Comunicação > Notícias
Indústria global: baixo dinamismo no 3º trim/23
Carta IEDI
Edição 1246
Sumário
O mais recente relatório trimestral publicado pela UNIDO (United Nations Industrial Development Organization) mostra que a indústria de transformação mundial manteve quadro de estagnação, mas não sem sinais de uma deterioração adicional no 3º trim/23, sob influência dos países desenvolvidos e sem a mesma atenuação proporcionada pela China no trimestre anterior.
Em jul-set/23, a produção manufatureira global registrou variação de +0,1% em relação ao trimestre anterior, já descontados os efeitos sazonais. Com esse resultado, já são quatro trimestres de variações nulas ou quase nulas da produção mundial nessa comparação: +0,2% no 4º trim/22, 0,0% no 1º trim/23 e +0,2% no 2º trim/23.
Em relação ao mesmo período do ano passado, a indústria de transformação mundial apresentou taxa positiva, mas também muito baixa: +0,4%, após crescimento de +2,1% do 2º trim/23. Cabe lembrar que o resultado do trimestre anterior se deveu especialmente à baixa base de comparação na China, como discutido na Carta IEDI n. 1231.
Os ramos de maior intensidade tecnológica, notadamente, a indústria automobilística (+7,5% ante o 3º trim/22), de outros equipamentos de transporte (+6,7%) e de equipamentos elétricos (+4,6%), ao se expandirem com mais vigor evitaram um resultado ainda mais modesto do agregado do setor no mundo.
As economias industrializadas de alta renda têm sido o principal freio da produção industrial. Frente ao período imediatamente anterior, a indústria destes países recuou -0,8%, significando desaceleração não desprezível em comparação com o já fraco resultado do 2º trim/23 (+0,1%). Frente ao 3º trim/22, o declínio se intesificou: -2,4%, após quedas de -1,6% (1º trim/23) e -1,5% (2ºtrim/23).
Do ponto de vista regional, a evolução deste grupo de países pode ser verificado nos resultados da Europa e da América do Norte. A produção industrial européia recuou -1,9% entre o 2º e 3º trim/23. Na América do Norte a variação, apesar de também negativa, foi bem menos intensa: -0,1%. Na comparação com 3º trim/22, por sua vez, a indústria da Europa recuou -1,7% e a da América do Norte, -0,8%.
O grupo de países industrializados de renda média, incluindo a China, variou +2,8% frente ao mesmo trimestre de 2022. Quando excluímos a China, entretanto, a produção manufatureira no 3º trim/23 assinalou alta de apenas +1,0% na mesma base de comparação. Frente ao trimestre anterior, o resultado foi de +0,5%, após crescimento de +1,0% no 2º trim/23 para este grupo de países exceto a China.
O recorte regional sugere que a expansão nos países industrializados de renda média mesmo sem considerar a China não se deveu à indústria da América Latina e Caribe, visto que sua produção variou -0,2% ante o 2º trim/23 e -1,4% em relação ao 3º trim/22.
Argentina, cuja produção industrial encolheu -3,0% frente ao 3º trim/22, contribuiu negativamente para ao resultado da região, enquanto México atenuou o quadro, ao presentar variação de +0,4% na mesma base de comparação.
A indústria de transformação brasileira, por sua vez, não tem ajudado muito. Sua produção, como o IEDI vem enfatizando, tem demonstrado desempenho pífio ao longo de 2023, inclusive no 3º trimestre: +0,1% ante o 2º trim/23 e -0,9% frente ao 3º trim/22, sempre com ajuste sazonal.
Apesar desta trajetória, a indústria brasileira subiu no ranking de 115 países que o IEDI construiu a partir da base de dados trimestrais com ajuste sazonal da UNIDO. Na comparação com o mesmo período do ano anterior, ficamos na 58ª posição no 3º trim/23, isto é, bem acima da 78ª posição ocupada no 3º trim/22.
Esta melhora do Brasil no ranking, contudo, recebeu importante contribuição da desaceleração industrial global e pelo expressivo aumento da parcela de países no vermelho nos últimos doze meses. No 3º trim/22, 23% dos países da amostra tinham registrado recuo de produção manufatureira, parcela que chegou a 57% no 3º trim/23.
