvPVz3SzcmTMiRaspIPilmCPmSz2LpjFU5gVkr4bmo2/qlXCwEeKG+EcdydC37QNrqHky5CwusySfnRQ/Kd19LbYu30uaSJXHGqitdP0z1179tKz548cenP7UP9A5v+2yxu0G3tacPzdiQl0YWm2jc/qH1LKNhKrekMaGqF5l+J1P2GaGNnmca3TwQzcJTUznJJrLVcDleskqSHKkvOvnkk0DEl5Z+nJh3HwPUMCjmA8v4GGWZqamc9VoDKjCdxUoNgsoBqNDehwcGWMbHOMuUqnLwk9FgOovVGgSVAwCQj1JVDsB2gsoBAMgHKgcgJ6gcAIB8oHIAcoLKAQDIByoHICeVyrl27dqmqwEAAACwYiqVs+k6AADMhateJVkXIBvEGwBAPlA5ADkh3gAA8oHKAcgJ8QYAkA9UDkBOiDcAgHygcgByQrwBAOQDlQOQE+INAKJc/nhn5/D06o/9o4t3391oNp48unbvTPsfUkDlAORkWvFWZdXjfTGtNlm4+a0upg7e/PPz3aVOpx9z001fMasyEcyCOhL2rrxFXfmNWngNGmccqByAnGjx1vXWDNZ6j2/utRXG/bavib653qp81dkGlZNHOvRGU67phh0ElQNJVJHw+v5VHFy0ykYFoxECoHIAciLEW8YRjOZeu7+/f3qqJcxGzlQbT9Nvw+uo9RarnEWlCh5tgi3CHst5fL74X3R0TYfLrhktUDSonK2kGZp8c//1PbeHPaQMbB1pKsfJSkYZ/bYr5S/PiE33y8HR0dlh3y+sNzbbepWjDzRpVesOvX9woI6PT/XaHWgD6+lV8h3TXwenOdURjSpo1lp0gY/2Dg9bPaSPzfSHjRitLWgKq5iV+q1G/ULWAKjoo+Lo4un7nasI9bjKlWc9VC97Ce6UixYoHVTOVrLw8D5NC73HlDKwdSSoHDkrdbfXL3/rbrpiSe2mfPnjo9+/+FnzifYgF7d+6Ia/G5HTbFqcy70la3XQJ6mUo3LGVSl8TKMOOqkq57SXE7pK0YpdpNVQ2N2poXz5Eq0BYLNYjvNSPdyJdGgDy+gSCxQJKmcrMZzRI8BTysDWMWzGShhGqPHc8PsbdnDk+mAxAq664u2WU1cxaDdw5bqcNJYzqEonnmMqTx3uis2JqRxzTMkaLKr+3X0eM1qLtXOwhoaeMVXOHGcOYATtkuPKQ9UiCK0lyB4HVekFygaVs5X4Uv+NgWVg60hSOZ6s1G6W50b6H/xyqJcFO81MTjPj2W3Qb8MmnQ6KqpxBVTLbbg+uuHUYqXLMGSZrmsoYSPIZzZVMJ94aShbwmYieCfjpHwBQ7UKdnXZd8g2tyKkz1modI1SgeFA5WwljOcUSVzm+rOSuAQnnL0n5OrJAPJgvF57Ex3J2hlbJd8yLlHw8WOWIYznOc2WS0dzlUR4reS6KEKF0TSBItwS5nWqVxnK0JyH1QUKnP+MvUPwtA5WzlegLFC40bzxx/g6Xga0jUeU4WUlZkyve/PXF7+2yEOE27C4r6UZbxDVAzjJG6+FxJaqcIVXyHjPFjz0rZtwla/1hXN24qHbEaMLqY7mGnrtO4rkAFhgaR2kr3W2P0dayHxwcH5854RMtUDionK2kSX/NEyfV/9LSyZQysHWkzFgJWamXNp086VbKmCXbG2qzVX7GyhnxuCEvM+l3dJ6f2m8mu5Q8qDSgSr5j+utg7SM8/6UdR3mGa+xjxoxmTRuKs3MqagFTXyomrADWDipnK0np5NERnCTEGwBAPlA5Wwkqp1iINwCAfKBythJUTrEQbwAA+UDlAOSEeAMAyAcqByAnxBsAQD5QOQA5Id4AAPKBygHISRVvV1G36WoAAAAArJhK5Zyfn2+6GgAAs+DmzZsfPnzYdC0A5gIqBwAgH6gcgJygcgAA8oHKAcgJKgcAIB+oHICcoHIAAPKBygHICSoHACAfqByAnKByAADygcoByMnaVc7b729+o158+O9nm24pAMDmQeUA5ERXOZUgeWUXeBBQKB9ffvX5X9+GFQwqB/JTeeazP5u/Ow/WNnq8Ol5ieoimaGgC/vaTP359eN3eTUsGcoHiGOczI1ymGJXTtN3jHro5CwqnlRBzmhLzUAKCAJGbH0pcEtJYTmXjk7sJR0DlwDZy5Zf/Uf+r/bfOF7u1/739/qu/v643enyy2nzeRI7257SRTdE29yf1QL06F0K9+u3TP7rdkrLBtBntM5ECAkWonCZCXtw9+cbjHCk3h3kSzTNjnKo8vG0PJS6ZRJXj9nMMqb5QVZIEnfN1gs0j3aTlG7fhqSXmaKPZTQP/+PQnScIYrdcUz0xI9xk1oEBHESon2ugSI2glDMkzM+liDGl5MHF5SFE5RidQ/8e8RL0C1Q+AyoFNIvif3IEyvb7E9KKZoo3c675m1mPCV12Vr/8uzw5DDKVvCg7uDRj9m4/KabvBM5nzTGJInilmSHkwPtkQTVwiCSrHlpt9384rRLUfUDmwOUxX7uZ9H3jiR/P64kYwtPb14RlKsgtrze4ONcBnkgo4zEPlmIX0qdJ5k5RnhjtVWXhUQ1ricklQOfYZzVNpKkdcb4bKgU3h6wqJabfssRzNFHrU+prZR21tKzUfpTPIZwYV6JiiyvGsh00ME24CPYPyzDwFoscoKYlLZnVjObonM5YDmyY02ivGSLnrckxTSI9SmgM2ZQu+ZEOZrG5hzhRVzlJtnpEHJTAoz8zRdD7JEE9cPkaty2l/NApqdWsn9VE5sBGkAYirbb988quztsxyW1Wa14bHYjwRbPdY5tCdHOUzngJhClY5nWX6RZpzXl0iE0s5o5yqGNwmS8l45WM57YmEt2e045jNtq7Q7SdPdp/99e/C7hcwFVzRX0nu6+JySKdn1RQpZTWKbIouGH39FGO/UmwxwlBRnxmzxrYIlWPbq78F9EJ5Vg40BCnPLOlUpSBI4vWoHICZUNTEFKbIwtKGKkLlSOBCo8F0PlZhGVQOzBftVXBzB1MksryhSlU5uNBoMJ2PlVgGlQMAkI9SVQ7AdoLKAQDIByoHICeoHACAfKByAHKCygEAyAcqByAnlcrZdB0AAObCtWtkXYB8EG8AAPlA5QDkhHgDAMgHKgcgJ8QbAEA+UDkAOSHeAADygcoByAnxBgCQD1QOQE6INwCAfKByAHJCvAEA5AOVA5CTWcXbyaNr99Sbf36+a2774dbFu+9ubLpyADAHUDkAORkQb5VGOO7+O7DUQmYuf7yz8/7poCrIekbbWjXw7AjFUwaVhxye7mvXs9lS/yl7b7RAGbiWaWgCfF+KgNlaJtJwMycm2qcQlZPgE1qRfRJrT1o4BeKxUDS7eEwzLhENUzmdSqhPtrfBfDdC5cRbBYXQ6NU391/fe32/u7Ynj+6cP+7krHKdN1qgAETLtL/8oA7U8dl9Nxpma5lhDU80ThEqR+sSenqHVYp+fZ/U6hA33aKUNx5LJXpXH5mIRqoc8yy6BOsVlivkJWkv7xvVbJo9TNP0taz/Oto7PDyujnFx64cu5vqD7x9dFXitjeV0hnMrMJP+bDl402w0/5aeoN32NUGkBwmWGdjwZNOUoHKcXOncnOg+eoibTqXHY1kMGLsYlIjGqhztJLbeaTa7FRaaYAwJaf/0ks3XmDSVc++4EyRmzdpD1mVaxaU1RNfYTWV2n8eqBFuG70JFZyaLn7q0LdOG0E7MtWdnmfSGp3cuC1A5ppkko9Xb1P7pKf1Ck7jpBsRjYehDHvvRaEtPRCNVTn8S+zK1pZQzp3UpbtF1jyT/PfIuUeUoY2SprqcyD2ity1ELlRXKWCubLYO14mSQbhWFL+dGCxSCm2kbf/YL+HlaZkDDB4ygF6dypMSt34Y2vr5hm4ibLiUeS8frMqMS0djVx+KMk/Vb+1OvyqwtdmYwL29wGdJ4lXNhntSnckS5FV4ZBdtFcPYhmHVLT8u6ZfTwSZuWmYtlBjR82Pj5BFWONV2/Ex2QcOZl5nm3domN5QyLx3KJdBsGJaLR63L0s4UHNtzqtlt2PGM5F9Yc2BaM5ZzEqwRbhj9HzH1hjjNpa/0eGC2ekWXSGz5sTfYUVU6wxVJCNMxVuNMMI2K6gfFYKitN0UurnLTqeFboOOtymgNZC2SOD6TnYXpX6f82ngT1qJwb2liq+eRoaF3O0/c7sSrBluH0mp7vvrNXgJnOIxUokdBqt247lon7TLfPEJuUoHLsZOn+aa3cLHo11zCipuuYlzrsV+PaN+BlE9HyKkfZkzmNaNAl6UE3QGJuaZtzrO9obq0fgnr/pTHe487LaRvfqHvhsRzjGav62auH6mXoGStNNMlVgm3D7g/Vl1CJS9usvJy29m26iJYxRssFlTNfy0R9Ro1YkV2EyhEypPKmUCb4TaKm08rNR+UYIWiJgeUSURHxBjAOJh99YBkfS1umEJXjgs+MBtP5WIVlCo03gASuIqgdyAMDLONjecuUqnLwmdFgOh8rsUyZ8QYAsJ2UqnIAthPiDQAgH6gcgJwQbwAA+UDlAOSEeAMAyAcqByAnVbydn59vuhoAALPg5s2bHz582HQtAOYCKgcAIB+oHICcoHIAAPKBygHICSoHACAfqByAnKByAADygcoByAkqBwAgH6gcgJygcgAA8oHKAcgJKgcAIB+oHICclKRy3n5/8xv14sN/P9t0RQAAPKByAHIyQOVUIuJV99+DDcoJsyaLqlxt/OnTP359eF0uf/5E/g1K5OPLrz5/9mfzd++pmt/cltxB22uT7p3LMlobE1reFLldbhiN85kRTlOGypHNJZUp2GdGEvOZOSQimWi4jXKqYSqnkxH1mXY3dQECggag8s7/qP/V/qE5quY11daTu7YHvf3+q7+/rreVOyootlHrBcgdgmbri7sn37hWK4TRPhMxnUAJKkc2l2uZon1mJAnhVn4i8lkmJdwGO9VIlWPaX5b12taF8HK3eLsEQTUrqBzNKO5ZDF9xjzxf5TwDOsdQV3/89e3i8kZ0shxiZdG30QmPzkzzs4rZ0KjPpJrOoASVI5rr+rDfZsoQn5mX+T4mpujBVhmrcrQT2Xqn2exePuGCGt0AowvVilmxQSGVowS3kbuti7N88kvwXDBtrGv/6krHfv135DrPYYazb6Pp9oEgmE18JPtMsukMSlM5oQGH2fhMMkN8Zg6JyGlwPEXnUjm+HNmXUs445kdxi65IJPn20aNarBVChsqxx0/7MAyPAKZ2xmAqCN5ZeY5vUrdzrILH9Jw2Wjby96Fmcsca4DPJpjMoS+WEvWImPjOAJJ+ZQyLyEEnRFWtWOb22EGecrN/an/oKW1tszdGrDPOo9qUOz1i55zVUjqij/OeC6WJ2hXovqK+4ioTR5pad5aFr43XGcjQG+cx8xnJ8s/qx0YZZ+EwYy3TJ4dbtW3gi0khM0dlmrIwzhsc/3PGTdst1z1jOR2sOTBjLCakc57yhsZy3kXPBRLHy77Ab0hySc9fGj6zLWTDYZ+a9LidhQqV8nxnMIJ+Zk/3WN3W+tMqJnzKwQsdZl+Msh2wn6kaonP68oXU53/71efBcMEGknoCzXH7X0r1XG3/55Ff797KQ22jFh/tnb9VyM+4onwnay0cRKkfubM/MZ8YRc585JKKYYTzh1rABlaPsOZ9mokif3+peaGNtaVvmPiDfbb395Mnus7/+na5yPgpn8Txjpc2b+c8F08N6n5JaeIK+WZjNNNy41Hd8eNroBIVyMrBu0AKtM9JnZNOFKUHlBMw1H58ZTSTc5pCIZGLhNtKpSnr3McBAmKP0gWV8LG2ZElSOCD4zGkznYxWWQeXAfNHebQYGWMbH8pYpVeXgM6PBdD5WYhlUDgBAPkpVOQDbCSoHACAfqByAnKByAADygcoByAkqBwAgH6gcgJxUKmfTdQAAmAvXrpF1AfJBvAEA5AOVA5AT4g0AIB+oHICcEG8AAPlA5QDkhHgDAMgHKgcgJ8QbAEA+UDkAOSHeAADygcoByAnxBgCQD1QOQE6INwCAfKByAHKSHm+XP97ZOTzt/j1488/Pdzdd+3Bt3z81qnjy6Nq9s6OLd9/d2HTlYN3oztp7auUBx83Gfb8jNKX2C/UUzTKtYTSztNjRLduzLATLWEnP3/JBPlOMymms4211WrjNjoRwE31xFvTG8bqMZptUtxqmcl7fXxy1qozaZvMLKgfmwtXFf6he1p5ah8Re7alXPvvDrYtua+fLJlUpdaCOz+4XmZdPHt05f1w3zBfCwnbZnoUhWiYtjQz0mSJUTtNnfHP/9b1AIMXDbfZIYaj1x2fVNdcb60lP41xppMrRfdjb07MFqZky+iPUfx3tHR4eNwV3BLEmn8Iv6zxjObXdTAN27bqwqnF38Elh++gur9I9wnBfq/T7pxe3fig/K8v5IppFZnDH0pqYonIG+0wRKscxlWiVSLjNHtF+xv1pRt31gMLQTDPGkcapHKNHp18UrZApzKp+0he/e1XOveNORgiX1Thd/0/IAUIqx1Njsxq+ds3I64pAu4r1Bb66vo/PPam5vbY75d/JPZ3E+Bjt1o/irtQyej9H7tKM8JlZqJyEcAMxmEybzqBXIZtDsk1tDLV/ejpwMm/kupw+4u2r0IqXC3Hg26tyzLEVc0zcFhbtnioweh5UOdqfliwThnhupJ8Utg3hKlbTvuINq3eZojNLN/Mt5IiohJmtZTxTdaN8ZiYqR4XDDTzhZtl0VuNg+lKu/f3TvafeqbxBc+ejxnLsUQ5tUXJdv6N2/se8OGkqRzvm/pH4u3Ycq6TvXJ2JlDX+tKMVE8SW0K4bgZPCdmGOV5jS9lD5pziLvpfrDXZ7E8Fmz2SRgCd/uvekkT4zRZXjWQ4bXuAWCDfw2m6+YzkGvgVLxlxeasSNnrGKzFyfjB3LcQ+x4xnLuRE4WUTlaJPp+uSxpXLCM1Plj91PGuuWHMsdwpMPhctYaZwr4M8zkTiSZXwbR/rMFFXOEEu5P8z2Vh3AH25zXZcTN4/hR2tXOZ45H6ea5rocbRbLeAbRd727C+ysy7HP57pCTOV0U3x7uuzSq5G0DnOO/jcBpN6jMwC556zR0ncvMylftez57jvbBkpJAxjWo0aF98Yly6jusav48x+Fj+X4reZRyp5wg4ZguMl/zgmjS2UlImHdb4yxKicwayU8F7WvV3gx9f1G3RPHcvQOUvhVJ3LJvrbahFO1z+5zR8Ucnmr7yQNCdrtCJ4XtwO1jH7TP1rWb94UQ6ihX5XiX0wo5w7xjCfbcdFvWbxnRY1A5rQ10n+izo74qQDAeqEi4KfHWOQM8Ty97LDMgCRUQbwBjYTzOB5bxsbRlilA5EvjMaDCdj1VYptB4A0hAe90dGGAZH8tbplSVg8+MBtP5WIllyow3AIDtpFSVA7CdEG8AAPlA5QDkhHgDAMgHKgcgJ8QbAEA+UDkAOani7fz8fNPVAACYBTdv3vzw4cOmawEwF1A5AAD5QOUA5ASVAwCQD1QOQE5QOQAA+UDlAOQElQMAkA9UDkBOUDkAAPlA5QDkBJUDAJAPVA5ATlA5AAD5QOUA5ASVs5W8/f7mT5/+8evD65uuCACsFlQOQE7SVc7Hl199/uzP7t8HLz7897NN1z65tkZ1ryTEN+dPltQQKzlI6OionPVQXbhX6rZ46ZrfKm6v7dJuKVrAyG1vCszMLmYa8ee8kFM5FKJyNNsIhulDqWPLbxkZCZvOLjKfmEsItwTTuQxTOSd3F/aufFhts9MatW1CbkrOgspZE5Vh1QP16vyuY11dt269f68WM1pcGtO8uHvyTahUgVSG+evbmB8EnEqiCJWjRUtCh29m8RQmbrpYPJZKNNyGeV3HSJVj3oZ1CaYJLFt2mW3oj1D/9WT32bNXTcHrgoyVT+EXvI6faHFm/mmc+rPUtlhxK+7VtPeF+qbp1Gg1FAVpv/H2k6sqnUTMO0uxvyTNFfnj05+EHBLw79JJbOwMc2+Kygk5lUgJKsdIfzErzdBxAsRNN6vkoxNzpEFepzFO5dR32N3F6fRTa4XMrvFXf3/967/+z6tyrnTAA+0QVuWN0/X/hJrpBlZfTUvwvNKkQ3JbHn7sS3qqZ47xGyetj3DdOIVeYX3oaUTbQaa12XU56RohNKfOZ+166vaff0YGgmd4s9I7GP6JvIBTSRSgckxXiDjGnGIpTtx0qfFYHpFwG+R1OiPX5fRVsM/VipePrmsHxnLsYZFdfU/7jt7uqZySPoMs9pJVjnnqxLZoe/qqd93XXquadRHrIJ5jpLUdJHpLesNDW0tw+/btP3dnoiJ1Df9xUEzNCNkwCU7lUpzKCQ8+IHIM4qZLjceSEds9xOsMRo3l2CMe+jJftZBAH90qpKkc7ZjuMIh9HKuk1yAqWeUktkU+nFk9r8oRFllZB+kKj2k7uOjXIuWGNKfU7IwDe4wza5UjucRQp1owRZVjzbFfT+5Vz9xpXOIDEqnxWDZv5WGSDGM5+oyVNtMiTZ28HTuW4x7ium+wJHCy9HU5lspJbMsSYzm2Rhw1lnM9WDmwER75CMnDWRnViBVUjgeh9QOdqmWKKscmdYXErAIpjajpUuOxaMR2512XY9/kpcsQXMviW7LinLGTAMbaFGkm02ywK/ueqTb/eFXOuLYoX/XiKqdOk/1q5nNtKc6fvnU58bZDmOjTgut9S8D2Ia9AE4dYZ5Vw+wV08SfwCh/LEWwT7zXOdr4lTNR0nhWhpZMQbn5XCzJW5QRmrYTnom7rAqPu/Tx48UJ9I47l6B2kB9JW92DKXaJlTT4ZPaygqVLb4q20uWRJnLHqStcPU/31b9uKD1788elP/1H/05+DH9B2CONROXN+aE166M9ZpN8zF/vo7dbajMppW2yldyErzuUWPYio6Ua9FWbypISbZLoovPsYZgwDYT6wjI+lLVOIynHBZ0aD6XyswjKoHJgvVxHUD5mBBpbxsbxlSlU5+MxoMJ2PlVgGlQMAkI9SVQ7AdoLKAQDIByoHICeoHACAfKByAHKCygEAyAcqByAnlcq5du3apqsBAAAAsGIqlbPpOgAAAACsHlQOAAAAlAkqBwAAAMoElQMAAABlgsoBAACAMkHlyFz+eGfn8LT+8+DNPz/f3XR9AAAAYCionDAnj67dU8gcgGJpejT7RxfvvrtBNQBKA5Xjo9I3x4qhHICSqeN8G4IclQOwFiatcuoEJacFPWU0emVcIquPs7cFORAASgaVA7AWLJXTDmC0bEMfx0OdFJQvJ6xS5by+T+IBmChV+J8dvbn/+l6z0G6RCJoMYfxTpwvV5BWj/Je/LdKilkS0lXuqlSaLnHS0d3jYJhw9o0oKpvt9/+BAHR/3Kkc6fsflEpXUs3xfNL0kwMQQVU7j0Qu/n6Z7L9sxYvUxQBEs7tR1GGv5LahyTpX+d/PPhZMbFzv3c15t1mhThptOrYykjUYvqtn84zl+t9/lEpXUznn546Pfv/jZezqh5KYvJsBwAipHi8svfrf7KFoXZRG45jCQGedGQRXoIizXR/F0jIwYHlwlAJgwxrx2/48KqpxFeff27+6r6YIdU8mYM+qCzDEKOHVwj9+lpcslKqnqTKfX4zK5JMAEGaByTvXB3ofqpRNgzhE8XZkLfxdhmT5KUsdoeJUAYMKsQeVcWBP7Fb3KadOhLWucZYRmATsdCccfpHL8B9H6eXaXNVJy09cSYAQBlXPSK3nlnf+xItcTcGZXZve5t4uwdB9FSBm6yhlRJQCYMOtSOUK2kAZFrGxjiAXfWI7v+NaJxlXSPUad/ZJKkh1hgoRXH5sBqAWoWU4eog10ZbxdhCX6KI/PPR0jTeXsjKgSAEwYj8rRH0rQh35TVI7vgQY7T+qnFkSO8IyESntgIiVPeg7SD8TbKTWlJCoHpkdoxqrnUhiJdWaJgjEudWWELsIyfZSTkWM5kSoBwITxqRx9GV+zElAlqxzldAjdFc01+gJCUbWIdfAdv/svSeX4DiI+WZFeEmBijFY5Susu+Ga1ZAm0E+giLNFH8XeM4qpsh14LAABAcYxROcYDSQcHx8dn2gLlBYaQWGzr9vd3EZbqo/g6RtJIVHqVAAAAYJpM+t3HAAAAAF5QOQAAAFAmqBwAAAAoE1QOAAAAlAkqBwAAAMqkUjnXrl3bdDUAAAAAVkylcs7PzzddDQCAWXDz5s0PHz5suhYAcwGVAwCQD1QOQE5QOQAA+UDlAOQElQMAkA9UDkBOUDkAAPlA5QDkBJUDAJAPVA5ATlA5AAD5QOUA5GTtKuft9ze/US8+/PezTbcUAGDzoHIAcqKrnEqQvLILPAgolI8vv/r8r2/DCgaVA+um8sNnf95+8sevD6/rW5q/ew/WtspuHS0wNVItI5X0GGZWltG3iS2PFhAoSeU09wzRbYoLplWR6jMB25ZNuOGa+VJtI43lVIc5uZuwPyoHNk3lX+dPXtw9+aZ32Su//I/6X/1PHRK7tf81Jesy2p/OoQIFpsVQy5gldeS9pku6ZaIZLiUF2pSjcq4M+ZN6oF6dC27z9vuv/v663sotwCTNZ0K2LZpgw5O1iUGiynH7OYYgXWgqSb3j4rB+/M7f/fJRd0Qp0byNFZgkCZa5HiuZdrypkWIZVE6Apu1/fPpTxCHKcZnVkOIzqbYtjnDDKwX06XB7pKgco/+m/2Nerl686wdA5cD68SfS1v+uGyU8Qj5YYJrELfNZtGRor+mSYhm9LxeblkkePy9D5bTJ/3rMbUoYF10pcZ9Jtm1pRBpeh6y6/eefAydCE1SOLT17PeUVpdoP5WRF2F58dyyzV66VcDsF0QLTJG6ZWMmUo02RdMu0W4NTdelzeSWonD7Dh8Vivc6TZTkeZJ9JsW2RRBuuC+Yhc+cJKkfq8/V10VSOuKoKlQPrR44KOygYy5EsEy4Z22u6pFum/yWYyVJT3fRVjp74425TxFquNeH6zDDbFkRCw51FBYnGWd1Yjl4DxnIgK4LH27er6LKb2azL8dzII1mjLIkzyDIp5hmQdaevcqSncQPzdbO6WQ/C44MDbFsOCQ03zLValeOuy2l/NApqN4m6vozlQDYEYf5MWanBctDUPydOimXEkroNAntNl7hl+pWGpgDqLOMrEGb6KsdrRmNF0y+f/Oos5YSoU2llZysPfcpC2z6k15X4jJWms6RXTDTbukK3nzzZffbXvwu7X8A2YvcAKlf85Be7V2A/F9g7sTOCYxeYLOmWUULJJpxV96S5ZM+pkmyZf/+/fqPmEbJlkl1mFipn1LrsWeDxGVSOr+GeFD0gCfGFB5gxxUxMrRws42Npy5SlcjTwmdFgOh+rsAwqB+aL9io4MMAyPpa3TKkqB58ZDabzsRLLoHIAAPJRqsoB2E5QOQAA+UDlAOQElQMAkA9UDkBOUDkAAPlA5QDkpFI5m64DAMBcuHaNrAuQD+INACAfqByAnBBvAAD5QOUA5IR4AwDIByoHICfEGwBAPlA5ADkh3gAA8oHKAcgJ8QYAkA9UDkBOiDcAgHygcgByMqt4O3l07Z5688/Pd81tP9y6ePfdjU1XDgDmACoHICcD4q3SCMfdfweWWsjM5Y93dt4/HVQFWc9oW6sGnh2heKZP5R2Hp+1/mqtqP+yLVzpaYOJELBNo80wto2W9QLObUol2KUblRFyiN12RDrMUkXBL87oiiSYiNTDc1FCV06mEuip7GxQ6I1ROvFVQCLJ3VFtf3w9c62iB6SNappH3b+6/vudr/Ywt02aHgAmqUupAHZ+lWagMlRNxCb3LKI2hz5houKV5XYHEE1FrngHhpkarHNNz9W5Q3z10lb6k/eV99c3iqJGWk8z01Ney/uto7/DwuDrGxa0fOnfpD75/dFXg9S0hGN0KxKoEW0PsjiUzB8Eb6B1EbuNztIyxzWeEppCeXyIUoXIiLmE60xz8Zyj+cEvyuoIJK7vB4abGqxytJrbeaTa7SUNII8aQkPbPyaM754+DWjZN5dw77gSJWbP2kHWZfbfLYfZEqsrsPo9VCbYGXTq3V7e+bGr/9NQnVKMFSkCyjN5+b9qdqWXqBHHV4MfnHuO02WcnPSuUoHKiLmF0GRnMcQndRqJeVzQhy4wINzVa5fQqwK5SW0o5c1qX4hZd90i61dP5TFQ5yhhZquupzANa63LUQmWFonJls2Wwdnqn04WrOOEaLVAWThP9yWXellmskRBXAfSpYEDfpwSVk+AS+tqS/f3TPTKmQcKM3/H8VuWELTMq3NT41cfijJP1W/tTf6WsLbaYMBshLpJ02ztU5VyYJ/WpHFFuBasEW0l7VZU9H2kHyUmsQGlY4RdWOfO0TN/yOvyVO/rVZp4Zqpx0l2AsxyU8QRzwuuJJmL9Zq8oRZgjjAxuui7dbdjxjORfWHNgWjOWcxKsE24hx3bu4kILkMlagMOwmRmasZmiZL37Xm+o23HzqtCGh812CyhnkEogcAa/RzB9mEG6plhkZbmoFKiftyRXPCh1nXU5zIGuBzLEwcKIHjiV9T8WRIvPoZ/py6JR1OU/f78SqBFtCv6rLuJDWUrIzx0vkAiXhsUyDMPc8d8s4j1jseSe0ZzaWE48mzbRFesyy+MPN43WzIZCIvGXCLK9ylD2Zs98liFZ4HXQXz9zSNsF9M0C3tX4I6v2XxnhP84uuM7SNb9S98FiO8YxV/ezVQ/Uy9IyVJprkKsGWoXuaLvalp+QiD9YVhmwZu5O079zi52oZeTMqp22xP5pKf73SEsTDzZfASichES1Ym8oBKA0mH31gGR9LW6YQleOCz4wG0/lYhWUKjTeABK4iqB3IAwMs42N5y5SqcvCZ0WA6HyuxTJnxBgCwnZSqcgC2E+INACAfqByAnBBvAAD5QOUA5IR4AwDIByoHICdVvJ2fn2+6GgAAs+DmzZsfPnzYdC0A5gIqBwAgH6gcgJygcgAA8oHKAcgJKgcAIB+oHICcoHIAAPKBygHICSoHACAfqByAnKByAADygcoByAkqBwAgH6gcgJyUpHLefn/zG/Xiw38/23RFAAA8oHIAcjJA5VQi4lX334MNygmzJouqXG386dM/fn14XS5//kT+DabPx5dfff7sz9vmFW421n/Wv3w0nabC8WHNsW4X4S+2Zd56jKAZyxfYopGnS6JlrveGCaW8Zu9E45Shcj7GLJPgU7Mm7DN2+ioh5uIMcaoBXjVM5XQyoj7Z7qZ8NyBoYGY0CvbF3ZNvTu72LlH5p/6/uJs97qe5VXT/CSBbRjKC6nsBcocgfqhJkWyZr//+6j/qf51H+DJe5TjqgXp1nmacElTOlTkilnn7/Vd/f10XYIxdIOgzJaSfEUSdKu51MiNVjum6ssBy1aikTz3iLNgREFSO5hfuWYwwc49Mp2PyWGkhJoPFLFJt/OvbxfUvRkj7E2b3y0c7PDorpB5qkiRY5npK8cZif3z6U6pxSlA5UXMN+H2GhH2mmOSzBFGnGeJVY1WOdg5b7zSb3Wwp5E9DkGn/9P0AsS0hlaOELK3VUO+rNmf55JfguWAKmJeu/k/d/vNPj3T1dS7rMeQHdRe+GEfwOnVnBMF2ctsLi4+4ZRK2dlnterpxSlM5kbEa1gvYRHwmlr5mQXQAcMgI4UiV03uunSvaUsoZUfoobtEViaRhP3pUi7VCyFA59khWb5CwaQL9WNhqTC/U86owshlygoVrlTMV7ruX90ZIHgebicoR3eOj/4bUZIwBxilL5fgb3qXped6nfUR9JpK+5sBKR3LGrz4WZ5ys39qf+luGtcXOJ+b174/6wL+AQmq1c15D5Yg6yn8umAKuyjGmYNKW7Jg3/meqCKUjN9cOF8Zygls9wxF6r2imKidloGamd2qZBJ8Jpq85EHWqocODo9fltMTHP9y+Ubvlumcs56M1ByaM5YRUjnPe0FjO28i5YAoE7tTuUIU8kJN8s58W3rt2b4S3rMvxWKbbJKdU4bmslFHAYlRO6s2mMMdZigSfCaWv8lm5xFErUDlpg0ueFTrOupzmQNY6mlcDx3Kc84bW5Xz71+fBc8EUsC6/tWrs3BxMNLqVsgIup/vpCQyjcVZ8uH96DzVlUiwjD+pJSnluYzkxy1z9/ssnvxYWTCvG8BnNqbzpq3Si4TZykH15laPsOZ9GmeqatXuhjbWlbYL7ipJu6+0nT3af/fXvdJXzUTiL5xkrbd7Mfy7Ybuy+kfs4n6ZbhZyh+4Z+rOmvzPFYRkycTlAoR/BIh5ooyZZxO961M6FyEiyj3xQm7i/rwqdy5vrYb9SpPAWiBy7p3ccAA2GO0geW8bG0ZUpQOSL4zGgwnY9VWAaVA/NFe8sUGGAZH8tbplSVg8+MBtP5WIllUDkAAPkoVeUAbCeoHACAfKByAHKCygEAyAcqByAnqBwAgHygcgByUqmcTdcBAGAuXLtG1gXIB/EGAJAPVA5ATog3AIB8oHIAckK8AQDkA5UDkBPiDQAgH6gcgJwQbwAA+UDlAOSEeAMAyAcqByAnxBsAQD5QOQA5Id4AAPKBygHISXq8Xf54Z+fwtPv34M0/P9/ddO3DtX3/1KjiyaNr986OLt59d2PTlYM8VFf8WO2311zz4JD3WnsVidlGM7Ql2+gltjzyM1tmsUNFqssUonKi4dRbpvBoGkpKNGll5mW8puG+No9LRMNUzuv7i3NXDqy2OdsJKgfmxZWP/qAO1PHZwmlPHt05f7z4y++99l4lYrcxFixXvz9UL/vb/t42R35Wy+g9p+ScWITK0Voudx8rU97qrfi64HgaRkI0zdVgjSe9uf/6ntz6sYlopMrRfdgrsGyxb6aM/gj1X0d7h4fHTcEdQcbKp/ALXs9YTp2FzHTUtevCqsbdwSeF7aFxgItbPwjpwp9EQnuVgtvGIV2CkhPwYMsEcmKAElSOkUMlKxnbUi0zO+Romrm50lLMkEQ0TuUYQkp3eK2Q2c2putFf/O5VOfeOOxkhhIxxuv6fUAoKqRxPjc1q+NrFINEUaK/SjhQK3qnL4F6FILVRV/Mx4b71o7hZLWNYI9U0Bagc8xbjvVffO75Kp4/Py42mZRFdpjan2j89jc+uF0mafhmSiEauy+kj3q5SK14u3EoExnKssRVzKMoWFu2eKjBoFVQ52p+WLBOGeG6knxS2g/7iO53tZqGAmDh8e5VErI2xcWAsY1tGX3yyv3+6l9ABKk7leAcfFsZhyFvGE016L6zwGeIhZhlcpmfUWI49yqEtSq6onfrCdfw0laMdc/9I/F07jlXSd672hN1h2r93tGKC2BLadSNwUtgG9EuffseK7zV9UtoYWbNU6Pr9ZS2TVmBBcSrn0jdi2vckD1WRfrMM3mhyZgNLzEUB4k0emojGz1gt/vbN4JyMHctxD7HjGcu5EThZROVoU/D65LGlcsIzU+WO3U8brXfdIazasuIoYa/JM84y2s5lSpxlLaMdYzarj2PrclKmtOZMKJoMa83QdJEmj0hES6w+dud8vJVZPN5yYcr7U89YjX7GOnicdTn2+dwwi6mcbvJzT5ddejWi7sUKne3HlOPPd99ZS7vke9McMou+Hq199sz7zNCseuODLNMxIPeWoHLk+f/A2se5TbsEkKPJCjdhdetcEBaLLJmIxqqcwKyV8FxUt0lbGfFG3RPHcvRu1YG01T2YcldaWBNO1T67zx0Vc3iq7ScPCNntCp0Utg1nybyzkhSVY8SRNoBh3rHMkY6SPX+IZUY9b1mEyhHTu7MqQDDe7PFEkzM6lvBqr9KwTdPfcpdLREXEG8A4GI/zgWV8LG2ZQlSOCz4zGkznYxWWKTTeABLQ3jIFBljGx/KWKVXl4DOjwXQ+VmKZMuMNAGA7KVXlAGwnxBsAQD5QOQA5Id4AAPKBygHICfEGAJAPVA5ATqp4Oz8/33Q1AABmwc2bNz98+LDpWgDMBVQOAEA+UDkAOUHlAADkA5UDkBNUDgBAPlA5ADlB5QAA5AOVA5ATVA4AQD5QOQA5QeUAAOQDlQOQE1QOAEA+UDkAOUHlbCVvv7/506d//Prw+qYrAgCrBZUDkJN0lfPx5VefP/uz+/fBiw///WzTtU+urVHdKwnxzfmTJTXESg4SOjoqJw39SutXudl+W79EWlHJfU2f2XIHH20ZwQgJDa/c/VXz5+21ef2GLSP5jK/kMpYpQeVorW5xzBMJt/kSd6qaxsYFhNsoy3gNIyT2GMNUzsndxaGrC6C22XON2jb+MiV3QeUkcnWd/6P+Vxuq9v7d2ikbCfri7sk3vQ/oulSWqNUB/vp2i516ZZaxjBBtuOaOZmBNknSfkUsua5kSVI6JdDuIhttciTtVTeVZ6oF6dT7tYBvE2++/+vvrurUegSEm9jgjVY55G/ZoU1uYmcm0P0L915PdZ89eNQWv9/t1yiTaL7U0jJNyNLOZfxqn/iy1LdZlEPdq2vtCfdP0erQaipK133j7yVWVTiLm9bd9rtjX3FW6yrw0Qt+zHJUjWuajaIRYw43fyxLgYZ8JlRxvmdJUjmiZeLhBwN0ai/3x6U9T71Ks2jDRHyXGqRxDg+r+rBXSBXyj0f71f16Vc6UD9OFzKyKM0/X/hGLHNURfTUvwvNKkQ3Jb9PuFp3rm0Jpx0laxaqfQK6wPPY1o+1yx9b/hA6ZDeG9ZrZosSzi2lrkuG0FFG1575FWYfP335EdyZMuIPhMsOd4yhakc0TAJ4QZep2qz+/W52i08+rdmldNN3ve50D5jK14+utcvMJZjD4sYo3j2Hb3dUwXG+waoHPPUiW3R9vRV77qvvVY1pe605xhpbZ8n7hUPqJxIv/tjUdbtmx41QqDhi5UYRcm/iM8ES463TFkqR75RDwq3ueJxqj7nz08dduu9Qiu58ozl2CMe+jJftQj3j65fp6kc7ZjuMIh9HKtkyBCJKiexLfLhzOp5VY6w2tM6SFd4TNvniCT+h47l2Mfb6oVnoyyTYASx4aakf6bK8LiozwRLjrdMSSonTRXO726dgMep9LvGfO0W7GdmnLHSZlqkqZO3Y8dy3ENc9w2WBE6Wvi7HUjmJbVliLMfWiKPGcq4HKzczAvliyLoc767TxbZM1AhSw4u8YyX5TKjkeMsUpHL8yYd1OUHCutl6em2OHdlQMGVSOfZNXjplcC2Lb8mKc8ZOAhhrU6Q8bEaRm3/6fpZX5Yxri/JVL65y2kl98+EXwzgj2j4rAl1od9Q8pHP71VLrfk3AJi0jtFx5Gi6PVpYwmZfuM3LJJS1TjMpxW5zSl5w9MacySxbQoxhgmF8++dUJJnGuJ4vKCcxaCc9F3dYFxmLa7YX6RhzL0bXsA2mrezDlTuNZk0+GGA7GX2pbvJU2lyyJM1Zd6fphqr/+bVvxwYs/Pv2pfdpweNvnhNvzeVDfuM2tumI0HdK6Y70yd5gysmU+E4zgabju4UXZJt1nPvlFtOGSlilF5Qh9AWcExw438AUmKsf3/IfztFBPomPx7mOYMTMfCAuAZXwsbZlSVI4DPjMaTOdjFZZB5cB80V7QBQZYxsfylilV5eAzo8F0PlZiGVQOAEA+SlU5ANsJKgcAIB+oHICcoHIAAPKBygHISaVyrl27tulqAAAAAKwYVA4AAACUSaVyNl0HAAAAgNWDygEAAIAyQeUAAABAmaByAAAAoEwKVzmXP955qF6+++6G5/eTR9d++/Kfn++uswI7h6fq4M0/P6tHd84f+6sCAAAAq8VSOYubcsP+0cWQm3JMUQjl5XNdSY97x/rWxFr1+1VUwuLuplXO1fmf7767EjhVzRLtqdXZbdGOboqmjeOsDwAAUDyuyhl9rxyhctrylYx5/7S+Y1c3dtXevE+a4Q8llnS42vWHW6aQ2LTKGYOpcqwW6Q2qxZ9aSCdUDgAAgEWCytEGFNqxg0oc3Do6O6xHFdpBk3aMoR6yUN3/i30M9WKfq7ubyyImeN83KhpQOfq4SDeqYjSkH2sRmlwd6f2eOj4+rYtdSEdzh6FOYsX04ZiU1loXqLcqKgcAAMAiNGPVzpC8vt8NFyz+ru/Szf1ZvM+aN2rPaIk0DyWLmBEzVv1cl3Dv789S7XLWT4vVrVNik+s67L0RWmIczSvBTCXnHt9orV+Z2Q3Sj4rKAQAA0ImN5Zgipb2nXmhbuxL9voYq8eoS/VytVlI+leOUFGRTZMbKo6r65i3+UWKTlWUZ4WiSyJGLCccXh2uiYzmS9QEAAKBmsMqp/zuJqxzf4hnPuRb38y9+j8xYheasgipHr1O/NUnl1P+ZlhGPJmoSsZhwfLG1KTNWiwKoHAAAAIuYyrn0zViFVE6azBFHaMyJocUjSjsrGMvRftSmqQbNWGmWEY/mTj9Fi8VnrEIqR6s9KgcAAMBm/OpjR+W0szPW6mNtHa6z+lhcbaNvP2hX/Lgl3QNGniTvfz44ODi79bgdy0lffWxNFTlH0yvaT4m5xYasPuZJcgAAgJEU/lbATXDC2/8AAAC2AVTOSjkZ8vo/AAAAWCeoHAAAACgTVA4AAACUCSoHAAAAygSVAwAAAGWCygEAAIAyQeUAAABAmaByAAAAoEwslVO/78V4B7Dng+IVvG4XAAAAthdX5fxwtn+699T9koMLKgcAAAC2F0Hl3DraOzxsvhClqRz700vWJ5t2n/dfXOrGgtwvUgW+tQkAAACwSiSVU2uW+lvYFwuVc5nwmW77GOaXywEAAADyIquc+pPi75/+8+VvjU4x9YpWqFc50nfDm/GfA8ZuAAAAID8elXOjm7t6L6qcdoSnVTmXjSqqS9hDPGgdAAAA2ABeldMOznSLcIIzVtp+lag5sz7KrYsgAAAAgBz4Vc5iEKYdg7FXH1d/LIRQPT910f1+cHBwdutxM+vVzWEt9mH1MQAAAGSCtwICAABAmaByAAAAoExQOQAAAFAmqBwAAAAoE1QOAAAAlAkqBwAAAMoElQMAAABlgsoBAACAMkHlAAAAQJmgcgAAAKBM1q5y7G93rgvzg6KTo/uk6ePzO8933219O4Zc1olfmrUTtI/2FZUvfs8TSstVeBXkShrl4bk0+rd4MKrJip1tDZlc+6SkenTn/HHGazjWOCNSxBqziqRyjO9XiQ03P71pfPxqVWYayrRvpSe18+4+n8zX27dV5YTqtdKPqK3Qr0P20WNrxCnX8924LVI5WslL/bt5+v28/wSfcZePpDnj031KLReWI71l+OXrL42+bzBDT5qoYeOW10ssHy9ryORXFazkkqrdMbNQNeMr3Ye3W+U0l/mNuhc4oSVzwiGEyimSKaqcbT1RROV0v23NCMf2qpw2LfV3K+O+ddL3hKsd3++pY/XU25AVaoNsl06+NOUmxxWrHLAoU+UkndCQOV0u0Ls+veI0bCN82LzNNsenzT59j2xRQu+iOeK4O+DBwcGx+rJNa0410g7SlRfqWZnk1tHZYX2U/hDOvgn1lyoT+OR7kilk4zvV0y9s93eV+2/tHR4eN4f98rd6H80W7i76ZY2dur80PgcINCpsc2sH7VDtDI/lWn2dQ02OWv7xeexE5u4Skn2sHa2rp9JtrnljMPpEC2e6oH5rR6vd41E5bVa6ujLmuLO530v1UP5ZacfQB3/0cbVmT6fyrkktt7zq50sxGEmeQ9Ngv6/rRY5vh703MfUNTbzpvuc7iGVYowoey0fuUP3f2qHqoheJEbd0Jnd/iga76xAj7qrhPK9SLJmcIuKuG8+fQxilcvSEInZ4tI2931Q7vb7fbV38XbdoT3MHLZFXdVBJw/nmUZzfU+cEusa59dTGt42OorNvtP5uZcQzqkGmEBvkXhuPyrl276zPEl0ubK5wVOVETt1fGrGZF+FL49hcvjq6KfWUZTiFpcy8TU5yQv+J3N3vik2T7OPsGB/LCV3uaPSJXr3eC3rW3w3qAyqh1bFqi5dBS0p6ZcThGF0ChN1v8Xd7p+tt0CZ/u/KiSa1ZESGgxIRk3HQHpkH5lIKPRb03LfWJNYqaN8X3Qgexrr94f5FGIEQjCyEmNTMQcctn8vCttzthPA0OvatG83zUkskp4oawczgNLsk4lWNEgNG/cSbGfYEqJDnrCIaIlkSd4WPGhXGqcZJ2EKHx7e8XghOITh6vv1MZ6YxVNzPdFGKrhQj1qRzNdP2Nwr0PyCondmrNXLJhfY06kW0uHESSmU5YiuHjNrnq/8ct7z2R5AM3hJY59tmRdvSpnLTLHY2+C9/FXf8FXfyjDYv1Z4tVW1S1Rq37YQjpXmx6gu9uLaYGI2kpOd5dk8ZVTiR5pmYwOUL1ejgVTsnA8dSnhibeAXYIHMR7S4zfXwQj2ykjcndLu3cMzORCY+VTp6bB9LvSAJWzXIqQRkeDaVAtx1iVsyjy5W9dQX3AWLSN0+C2J2HaTh5BlhxdNKunGmkHkT3VuVxBlZNaf22LdMYq+6ebQmx1HpUTP7XX483/3LBPUjmmo65I5cQtH1Q5/lmQgOvuSDvKKif1ckejT7Jwpgsa8vNYtaWSouHli6EP0lR4MqkcP819qzmpdPiTMSonmjwDsT9U5Qg2CntvUupTQxPvEDv4DxJSOfb9JcHI9lSpHnspEbd8Jnd/8p06NQ0m3pWGqJzVpIgBaXBJRqucuoZn+6d7zvocc2A6YcZK8+XQLcL5TTtgP97lqUbKQYQtxti+GJPuvsn177bseMY50w8ltloeIezH0NsxzajKcXcx70PBUyePXrr2idk8PmM1RuWkWd5/ohSZ47VP6A6TbnPBHOlevd4L2kZk0M+XnbEyDW0M3T/ffXfVNdNvTt7RHJ9sfL+nzm55z5micpyAiibPQOyLlyYwY2VXOOq9aalvaOKNiae0gwyZsUowstyRUMkJ9nLpTO7+pGKnjqTBxLtSLM+rmCVHpIjkNLgk0jNWfTenX9MlPF6nzava+x4cHJzdeuwGqnZ0caGhklaQOsPQ5iVarGR8c//1b83bCdxqGAPL/oNEVx8Hx1ed1cee+l+KlRHOOMwUPuP7mrZ/dLR3+D5hLEfcxUnb/lPrl8Zt5mXo0sg2F21lX03p/TKpKifhIkZPZJpdvre49nGvl2/GKvFyx6JPtvBaL6i7jnV4tQ0zBlWOefjFK0cs8dLk7Kfvd6wsZ+ZCfdmm6u++TuWDicJcJKsHVDh5XqZlMMuXxOEjyTnD3pua+gYm3lTfS8re8upju8BF7A4VMPjQBKtGZXLxQounDsbFqLtqLM+nWDIlRaS4rm3V5eDdxwDrJmVsdA5gh8I4yfySuq0EI2w7qByA9dLMk3BvR+UUxckm3lK3bWCEKYDKAQAAgDJB5QAAAECZoHIAAACgTFA5AAAAUCaoHAAAACgTVA4AAACUybpVzpLPjvLoaYjF25OaV53N+50Ny7wwU3rD7Ap3GeHDuP0M6F6v//h8Em8aWLPPr73GI8J83bUTvjC9cbbKTCuKEVTO6KvqvPt5aUtJb5gO17y68mq9r2wI2Wd4nUeeKG68JUQeKkfFL+Xmk99KnW3zNC67+9z/Ad4tY2oqx35Nle/7YGvzq6DBnO9Abgmbj3ONVcUIKmfkZV180OZYrfjDYltHNrffWHyhctZjJCiKqamcQP3zOPMUQ8b7UbdJY6kc/dMt3ehAe0M/Pq03KfNf7ZMf7leZDg4OjpX/80Pyd22k3cWKVVLv1t7h4XGz95Uwrsro9TYr5p5O+maL/6MbGo0Hv1QPhU/bdW6ifW8talXrs3JueX2zU1e5mPi1q6DBA59VaT/Y5K3zsGthfV2o+nBv+ES2j7lVdC9YmsU8X02KfMQn9WJFfFiqbeou9hea7krWML7GVB3jqmsUbVEkTJTX5mE38ERx+ONWwhfvrNi58BzW30W3r/Ko7OR+uk72bevrXsKF8bda2tFpQyxLuJc7epnW6vPhRiUmqMhB/PVXrjMnJrEh1YhnzgEXeqnUKqYFz+ksy00+Rhb4x3L627U1geh85tf+BKK0p/eTyO2kT5+UvCd2KtZ/D7U+UJeA7Y9GaxVzTxf9qq1kHP2L3Vanxai+o+X9jZOVv9FYv8rufow0QbLAsK98++o88Foot7PnP5H4mU2pBuYh0yzm+9huXy6c8SMXK+bDCZ7h28X1PdcaO+53zNPuYeEwCdnc7wb+KBZ80jmFFajykoakvqhTaFR28tpcSTnBvVLix6vjYRJuUKIDhy/Tmn0+NNCTnKAuwgcJ199oyoAkNqwaQxKaithkqdSafDrzk8jlxIitcoxvokpfCHZdpC/f9RX7NmoCQ6tKa4YLwR0NE4mfwBU+2Ox+Wdr47KrqPqTqer83ZwcSZuy+WG9RVlYOW1X6+qteXqqNXCzUhBPZ4KFdxE/2er13yLWwJlu9JxJ8TPNF308q0WL6yWTxEcn4sYsV9mEl1TZtl35tnt7/MK3Rfy59kMoJhUnI5gM+9i5+dr3XZu4pAjMOQSs5xPRicnbyeaDr2/aVEs9YjQzHDxV05lQHDl+mdfv8ib9R6QnqYthBUlWO3ywXQ6sxKKElNWdcak0+XUjkTDRGGkyVoz+pYqSmoMoJzNn4PdXZGlQ5csVil9/uQJ4MVTkejWhMAijPDevqemipPWpV61bglHfdzlcs1ISkJGLusiKVIz8ApXt2MCl4np8KPVqVaLElVU78YoV9OBg14V0cG+78KPq8O+68tMrxPs4WvE+oSBQbKsc5hVflJFkp6Bgjs1PYA09CeVw6YzVrm3oolZol1qFyVuPzJ5EbbVKCSj7IGlROrBojElqkOeNS607i6SyzFRAjLabK0erXD5MFVY7QAm2gKWHGyrGRuLtcseSUGvL+4TNW1lUU76bVJOzZLWe4x29V+V7bl3frEy0mz1iFDJ4wYzVG5chzFnYI+E80TuYkWsxO38Icn+rnjffeWBkzdhViPhyMmvAurhXcfCY8fBZrUVKYBKRl8D4RjGL57ig4oukeqVbyO8ao7BT3QE9ybK+UNBqffqjELCFf7qjKyeLzgn3GJSj3IGEPH6Vy1NBqjEpoQZuMTK07ielXK1RGjLTYM1Z91+/g4ODs1uOoynHWWenj0vtHb+6//m3xOJ82AuJRj/Ygp767VLH04fHIStKqmHf1cR8zTnrxbGgOqaQVgV6rGv9L5QU7i8UkOwsBY49P+tdca/bp5z+cOg+7FsZAq7WQz3Miq+129dJ+8hlWGoq319ztHx3tHb53R+/DFyvmw0JtE3cxxoGFxZDWOmGtVKRF8TBRXptH3CAcxZ6ZDneKVx4WcA7rXX0cuMrp2UlYWenxbfFKiUGXEia6rVOyhHS5I5dprT6vfgw0KjVBXYYOEq+/5cyJSWxoNdITWvBCry61Bso4g6BlxEgD7z6eFku9GAbmhmexBABAT8pM73RB5UyHk/W+/g8KJNLnBQAoW+SgcgAAAKBQUDkAAABQJqgcAAAAKBNUDgAAAJQJKgcAAADKBJUDAAAAZbJhlTPkCbatft2H/pJN2PKLtVYWz25XT22r7X+50cQfIZ2vm+kEv7mxHXTv3398fuf54jWx28z0bkzO25W3Kq43e39E5ayipk3VvvxtG7x9LQ0czNCLtaqzn/TfyF1RM7wv0PU2pMrias3vNhpeMW91HbuHrsWqzhs9UbIZtjPkhjVtOatO4E2hTRV3n8c+q7g1TOfG1NXXEI++F4WvNH6TDbbp+yMqZw01nSQlqJzFB8SO1XZ3bLeIoSpn7ScfxjbcYNbUNNgk07kxReufxxW32uEtlaN/bXtf+g5T4INQlV6/tXd4WBW80utXyq3aZ8iXkIOnPjg4OFbtR1jckvpLXoVvut46Ojusf+5/E76R4TuI++mM+mZ6fLrffaiu+fngjf0dD7cyISuplEMNO51gK9cg/s8fCZ8UcT5N4pbpL5ZbbMTZAw3UabzppXoofKa1+9BBO7yvPF5kX9lU/3Q/hCYXkz8uluafdlOdD5c157zqM4ufoRYqFvt8jeDqvUGW8uTq68JDYso0mONmMQunREHKlVpJNAXczJeXjPK6G3itJNQ68kGioDV8Ue/GphSt4Q8Sjcxj3JhUrP7KdcXE+N3Q/XEt+Mdy+jtD+CvsRho96zN9F9/NHSfqTJFTyxN73e8hPa3NYnQDduIXVi8CB3G+9banBav1tTcVqYzXSimHGnY6n1Udg3jUf2tXxweCZYxv0QvFBp49sYH6N5Wt8kbVHI/ze1m6f4YMHv9QfJp/mh8i7T/WZ38q2vPJQ6H+0bGcgEGW9uRBMXVXqL3hZkFzpUbBqo4TiSa/VeUKeFY1hKwkXexuL/nj0m4rEqJeSbHmpizx49IryGPcmKL1D3yAPRi/m7k/rgVb5Rjfven0sZ3Jfc4U+HRq3JlipxY/eWp9bVoUhtKpTedrz3PhP4hVU8NvtK8+N9W5SKmMayXj86qeQw08nc9W7rUQP3Lb7rT7XEiVoTKLw+7ItR149mADpSskpr96izKi37FM6EPxaaHhKSY4m/5N+0T/vCE0NlnlSO1NUTljvkKf4skDY0r7/ribExLMlRQFqzpOxJ+V16pyBZR4zw1ZyXF8WQkYqU+yRjTqhcvqpGLpjNWI65J5jBuTt8mJKsdvlotN3R/Xgqly9MX6uhtkcKb4qfWOkFPSF2DJzmT+5x4keBXlBxwilZHvDbFD7Qw6nWyrhLwcmPJxDiyV0VSOXdvhZw/Z0/q1x0r6XW4N+Vvgpp4YGr5iXmcb4Z+WO4oTEs4BPVGzRpUTv4gjYipV5RjmSo+CVR0n4s+X6SqnvXgelRN9tCpB5TgtD6qc1NjUtkhnrCYsl8xj3Ji8TV69ysl1f1wLpsrRLl4/nuUZY+9GZtvBqagzubtIHVHPqfu9xJKGuS2r+pJ+YGjaPYg/9YeSTagygpVUwqF2hpxOtlUkL8utt0wULGNOJbhqaODZQ/YUWir8q7q1DWe3nOEezTLB209KaESLydE01D+NijlP2Eix5omaNamcJE++OyqmvG7mN1d6FKzqOBF/DotpccZKWtqZInPkyBVnrILWiJ9RzghtypJmrJbMY9yYvE1eWuWoTd0f14I9Y9V3DA8ODs5uPbbH9u31a/tHR3uH7xMks7iLYY/wqfeP3tx//VvzsJxbUltk5a5n8ixT0Dr/7qo5V2Iufm1XV1lJylp8lVIZ0UophxpyOtGqwRkNa72ku+owYYt+sZxig88uNbCP7a6ZzjSQNNugpJWLvWVCM1aJoSEWc51thH9a3ijOiGjmsWPNV3/3/hl29aQsOciTE2LKvl04bhY2V3oUrOo4wWgKuZlUAY/KCVopVEY4RXSWU45697LKWVSy6tJ5jBuTYRpf/S1XTIzfDd0f1wLvPgZYkk2+sMSzQgAAACpQOQBLcLLm1/9FiXT0AABmDSoHAAAAygSVAwAAAGWCygEAAIAyQeUAAABAmaByAAAAoExQOQAAAFAmG1U53pddbYLufdOPz+88X7xpbJsZYjzeozIA/RWi2woXFAazeOdA9bYBtcE3PE0S7g5TZpMqZ8tEThX3u8/zfkZsCfDjsQQt15jqy9+222Bbe0GHxbT9BuspseHsNdx0VxWu7s/q/7d3xuht40wYxmEcF358AucE2W1SpU3HbdW4+2/gRmnVpU3lZqMb5AR+XNi5y/6hLJIA5pvBgKIkiv7eypZAYDAzAIYgxDn3C54uEa4OF80ZoxyU0Jm4oR+PZVbR9Thma9AF6JY9JRcPV4eYLMppY9ab29WqzV/xJ2b9c0vbprLoA//hPavNzzzPifxIL5PrFqZVRplWbtZPq11dQ0XiWocASCQ704rdl1SOJKdMLp6SNddSezHrbKnppmk2oUvpIkvanbJ1jpJryUoOdapCDTXyyJwqbQ7PzeZXn2GowuInGyyZiw0GLWbIkub227S2njytUAC9y7VdzN8Ulw8CocBS75r1+ul598hBy189pqdX1dobvutv9bp0QkEZpJrq/DOPXQxnWDuOq2j1oC0qrg5LXh1OgYhyulyqO1H7uSpPIbxXZxBRoKdMr6Fhnk43ddSsuX9tulWvGwvo2qIAWyQ2zJrr60uQfdsLJfer1LlVVXvZjwtN44Mm/fdWKI90DnX1WqjkIKcq1lAnj8hkdxvNWxUWP91gyUzrzcWtOobPpiPqUXIhxwmXY0905OI2j0iBJgqzBExVjW9nq3parT1oVTGg9UHsH/6WGAXJj+kq3nq4Oix7dTgFMspR85QmqUT3wd7rP+mTyjRBMi6Tm9O29fD9KzAnHAJlAbb5J6jF7+Grry+o6T40z6cazY+N9LBlPy41DZMMZ1m0Yae2WOfYOuVKxjlVIX3ua608meaG2cDtvSceLEnHEoNiW2R52KW5nTatr0fNlS4yImeWwAIEe99dUaA9S4BB5xggVk/DGO0Ju4Y0asrLW2nMfTOPUsyS/JiuUqonaF9wdVjU6nAKKqOc/Seyt/s+fPhWLvMpCP2U/Fjoz/RjjwDZJ6jF+xd/VWnDsQeewI/LTcf30qKk0SmfH6f/WZWMc6qCfl5r5TGjHL/FTzZY+s8cUU5yy4TNXWvTmnoUr0SaD8GMcjp/LUU5eRPFWcKMckb1NIzRXiLx26ppDWdDdc6ZRytmSH5UVyk0Dd0ej3CuDpe8OpyCiign2iWTdMU/OMp8Sp1Nbleqe5JwVpLXFgWAYqM9SX9Vkd8MO4zKJnC/5S03zxU/lpekc4jZ9HAVLGnpp6Rz0EGrkpFO9alYQ5U8apRT6TynGSxgUHifWGFz19vUX0/+HCfrnb1UwydW5hlK0EShd+mgE8NqfE9rtZf2oj1y83TTx0ygvBkgemaeYjE8WR3NVZxPrLg6LHx1OAU1UU6yC70/ujlscIGDRkoZMXdllxjny8wdZnG+TBEg2ZfrI0vQoqu/iYe+VdA0zdPNfb75nHftbr2+XT07onV4SaJFu+m79c8vPx7fXvIgS4ZvRqewzqWufvsqGetUXv345Om+7U4fZ4uH2+InGSxS7NSg0G9Nn/TadFw9kW5j1wKnjUMW9QABsvI4bhLHgK1ZIh5BcFiN6+lVtfaEYQM6kzqUt1TnnHmwGJbkx3UVZZLPTx9zdVj06nAKzvBL8tINGiGESNTHGiev5FLY8u1/hJw+ymGQQwip5ve3Sd46+26inC1f/0dIC/NYEUIIIWSZMMohhBBCyDJhlEMIIYSQZcIohxBCCCHLhFEOIYQQQpYJoxxCCCGELJP5RDnv5heeHmb1c/v+xdz3L5P8lvfY1Cjvgr1uSh/x1jVCXResYULIAmCUM0dmFuS0bxa7fjhrvrUaZh7lgNe7Hr2bxZqc0euSopw6/U1lNULIiWGUM0PUBL3Ew8yjnHN0cyreb5RDCLlQRB6rjy83t6tVm4biz33758ddRor+/ZlDQormZ54nRH6kl4kb3Oe8aJpmExx5UqLvBrnamfRm/bTaNTNcYuZbEXIW+o5EMFLn7FPwbTa/8pQ+Sc4WJF5WX9KWmsPF7L7I4aKa5rdTzhorQ5M51WgbpZSPt9j04HWwpOW6o/0Hp5jZN3v9gJMSg14o+a0HTzCHbeycr4UURdWD9Izj2llPnkEoFFR05Um5FZcPhJB5ILN17nOR7gZyPwF0qcSj1aOdF4O4T/OUSZrbb1p40yzjq3fCNmmmYbseKecns++o1egTGOX0CWLRDa0uXpr3LG1Lzccrug+vLZrGKWeosrJmMo8abaMUo5xC06mRREljG2K8/6T5PPPEwUoCPOR9SpTT5xLuikpjfcr6becTHjFIzzeu/fVkScULKvKkTweuRAg5OxU5yZOcq/tboNd/0tMaSfZRpUzS2rDSRYtFNLfLxTBpYsi2K9YGsx5FTjP1qyaQGuXEF25zJajiWUGOctUr7r4MkMqmccn5PXytsDI0mVeNdj7ecpRTahqmL86yOINOjfefUVEOkk3dy/mcBi/3L1LUIJxTHzLXD9WD9HzjuqIenD1eU1FqKyBA4PMvQuZJZZST35f2V+0Xgw/fymU+xZ85ZsPkfjYSS5l4XPX8BnKWEtwDmWXdWpQjlKCJl1VWinJEV80ox2uagpztwum3MjTZaaKcctPxrbv0K7VT4/1HeaBmPYNTZKuIcvTtJNWP4l262kF6vnFdUY/iJoqKrCinMxKjHELmSEWUA7ffO7riHxxlkilpv/fr3dlONz263XltbTCfWIFHUY5VCu/PD5vg3ba1NuvFisL73oNYWGz4TMHsvtpl3TS2nB5PQGveYDKvGotRjrwEbZEoTQ9XYb+yXXeU/6Titb9eE4+c8h4pshWeWFnGUqIc7elk7SA947j215MFjAUVeZ5YMcohZI7URDnJ1m5785k8w4qO4RXL9PSF79Y/v/x43P+c1TzYOHzZNM3Tzb06i7lPH4vTr8VVKr1waOhuvb5dPcu9nGRLvIkO62TiwZhKaSukp4/Nxxzi9LFiGq+clVZGJnOqsWQUcIlyvBc1HXudLBm+uVx3hP/AJyX9IWbZI60X9uljzVhiSS4MmRGD9Izj2l/PXsj81wFQRam2ldPH2RNq/vCckDkwn1+SE/629X2hHBA6sMp5/mybEELOA6Oc+cAg553x29wsGgOjHEIISWCUQwghhJBlwiiHEEIIIcuEUQ4hhBBClgmjHEIIIYQsE0Y5hBBCCFkmjHIIIYQQskwY5RBCCCFkmTDKIYQQQsgyYZRDCCGEkGWy3CinzyR9//LxYZ9I54C6LuaVsvsX6rav0g0yG+SBNde+m7nmkpkoWREjTnrEl1NXoiSKndziM3EhQsiMEFFOn4iuYj7fXTPJG+qNBipz373le75+2Ic6h4k2fvY8eda+PwtKG9OFnRmnXZPfW5QT2y7JOTVrZpgnZKtE21jVBzU00oUspU06hGdoHUIWjshJvp+P2ruvH19c03o7cJ9vwyb87/xL1JGYyQJ8Zt5blDND4Rxc0Do6n72ckyntgqxDyEJQn1i5h+Nbwe/ha78nHSchTLZR4hvibhM7dHtHIdo+6gKnza+3jyJhtqh8/HH3YVSwF2KQbP+RKmpSZ9M0m/C5v6nPq7UqSSXvp+D+77ynlfXLr4r6QTtbufZwJYlLgEtk70KF4QYlbxWX0JTQNnezflrtvh6qxppMtW3auhc+62sAXpS7a1ogkXCQ3qd2YGy12khLbQV//1sQTFKv/I8vN7er1ebtq8+Pu8vBlf11pqrrBTh8nJaVNshW19msxfuXOuuYvSaE+NCiHOVJOizYLwWP3SKl3VANYQ4KopJvP6xuh3GNQ66hvHieEG9F9X8HEXEE494PSQOrfbVuIB1RTtTT2vrte9e+B7DaK1nOVkPWl+ySYpRTMFxu8qzk1rbUX09DbLu7IMAu40Y0z4uF1wK33YfCiHmB6JHu8PzDq3bdk2C1sdRFwYJFpfJ30vRh4G7ywDIXVF0vwOHjVFeaiMAqOgumlxrrhIvZPyRkzuAoxx3jwJWvP/crr48Woe6y+Ialuy3KJz0xN6Tl7TW3a7Xdbuov3F/6qoqa1BlN0aJaqxLfXs7Q0+r6gaqxfkC1VwH/r1QS9wVcUo5ySoZLrhKt2041dA+uEMDtirZWopxEtmFzZ6gWFXgFynGrHXxlVJur3BYMRFijlR9NGvt2//5XtHj9UFR1nQDTjFNVaUEZwq7OgharrGNNLIQQJyDKqTiSk2wvt4hHEfkQ7QOO/fiO46lh1OsTDSzviHL+/NfuF+PQDYnqmz3T/0B/D4xyivXnX2n6UatVtg2AUQ6LcsqGi3dGQOu6ElxRTlf1FFFO7kViucoLbF1RjtVxd7X2Olq8dTlA+Xjhz1osqrpWgGnG6URRTnl6GWGdLWMdQg4hj3LqflCQzdT5xK2tCM+34elGPPqIHjzoEw0sL+My7YmVOs0LUaMaCjvhV3olYru7f6jQbVWnPa2vP/8qlPRj60rYMX4alC5F8rGX7F2F4YarlNZ1JaSOM9gaPrFCUQ4Uw3hiZRgZWwmFI26168avi3JcYc4Y5asLPxhxRVXXCjDNOJ0gyvFNL+Os499bJ4TkpFFOtm0K7tuSEEjcjrYfhKY9T4cr6NsI6Fxs0zRPN/d2lIPL5wcIy6ePu+N/Q3eFqH3hu/XPLz8e96/cEdUmOkOVyBO7d+v17eoZ7OVU1g+/gvqxTx9L7WlKRo8VcoVHvaswXKxkWTJYSi6e7U1OH8Mj9VAMHOWAvgN3TQuoG10etetmMqvtzreaggXJCOWrC/8VaNGj6hoBJhunhtJcUc6Va3rxWwddfvIXUxBy+SzprYDbaV+CNwnqukom43J+5Q2Fn5/TEkLIYlhKlLM9wlvwDuXt3mxeMi2Ri41y5ui0hBCyKJYS5RBCCCGEpDDKIYQQQsgyYZRDCCGEkGXCKIcQQgghy4RRDiGEEEKWCaMcQgghhCyT5UY5/YvR718+PuxfFXZAXZf5W2UT5Y2qx+rs/qVn7fvNwrQviRnxUqKaS2ZifUWM6DVz/D26k1N5/kw8h5B3TR7leN6OKohyIx+HEa/8fHvb2vXDJDlgFjlbae+jGzo76ZtW/3hWG2yGI7wj5r1FObFdzMzms2I+L8g8meeP9hxLV1OPypkYhZBjkUU5w/ivS0v+fBs2YbmJVmayzrGzmPcW5cxQOAfzX1Dns5dzMl3N3yiEHIr6xMp9j/g2Tr6Hr3Eq4T4BS7KNEtcZpZfss5r3d/hd4LT5JRIFbVH5+GNfHqvmZ55KSO749DU0TbMJn//D+XHMSpIUS3dR1suod6+gR1ErIsWRr92PLze3q9Xm7avPj7uLY/2mesCdhUm4fALIr4qGQ1tuuVlxJYqchWRPXo8aFLJVfLXK+mqCrdjhbSeMc7rHfQ3AvfNxlBYopgCz1A6MrVYrczTZggEP8Op8Ys+vFeDweaOsq0G2us5mLd6/1BnF7DUhc0V/YuV043jGfezWAu0GZghz0D1E8m2frjhpRKlNhGRaTvIs7V4w7rWQNLDaV7uSPq1yX2HeO9Rm+n8Y3+5udu3XwDwvcmcrrHqchNwjgH0Tm2jCyB1tRtrRl2mHskuKUU7Bo7C1+u+3ldZXk6VDlyjZRQ/c+rznQ7XY7t2z5uFBiFftw1hzVSuSvVqCmU37dD6N548R4PB5Q9eViMAqOgumuxqjhIvZNiQkRt3LAYuOUkwsMP25X30ZjwKOJFfwkLdYzUkOyttLW9dqu90UJVyP9lGQqEmd0ZQoqrUqSeWI1h4tF3G+mzCsuWPblcmTk1zHbw1eP4DOxmofI0D+FTYcqDaP8ZS83OnmWC9nfkk5yil5FMwinm2yua0fYJcDfnCgiyGjnES2YXNnqBYVeAXKcasdfGVUm6vcFuzKbNql82k8v1aAaeYNVVdBiQldnQUtVhnFEJiQ+WL8xsrzzCrezm0RO/5gA/ot4Ig2CaInXcOnysCG5R1Rzp//2v1ZfNIIieqbrdL/ZH8dUQ7WgLY6V7eLp79MD8XVtFoA8ZVmOLVaZdsA6eqgKKfsUfHOCLJUlfUD7PLvaaKc3L3FupUX2LqiHKvj7mrtBVU7AniAzqfx/FoBppk3JopyytPdCKNsGeuQyyKNcrLZqXiUP5sQ8/lRm3ifb8PTjXjCEO3v6wMblpf7TtoTK9dsmtdQ2Hm+0ivJ+jQ8noh6p/YoqmlMu+r0B/QAO1t8YmUJIL4KJcPZRgy6rjQ5IxP0j0xA10oeNVyltF5nffWJFYpyinZRLB0PNhxP4wHfB3MutevGr4tyLPcZo/NJPb9WgGnmjQmiHN90N8ooFT9NIeT8ZHs58HyZGu+Iu772g9C059dCVkfWREDHT5umebq5Lz2xQuXRD+Dt08fdcbthV1aI2he+W//88uNx/8odUW2ytQu2ruTpTnxLGPcoyDrr21WnvyugLthZ+/SxIQD8ChrOPn0s5dSsj54v5J5wt17frp7hdojhUbFCXJYqWF89fQx/6lK0SxxQiL4bz0YLR7M9atfNZFbbHXQ1BUuUWKvzaT2/UoBJ5o2CrlxRzpVruvMbBV3uuRUm5Mws6a2A22nfNTeNSDyw9365aOvPcDQRQkg1S4lytkd42dw0Yl3uOkcO5GKtP9PRRAgh1SwlyiGEEEIISWGUQwghhJBl8n/3/kFBDgxXigAAAABJRU5ErkJggg==)
Na comparação com o 4º trimestre do ano anterior, entre as modalidades de concessões de crédito às pessoas físicas a partir de recursos livres, destaca-se o aumento real das operações de crédito para aquisição de veículo (+30,7%), impulsionada pelo incentivo concedido pelo governo federal para a compra de automóveis novos menos poluentes.
Mencione-se ainda os aumentos das operações de cartão de crédito (+10,0%), que responde por 81,9% do total da carteira, com alta de 33,3% na modalidade parcelado e de 10,8% na modalidade à vista, e das operações de cheque especial (+5,4%) e de crédito pessoal não consignado (+6,5%).
No sentido oposto, cabe assinalar, a expressiva queda nas novas concessões nas modalidades de crédito pessoal consignado (-10,0%) __ com destaque para as operações com trabalhadores do setor privado (-70,2%) __, e de crédito renegociado (-12,0%).
As novas contratações de crédito com recursos livres no segmento de pessoas jurídicas somaram R$ 685 bilhões, em termos reais, no período de outubro a dezembro de 2023, com alta de 5,4% ante ao 4º trimestre de 2022 e de 12,0% frente ao 3º trimestre de 2023.
Entre as principais modalidades de crédito com recursos livres nas novas concessões a pessoas jurídicas, a expansão mais expressiva na base de comparação com o último trimestre de 2022 foi registrada na modalidade de antecipação de fatura de cartão (44,7%), seguidas pelas modalidades cartão de crédito (18,5%) e conta garantida (16,9%).
Embora represente apenas 3,2% do total dessa carteira, cabe mencionar o forte crescimento das novas operações de financiamento às exportações, com variação de 50,9% no 4º trimestre de 2023 frente a igual trimestre de 2022.
No sentido oposto, no 4º trimestre de 2023, os recuos mais acentuados ocorrem nas modalidades de financiamento à importação (48,4%), desconto de cheques (-43,0%), aquisição de outros bens (-17,0%), Outros créditos (-16,9%), Vendor (-15%) e ACC - adiantamento de contrato de câmbio (-14,4%). Mencione-se ainda, a queda nas novas concessões na modalidade de desconto de duplicada (-9,0%), a qual responde por 28,7% das novas concessões na carteira de crédito com recursos livres a pessoas jurídicas.