No acumulado de jan-set/23 ante jan-set/22, ocupamos a 64ª posição, com recuo de -1,2%, na série com ajuste sazonal. Ficamos em posição superior a outras economias importantes como Japão (-1,4% em jan-set/23, ficando na 67ª posição), Itália (-2,2%, na 69ª posição) e Coréia do Sul (-7,0%, na 103ª posição). O México ficou em 33º lugar, com crescimento industrial de +1,6%, a Turquia em 19º (+4,6%) e Índia (+5,0%) e China (+4,3%) em 16º e 20º, respectivamente.
A indústria de
transformação mundial no 3° trim/2023
Os dados divulgados recentemente pela UNIDO (United Nations Industrial Development Organization) com os dados do terceiro trimestre de 2023 mostram, por mais um trimestre, estagnação na indústria de transformação mundial, desempenho que vem sendo recorrente desde o fim de 2022.
De acordo com a análise da UNIDO, o setor tem sido continuamente impactado por diversos desafios, como as medidas restritivas de política monetária para a contenção da inflação, que deprimiram a demanda agregada. Além disso, ainda persistem desdobramentos da pandemia, mesmo que mais localizados, como interrupções na cadeia de abastecimento, falta de mão de obra qualificada. O conflito na Ucrânia e desastres naturais frequentes também estão afetando negativamente a economia global.
No 3° trim/23, a produção da indústria de transformação mundial variou apenas +0,1% em relação ao trimestre imediatamente anterior, já descontados os efeitos sazonais, após ter registrado +0,2% no 2º trim/23 e ficado estável (0,0%) no 1º trim/23. Ou seja, é um setor que vem andando de lado no Brasil e no mundo.
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)
Na comparação com o mesmo período de 2022, o resultado foi ligeiramente melhor: alta de +0,4%. Isso implicou razoável desaceleração em relação ao resultado do 2º trim/23 (+2,1%), mas cabe lembrar que neste trimestre bases baixas de comparação na China é que explicam o avanço mais significativo.
Mesmo desconsiderado o efeito estatístico que marcou o desempenho interanual do 2º trim/23, há sinais de perda de dinamismo, ainda que de forma mais modesta. Exemplo disso é que em todas as regiões o 3º trim/23 se mostrou mais fraco.
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)
Em termos regionais, a indústria de transformação ficou virtualmente estagnada na maior parte do globo na comparação com o trimestre imediatamente anterior. As duas exceções foram, de um lado, Ásia e Oceania, que teve variação positiva de +0,9% e do outro, a indústria da Europa, que assinalou queda de -1,9%.
Os resultados nas demais regiões na passagem do 2º trim/23 para 3º trim/23 foram: -0,2% na África e na América Latina e Caribe e -0,1% na América do Norte, sempre com ajuste sazonal.
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)
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)
Na comparação do 3° trim/23 com o mesmo trimestre de 2022, a região da Ásia e Oceania foi a única a destacar-se positivamente, crescendo +1,8%, alcançando novamente o melhor desempenho regional.
Todas as demais regiões assinalaram decréscimo de produção industrial na comparação interanual: tanto Europa como África tiveram recuo de -1,7%, enquanto América Latina e Caribe caiu -1,4% e a América do Norte apresentou o declínio menos intenso: -0,8%, praticamente repetindo o resultado do 2º trim/23.
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)
A indústria de transformação na Ásia e Oceania foi destaque positivo tanto na comparação frente ao trimestre anterior (+0,9%) quanto em relação ao mesmo período de 2022 (+1,8%).
Tal desempenho refletiu, principalmente, o crescimento industrial na China, que alcançou uma alta de +3,5% frente ao mesmo período do ano anterior. Quando comparada com o 2º trim/23, a produção da indústria chinesa também avançou bem mais do que o agregado mundial (+0,1%): +1,1%, o suficiente para anular o pequeno recuo de -0,1% do trimestre anterior.
Nos demais países com contribuição significativa para o setor na região houve bastante divergência. Na comparação do 3º trim/23 com o 3º trim/22, Índia (+6,2%), Indonésia (+5,0%), Filipinas (+6,2%) e Arábia Saudita (+6,7%) registraram expansões bem acima da média regional (+1,8%). Por outro lado, o Japão (-3,3%), Coreia do Sul (-2,4%) e Taiwan (-11,7%) sofreram cortes expressivos de produção.