Frente ao 3º trimestre de 2023, as novas concessões de crédito com recursos livres às empresas registraram alta de 12,0% em termos reais no período outubro a dezembro de 2023, impulsionada pelas operações de antecipação de cartão de crédito (27,6%), conta garantida (+25,1%), de desconto de duplicatas (12,2%), capital de giro (+9,7%) e cartão de crédito (+9,7%).
Em razão dos já mencionados efeitos-contágio da crise da Lojas Americanas e da multiplicação de falências, no ano de 2023, o volume de novas operações livremente pactuada com as empresas contraiu 1,3% em termos reais na comparação com o acumulado no ano anterior.
Esse resultado reflete as variações negativas verificadas nas modalidades de desconto de duplicata e recebíveis (-10,2%), capital de giro (-10,8%), ACC (-14,3%), aquisição de outros bens (-19,4%), entre outros, que não foram compensados pela significativa expansão real das operações de antecipação de cartão de crédito (+18,1%), cartão de crédito (+36,0%) e Compror (28,2%).
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Na carteira de crédito direcionado a pessoas jurídicas, as novas concessões totalizaram R$ 64,3 bilhões no 4º trimestre de 2023, com variação real positiva da ordem de 10,5% na comparação com igual trimestre de 2022. Esse desempenho resultou do expressivo avanço das novas concessões de crédito rural, que cresceu 53,5% em termos reais, totalizando R$ 33,2 bilhões no período outubro a dezembro, devido, sobretudo ao grande dinamismo das operações a taxa de mercado (+226,7%).
Mencione-se ainda a taxas de expansão real a dois dígitos das novas concessões de financiamento imobiliário (+10,7%), impulsionadas pelas operações a taxa de mercado (+18,4%). No sentido oposto, as novas concessões de crédito do BNDES registram queda da ordem de -15,4%, com destaque para as novas concessões de investimento que retraíram -17,4% na comparação com igual período de 2022.
Frente ao período julho a setembro de 2023, o volume de novas concessões com recursos direcionados a empresas registrou queda de -16,3% também em termos reais, impulsionado pela forte retração observado na modalidade de crédito rural (-50,1%), que não foi compensada pela expansão das novas concessões do BNDES (+5,4%), com destaque para magnitude do crescimento real da modalidade de crédito agroindustrial (71,1%), e financiamento imobiliário (+1,9%).
No acumulado no ano de 2023, o volume de novas concessões de crédito corporativo com recursos direcionados cresceu 17,0% em termos reais na comparação com o ano precedente. Esse resultado reflete as variações positivas verificadas nas carteiras de crédito rural (25,2%), financiamento imobiliário (23,4%) e BNDES (0,7%). As novas concessões classificadas como Outros, que incluem as composições de dívidas e financiamentos com recursos do Pronampe, registraram alta de 24,5% nessa mesma base de comparação.
Na carteira de crédito direcionado a pessoas físicas, as novas concessões somaram R$ 125,5 bilhões no período outubro a dezembro de 2023. No cotejo com o igual período de 2022, essa carteira registrou o alta de 8,8% em termos reais, puxado pelo incremento das novas concessões de crédito rural (+7,2%), financiamento imobiliário (+7,1%) e BNDES (+34,1%).
Já na comparação com o trimestre imediatamente anterior, verifica-se queda expressiva no volume do crédito direcionado às famílias (-19,6%), impulsionado pela expressiva taxa de decrescimento das operações de crédito rural (-32,1%), que representam 52,6% dessa carteira. Em contraste, houve pequena ampliação das novas concessões de financiamento imobiliário (+2,1%), de crédito do BNDES (0,7%) e de microcrédito (+12,2%).
Em 2023, a carteira de crédito direcionado às famílias acumulou aumento real de 5,3% ante o ano anterior, explicado pelo incremento das novas concessões de crédito rural (+7,6%), financiamento imobiliário (+1,5%) e BNDES (+30%). Única modalidade com variação negativa nas novas contratações de crédito às pessoas físicas, o microcrédito contraiu -12,3% em termos reais nessa base de comparação.
No que se refere ao prazo médio do agregado das novas contratações de crédito, observa-se que no 4º trimestre de 2023 houve uma ampliação de prazo tanto em comparação com o trimestre imediatamente anterior (+4,3 meses) como com igual trimestre de 2022 (+5,4 meses), alcançando 125,5 meses. No ano (janeiro a dezembro), o prazo médio das novas contratações de crédito também aumentou em 3,1 meses.
Na comparação com igual trimestre de 2022, os maiores aumentos de prazo nas novas operações de crédito no 4º trimestre de 2023 ocorreram na carteira de pessoas físicas: +4,6 meses.
Frente ao 3º trimestre de 2023, a maior extensão de prazo ocorreu nas novas contrações com pessoas jurídicas (6,9 meses) e segmento de crédito direcionado total (7,0 meses), enquanto as novas operações com recursos livres registram extensão de prazo de apenas 0,8 meses.
No ano de 2023, a maior ampliação de prazo ocorreu nas novas operações de crédito direcionado (3,1 meses), seguido pelas novas concessões de crédito às pessoas físicas (2,2 meses).
Juros e inadimplência
No 4º trimestre de 2023, a taxa média de juros reais do crédito total atingiu 22,7% ao ano (a.a.), com decréscimo de -0,2 p.p. na comparação com igual trimestre de 2022 e de -1,0 p.p. ante o 3º trimestre de 2023. Essa pequena diminuição se deu em um contexto de quatro cortes consecutivos de 0,5 p.p. pelo BCB da taxa básica de juros (taxa Selic), que encerrou o ano no patamar de 11,75% a.a., o mais baixo em cerca de 20 meses.