A indústria europeia, a seu turno, caiu -1,7% no 3º trim/23 frente ao 3º trim/22, isto é, em ritmo semelhante ao do trimestre anterior (-1,9%). Entre os países desta região, a produção diminuiu na Alemanha (-1,7%), Irlanda (-22,8%), Itália (-2,8%) e Espanha (-0,6%) e aumentou na Dinamarca (+3,8%), Grécia (+0,9%), Suíça (+1,5%), Reino Unido (+3,0%) e França (+0,3%).
Tanto na América Latina e Caribe como na América do Norte, onde a indústria já vinha se desacelerando ao longo dos últimos trimestres, apresentaram queda de -1,4% e -0,8%, respectivamente, no 3º trim/23 ante o 3º trim/22. Em comparação ao trimestre anterior, estas duas regiões também assinalaram variações negativas: -0,2% na América Latina e Caribe e -0,1% na América do Norte.
Entre as maiores economias latino-americanas, o México relatou um crescimento de +0,4% da produção industrial no confronto entre 3º trim/23 e 3º trim/22, enquanto Argentina e Brasil recuaram -3,0% e -0,9%, respectivamente.
Na América do Norte, ainda na comparação interanual, foi observada uma contração de -0,8% nos Estados Unidos, e uma redução de -1,0% do Canadá. Cabe destacar que em ambos os casos, esta foi a terceira variação negativa consecutiva, levando ao recuo acumulado no ano até o 3º trim/23 de -0,6% e -0,8%, respectivamente.
Nos países da África a produção manufatureira apresentou variação de -1,7% no 3º trim/23, comparativamente ao mesmo período do ano anterior. Frente ao trimestre imediatamente anterior, a indústria dessa região também ficou em terreno negativo: -0,2%.
Na comparação interanual, o Egito, o maior fabricante do continente, relatou um decréscimo superior a -5,0% pela terceira vez consecutiva (-5,4% no 1º trim/23, -8,0% no 2º trim/23 e -6,3% no 3º trim/23). Por outro lado, Costa do Marfim (+2,4%), Nigéria (+0,9%) e Tunísia (+1,6%) permaneceram em território positivo, enquanto a África do Sul registou estabilidade (+0,1%).
O desempenho das
economias industrializadas
O ritmo do setor industrial nas economias industrializadas (de alta e de média renda) tem desacelerado nos últimos trimestres, levando a um crescimento de apenas +0,2% no 3º trim/23 frente ao mesmo período de 2022, após alta +2,0% no trimestre anterior, variação explicada por uma baixa base de comparação. Em relação ao trimestre anterior, esse grupo de países permaneceu estável nos últimos quatro trimestres:+0,1% no 3º e 2º trim/23, -0,1% no 1º trim/23 e +0,1% no 4º trim/22.
Cabe lembrar que a UNIDO classifica como industrializados os seguintes países: Argentina, Austrália, Áustria, Bielorrússia, Bélgica, Brasil, Brunei, Bulgária Canada, China, Taiwan Colômbia, Costa Rica, Croácia, Rep. Tcheca, Rep. Dominicana, Egito, El Salvador, Estônia, Finlândia, França, Alemanha, Hungria, Indonésia, Irlanda, Israel, Itália, Japão, Jordânia, Letônia, Lituânia, Luxemburgo, Malásia, Malta, Ilhas Maurício, México, Holanda, Nova Zelândia, Peru, Filipinas, Coreia, Polônia, Romênia, Rússia, Servia, Singapura, Eslováquia, Eslovênia, África do Sul, Espanha, Sri Lanka, Suécia, Suíça, Tailândia, Trinidad e Tobago, Turquia, Reino Unido, EUA e Uruguai.
Dados desagregados por renda mostram queda da atividade manufatureira em países industrializados de alta renda, com uma diminuição de -2,4% no 3º trim/23 frente ao 3º trim/22. Ao mesmo tempo, o grupo das economias industriais de rendimento médio (incluindo a China) observou um aumento da produção de +2,8%. Este grupo segue acompanhando de perto a trajetória da manufatura chinesa, dada a grande participação deste país.
Quando a UNIDO exclui a China deste grupo, o crescimento das outras economias industriais de renda média é bem mais tímido: +1,0% na comparação interanual, com grande variabilidade entre os países: alguns países cresceram, como Costa Rica (+5,5%), Indonésia (+5,0%) e Filipinas (+6,2%), enquanto outras perderam produção, como Bulgária (-4,5%), Colômbia (-7,0%) e Jordânia (-1,6%). Frente ao trimestre anterior, a produção manufatureira desse grupo de países assinalou alta de +0,5% no 3º trim/23, já descontados os efeitos sazonais.
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)
Este grupo de 55 países, que responde por uma parcela pequena da produção global, é extremamente heterogêneo, aponta a UNIDO, mas estão em rota de industrialização. Inclui, por exemplo, Chile, Hong Kong, Dinamarca, Taiwan, Grécia, Portugal, entre outros.
No 3º trim/23, esse conjunto de países apresentou crescimento de +3,9% frente ao 3º trim/22, variação significativamente superior ao alcançado pelo grupo de economias industriais (+0,2%). Frente ao trimestre anterior, entretanto, a variação foi de apenas +0,3%.
Os países de renda alta desse grupo continuam a registar crescimento na comparação interanual (+2,6%), embora um ponto de inflexão tenha sido claramente observado no início de 2023: em relação ao trimestre anterior, este grupo sofreu uma queda de -1,7%, após recuo de -0,8% no trimestre anterior.
Por outro lado, a produção em economias industrializadas de renda média cresceu +4,5%, enquanto a produção nas economias de baixo renda diminuiu -4,1%. Estas últimas economias seguem em trajetória volátil e ainda não conseguiram retomar seu nível de produção pré-pandemia.
Desempenho das
Economias Emergentes
O grupo das economias industriais emergentes, de acordo com a definição da UNIDO, inclui países de baixa e média renda, cujos setores industriais demonstraram significativo dinamismo em anos recentes. O grupo também inclui economias em estágios anteriores de desenvolvimento industrial, mas que igualmente apresentaram forte crescimento.
Este grupo de economias vem registrando desempenho positivo na produção industrial, superando a média mundial, assim como a média das economias industrializadas. No 3º trim/23, sua produção manufatureira expandiu +3,6%, seguindo um crescimento de +6,7% no trimestre anterior.
Dentre os destaques, a Indonésia avançou de forma sustentada (+5,0% ante o 3° trim/22), assim como o setor manufatureiro da Índia, que registrou aumento interanual de +6,2%. A Malásia, por sua vez, assinalou crescimento moderado de +1,1%.
Por outro lado, a manufatura vietnamita tem registrado desaceleração acentuada em meio a crescentes desafios, refletindo também uma normalização em comparação com o nível excepcionalmente elevado crescimento registado em 2022, com uma média anual de quase 20%. Ao longo dos três trimestres de 2023, essa economia registrou quedas de -16,2% (1º trimestre), -18,4% (2º trimestre) e -14,6% (3º trimestre).
![](data:image/png;base64,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)
Análise setorial
De acordo com a UNIDO, os últimos dados divulgados revelam que as indústrias classificadas como média-alta e alta tecnologia não apenas superaram as interrupções causadas pela pandemia de Covid-19, mas têm prosperado À frente do restante do setor.
Em média, a produção das indústrias classificadas como de média-alta e alta tecnologia (MHT) cresceu a uma taxa interanual de +2,2%. Ao mesmo tempo, os outros setores industriais recuaram -0,7%no 3º trim/23.