Na comparação interanual, a taxa média de juros reais recuou -1,8 p.p. nas operações com pessoas físicas, alcançando 27,4% a.a. Nas operações com pessoas jurídicas, que se caracterizam por juros médios mais baixos, as taxas reais também caíram para 13,2% a.a., com redução de apenas -0,4 p.p. frente 4º trimestre de 2022. Já nas operações com recursos livres, a taxa média de juros reais subiu 0,5 p.p., enquanto na carteira de recursos direcionados houve decréscimo de -0,3 p.p. nessa base de comparação.
Frente ao 3º trimestre de 2023, as taxas médias de juros reais caíram tanto nas operações de crédito às pessoas físicas (-1,4 p.p.) como nas operações com as pessoas jurídicas (-0,6 p.p.). Nas operações com recursos livres, a taxa média de juros reais recuou para 34,6% a.a. (-1,6 p.p.). Já nas operações com recursos direcionados, a taxa média de juros reais permaneceu inalterada em 5,2% a.a. nessa base de comparação.
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)
Na carteira de crédito com recursos livres, os juros reais médios das operações com pessoas físicas subiram 0,2 p.p. na comparação com o 4º trimestre de 2022, atingindo 47,4% a.a., enquanto a taxa média das operações de crédito às empresas registrou queda (-0,5 p.p.), declinando para 15,8% a.a. no final do 4º trimestre de 2023.
Doze das dezesseis modalidades de operações de crédito livremente pactuados com pessoas jurídicas registraram redução na taxa de juros na base de comparação interanual, com destaque para antecipação de faturas de cartão de crédito (-3,3 p.p.), capital de giro (-1,8%) e desconto de duplicata (-0,6 p.p.). Em contraste, as maiores altas nos juros cobrados na carteira de crédito foram verificadas nas modalidades de: cheque especial (+27,8 p.p.), subindo para 322,5% a.a., conta garantida (+8,5p.p.) e cartão de crédito (+8,1 p.p.), com destaque para a modalidade de crédito parcelado, cuja taxa média de juros reais alcançou 140,2% a.a. (+16,2 p.p.).
Na carteira de crédito livremente pactuado com pessoas físicas, houve pequena redução das taxas médias de juros reais na comparação interanual em diversas modalidades, como aquisição de bens (-3.4 p.p.), consignado INSS (-2,0 p.p.), aquisição de veículos (-1,7 p.p.) e cheque especial (-1,2 p.p.), que fechou o ano de 2023 em 118,2% a.a. Contudo, essa redução não foi suficiente para compensar o aumento nas altas taxas de juros no crédito pessoal não consignado (85,4% a.a., +13,5 p.p.), nas modalidades de cartão de crédito rotativo (+33,0 p.p.) e crédito parcelado (+17,7 p.p.), cujas taxas médias de juros reais encerraram o último trimestre de 2023 em patamares extremamente elevados, respectivamente, 416,9% a.a. e 183,7% a.a.
Frente ao trimestre imediatamente anterior, houve diminuição nos juros reais médios na maioria das modalidades de crédito corporativo livremente pactuado. O maior recuo ocorreu na modalidade de cartão de crédito (-22,5 p.p.), em reflexo da forte queda das taxas médias de juros do rotativo (-87,4 p.p.), que encerrou o ano de 2023 em 90,5% a.a. No sentido oposto, nessa mesma base de comparação, a modalidade de conta garantida registrou o maior aumento dos juros médios reais (+7,4%), subindo para 46,7% a.a. no final do 4º trimestre de 2023.
Na carteira de crédito livre para pessoas físicas, a maioria das modalidades de crédito registrou retração nas taxas de juros médios reais frente ao 3º trimestre de 2022. Nessa carteira, os maiores decréscimo ocorreram em: cartão de crédito (-10,2 p.p.) e aquisição de outros bens (-7,6 p.p.). Em contraposição, a maior alta ocorreu em crédito pessoal (+1,0 p.p.), puxada pelo aumento dos juros médios reais das operações de crédito não consignado (+3,6%), que encerrou o 4º trimestre no patamar de 85,4% a.a.
Na carteira de crédito direcionado, as taxas de juros médias reais apresentaram queda de -0,3 p.p. no último trimestre de 2023 na comparação com igual trimestre de 2022, encerrando o ano no patamar de 5,2% a.a. Esse resultado reflete a redução dos juros reais médios nas operações com pessoas físicas (-0,4 p.p.), que responde por 66,4% da carteira de crédito regulado.
Em contraposição, nas operações direcionadas com pessoas jurídicas os juros médios reais subiram +0,7 p.p., alcançando 6,6% a.a., em razão da elevação das taxas praticadas pelo BNDES (+0,9 p.p.), notadamente no financiamento agroindustrial (+2,3 p.p.) e no financiamento de investimento (+0,9 p.p.), que encerraram o ano de 2023, respectivamente, nos patamares de 6,8% a.a. e 5,4% a.a.
Frente ao 3º trimestre de 2023, os juros reais da carteira de crédito direcionado se mantiveram inalterados. Esse resultado reflete o recuo de -0,2 p.p. nas operações de crédito às famílias e o incremento de 0,7 p.p. nas taxas médias reais de juros nas operações com as empresas, puxado pelo aumento de 1,0 p.p. no crédito rural e de 0,7 p.p. nos financiamentos do BNDES.
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)
Nas novas contratações de crédito, a média real de juros no 4º trimestre de 2023 atingiu 23,3% a.a., com elevação de +0,3 p.p. ante ao igual trimestre de 2022 e diminuição de -1,5 p.p. na comparação com o 3º trimestre de 2023. No ano de 2023 (janeiro a dezembro), os juros médios reais das novas operações de crédito do SFN registram alta de 7,4 p.p. frente ao ano de 2022.
Nas novas contratações de crédito pactuadas com pessoas jurídicas, a média real de juros no período outubro a dezembro de 2023 ficou em 13,7% a.a., com alta de 0,4 p.p. frente o 4º trimestre de 2022 e decréscimo -0,6 p.p. ante o período imediatamente anterior. No ano de 2023, as taxas médias reais dessa carteira subiram 5,3 p.p. frente ao ano precedente
Nas novas concessões para pessoas físicas, a média trimestral real de juros ficou em 28,0% a.a., com diminuição de -0,3 p.p. frente a 4º trimestre de 2022. Ante o trimestre precedente, os juros médios reais das novas contrações registram queda de -2,1 p.p.. No ano de 2023, a média real de juros das novas contratações de crédito às famílias registrou alta de 8,1 p.p. ante o ano de 2022.
No corte por origem dos recursos das novas concessões, as taxas médias de juros da carteira de crédito livremente pactuada subiram 7,0 p.p. no 4º trimestre ante ao igual trimestre de 2022 e caíram -1,8 p.p. frente ao trimestre precedente, encerrando o ano de 2023 no patamar de 35,4% a.a. Na comparação com o ano de 2022, os juros médios reais registram alta de 9,6 p.p. em 2023.
Nas novas contratações de crédito direcionado, as taxas reais médias de juros registraram acréscimos de 0,6 p.p. ante o 4º trimestre de 2022 e de 5,0 p.p. frente ao ano de 2022. Na comparação com o trimestre imediatamente anterior, os juros reais médios caíram -0,7 p.p, encerrando o último trimestre do ano no patamar de 5,4%a.a.
No segmento de crédito livre às empresas, os juros reais médios das novas operações de crédito ficaram em 16,5% a.a. no 4º trimestre de 2023, com incremento de +0,4 p.p. frente ao 4º trimestre de 2022 e decréscimo -0,9 p.p. ante ao trimestre precedente. No ano de 2023, os juros médios registraram alta de 5,6 p.p. ante o ano precedente, atingindo 17.6% a.a..
As novas contratações no segmento crédito corporativo direcionado também registram aumento (+1,5 p.p.) nos juros reais médios das novas operações ante igual trimestre de 2022, que alcançaram o patamar de 6,4% a.a., e acréscimos de +0,5 p.p. frente ao 3º trimestre de 2023. No ano de 2023, os juros reais médios subiram para 7,6% (+4,9 p.p. ante o ano de 2022).
Nas novas concessões livremente pactuadas para pessoas físicas, a média trimestral real de juros ficou em 48,1% a.a., com aumento de 0,5 p.p. frente ao 4º trimestre de 2022. Ante trimestre precedente, os juros reais médios das novas contrações registram queda de -2,7 p.p.. No ano de 2023 (janeiro a dezembro), a média real de juros das novas contratações de crédito às famílias registrou alta de 11,4 p.p. ante igual período de 2022, alcançando 50,7% ao ano.
Já nas novas operações de crédito direcionados às famílias, os juros médios reais registraram alta de 0,3 p.p. na comparação com o 4º trimestre de 2022 e de decréscimo de -1,0 p.p. ante o 3º trimestre de 2023, ficando em 5,2% a.a. No ano, a média de juros reais dessa carteira alcançou 6,0% a.a., registrando acréscimo de +5,1p.p. na comparação com o ano de 2022.
No contexto de baixo dinamismo da atividade econômica, os recuos verificados nas taxas de juros reais médios praticadas pelo SFN no 4º trimestre de 2023 não se traduziram em alívio significativo para os tomadores com dificuldades para honrar seus compromissos financeiros.
No 4º trimestre de 2023, a inadimplência do crédito total do SFN, que considera os atrasos superiores a noventa dias, registrou alta de +0,3 p.p. frente a igual trimestre de 2022, alcançando o patamar de 3,3%. Esse resultado reflete a ampliação da inadimplência na carteira de pessoas jurídicas (+1,0 p.p.), em parte contrabalançada pelo recuo dos atrasos na carteira de crédito às pessoas físicas (-0,2 p.p.), que encerrou o ano no patamar de 3,7%.
Na base de comparação interanual, a inadimplência subiu também nas carteiras de crédito com recursos livres (+0,5 p.p.) e de crédito direcionado (+0,1 p.p.), que encerraram o ano no patamar, respectivamente, de 4,7% e 1,3%.
Ante o trimestre precedente, ocorreu um ligeiro decréscimo de -0,1 p.p. da inadimplência do crédito total do SFN. Houve igualmente diminuições dos atrasos superiores a 90 dias nas carteiras de crédito às pessoas físicas (-0,2 p.p.), com recursos livres (-0,1 p.p.) e com recursos direcionados (-0,2 p.p.). Na carteira de crédito corporativo, a taxa de inadimplência permaneceu inalterada em 2,7% nessa mesma base de comparação.
A ligeira diminuição das taxas de inadimplência das famílias pode ser explicada pelo aumento dos rendimentos associados à desaceleração da inflação, à relativa melhora do mercado de trabalho e à ampliação dos valores dos benefícios do novo programa Bolsa Família, bem como pelo programa Desenrola (Lei 14.690 de 3/10/2023), que viabilizou a renegociação de dívidas com desconto para os devedores inadimplentes.
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)
No corte por porte de empresas, a taxa de inadimplência média das MPME
alcançou 4,1% no 4º trimestre de 2023, com alta de + 0,9 p.p. frente a
igual trimestre do ano anterior e de +0,1 p.p. ante o trimestre
imediatamente anterior. Já a inadimplência média das grandes empresas
ficou em 0,7%, registrando aumento de +1,6 p.p. na comparação com o 3º
trimestre de 2022 e decréscimo de -0,6 p.p. frente ao trimestre
precedente.
Fonte: https://www.iedi.org.br/cartas/carta_iedi_n_1256.html
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