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eAgiH8AQAAAAQQhD8AAACAAILwBwAAABBAEP4AAAAAAgjCHwAAAEAAQfgDAAAACCAIfwAAAAABBOEPAAAAIIAg/AEAAAAEEIQ/AAAAgACC8AcAAAAQQBD+AAAAAAIIwh8AAABAAEH4AwAAAAggCH8AAAAAAQThDwAAACCAIPwBAAAABBCEPwAAAIAAgvAHAAAAEEAQ/gAAAAACCMIfAAAAQABB+AMAAAAIIAh/AAAAAAEE4Q8AAAAggCD8AQAAAAQQVvhrunZ46/ufVrSMX/rHuYODu+5sqyzZ9GnQT9JnDo1TUfeYW6/u3/7Bge8bzYR6QOpTv3hieKxK7jMBAAAAAId6wp/55jef/M/uY5Xt5O1gZvhrOb5lzZ6rU55d9fCAroTXWrbzje1nk2Y9tWBU8KGN73xJjHv+ufSkELnPBbygYv3ElBeIN8uPZiXLXRQRBR1R3PnuLO7HS54Jmn226zw8cVI+c6EAACDQ0OGvve70/xSVJkyfM6Rp6zvF/TO6w19b5Wf5BYf7p+f88oFwKvuZW0o35m5t6Qp89tEQ/IIlHL1HEMtY8clHMo2j6IfwBwAAAcu+z1/V0Q1v94Q/qpJv2KKX5g0J79qg5eKONzaWjnjyj3NHqru23xM0+8XlE+PkPhmQjjUbpaUdO8ZKULaZhpmgFMRSyG0LhIvl6aL7xIUCAIBAJBz+2m8eefeN4rCpL2bMUB1867Wvo5f89skhZo7w1/LQMy/PvAtVf37DElaI4vLha9j1Z36TaRD+AAAgQAmGP3PFF69tOpFirfar2+tU+DMYDHKfGnDTarWONqEbTVPsWk/pTPPIp+SNY4wndTcQd7UXW6UJ5B3mdst4G2i7UlMRkdF9NGpb+tnsQwjstuch8kmrz6XwNvuKPQWhjaW7UIEE3xsAAB7C/PUXCn9B//7HfxZ+Z7R5VBP3s189WrsFzb7+jNFhzq7nmoMKLfKONcO7/7amG+5cx3xIsHdcd0Lq2pYOTMy/ew4hsFu7h471RC6bTcWegoPzlehCAQAASM1Rnz9aT81fLwz48G82gyXYycyp1ky+UMMejiEwPIO9C+vfaaxKOmam496t3RFszkMgfjqVy/izp4sXCgAAQHouhL8wTPXi17hqzHrSllOZhifU2d/Nvx92LHIm4DF2a38AkaN9HQ8b5tlYigsFAADgAS6FP0zy7MfsgpBt+nOYabqbVGnLuMPfMfaB0yQJf9y7JezTnUD44zkFZh89wvaCcJyvFBcKAADAA7C8G9jgTlA83ePsMg1XihJT88fPrZo/292Iq/kTdwrMM+HeWIoLBQAA4AEIf8DE2QDKn41YmYazgyBHpnFi4hMnwp/QbkX3+RN7Cg7PV5ILBQAAID2EPw8yVVUbz1UYz5drhqVohierE/rJXSJHeAYeUNWB1vttYwvnHCmsqUy4WjMZO+x+Xs/YV8ESCY4VEditzUNCo33FnoKj85XmQgEAAEgO4c8jzPpmfe56w84S5p3aubMic7JUkRFyl44X76DTnuiUwlVnZW0mXsbueNc1mR7Bk2nETXPnVPgT3i2jaOQOX77YswoIR1ATdQpCG1dIdqEAAAAkhfAnPTL51T35vPFChf1DmqHJsf/YoOT8BwAAAP4N4U96Da/kUnV+mocf0P06Q6UNMxtaW7bvuv3hZ4S1/i/61Ry5ywgAAAABCuGP7XrKg5Lsh0x+fTe8zrynbvUaKv+5r3/5V96/MgAAAOAHEP7YpAp/0Vv+qn1gHPOetjNn6x//jSQ7R/gDAAAA1yD8sUkV/voUF4Wk3M28p738f2/OzpBk5wh/AAAA4BqEPzbU/AEAAIAfQ/hjkyr8qe8b1rewQBUWSv1pbm2re/n3xs+PS7JzhD8AAABwDcKf9BrXrG8p2k5Y81/E0ic1dyZ13Kxryv9v0zfnCYz2BQAAAFkh/EkP8/wBAACAYiH8eQSZ/1o2byP/Mzc1U/eodBFhc2fpMpci+QEAAICMEP486/bJUupGr/Gj5S6LGOxFyRRcGMs6bmddKanLT1TkpeBdks+ZnQAAQCBB+AMmReUDhD+Hl8Jyf/cKxS7vBAAAAgvCH7hK5hDl3fAn88ly5zanoh8AAAAF4Q9chfDnPai0AwAAySD8AZNNyOiuWBr8etDs96wPpzEeeeEY43l0pzNrFzT2nUK7Yhz3GOtpdomnZ+fks1efS7GJY8wjp7FikuAT+crMVTZRJ8v3kKOLwD4U6/rZXAreLdkHZ1wQgv962uxC6EoCAIDvQ/gDJrvwZwkYXbmA+rMnJNhXhjEHH9jGFcFdWf8awUhUu9I5dmG382OMaEI+uGZ4d1FYYyAEnyhQZhvOnCyrAPQJibie73EXjOtSpPEfTuhF4LyejEIKXUkAAPALCH/AZB/+2DVFZ20yx1l2ZdQIVm3VCJ5YxXwyX5Mq80nsnQs2hNrlH94nCpXZbpciT5Z3H4IXgeNZjIcFL4XNlqyC2h2CfydckP4AAPwQwh8wCSYj+yo6ZsywjxPs8MK3q64asTSu8QzdheGueePphcfcueATBctsQ/zJErypVOgicGVZxn3cN7m2FBf+xPYhFJkRAQDAlyD8AZO74e8Ye4dpIsJf9866+plx9fnjCCuODr+ML1Sxwx9fmW2IP1mCNy85DH/sZ/UclH0p+LcU1+wrFOr4+zgCAIBfQPgDJklr/tj7FQp/zLuPcQQ34Zo/VsRzo+aPj/iTrZC35o8V3dLYTdUOav4EriQAALjLrG9uO/BV294j5obG4IT4sMdm9Ro/hlAFebkYCH/A5Eb4E5wNRWz4I3iqu4S77rGjjF2bMm+fP9EzuDhxsrz95By3fbvf509o6j92mOYopNCVBAAAtxgvVNzK/H3H5UqCEb206Q9Hr80mgoO9WRKEP2ByJvzxTD9iM3y1e+Co0K5sxpfyZjqbnbMH7dpEma4WZJuBsnxPFCoz/4URc7LHmANpqUeEryfrWRwDojkvBdfhWPO8iNlJdyHLBa4kAAC44+bcX7efvaAeMyTi6f/QDLqz7dvS5j9tIDpMuucydJlLCLXaayVB+AMmZ8Ifs3cYZ/RIE6hB4sg9ds/irIaiNiOP9/JFZh0X47GuqfwIrnLaP5G/zFyXRtTJss+Ie0obrjtsghtPi62DLTmHJXO39XIWUvhKAgCAa9r2H731fE5QfO++u7eoI3XUnS0HDjcu/0NQeFj8sT1BIRqvFQbhD8B/cDTTouUWAEABmt4qaioojMj+TeRTTxBqFX1/9T1TO9vb445/ou7T22uFQfgD8CPsvnzs1mkAAJAFFf50uS/pHnuUUPWEv9qHnzBdun7H5/8IHphEBHlp5AfCH4B/YXX6wwJtAAAKoP/re83v/UOdmnLH++8EabqGd7RX/FD386WENhTNvgAAAAD+g6r2swzyNZt7zZ+pW/SL4AFJbd+d1f/hNfPlmvAn50blZBLBGPABAAAA4OPM+uZbK1bfPvEtYbbGLY2aMJqYG2iG3B1TtF4dG+3NUiH8AQAAAEjv9tdlt5avNt9qoP5U6SKi/vDb2ydPk/+ZKmtCxo4MmzEpPGMBc/yHdyD8AQAAAEisq6nX1FXPF3LfqN5v5apjvFrDxwfhDwAAAEAyZn1zQ866ti8OE2YzdU/4U/O83KtPGMIfAAAAgDQsa7g9v7rjahW1hptKFxGduzL04cnM6V1kh/AHAAAAIIGW9z9qzC2gm3o1Q+7u/daa4AGJXpvATySEPwAAAAC3cDf1rs705oq94iH8AQAAALjOeKGi/vnVJmU39TIh/AEAAAC4yLDrM31ugbmhkfpTsU29TAh/AAAAAE4z65v16zYYdhTTTb3a9IcjV2WqekfJXTQHEP4AAAAAnGO8UNGQvdb4/UW6qTcye7l23iOKbeplQvgDAAAAcIJ9U2/02mzNiCFKbuplQvgDAAAAEKshZ53hI99r6mVC+AMAAABwzKxvrs94of37fxPd2Sk69xXt477R1MuE8AcAAADgAGs+F3X/uJgNazQjhvpKUy8Twh8AAACAkLb9Rxuy88y3ujr5hdw/KmZDriomWu5yuQjhDwAAAIBX01tFTQWF9KJt2vSHo9euIoKVuHSHSAh/AAAA4A3GCxXG8+VEZ2evcanqhH7KbzC1n8nPRzv5sSD8AQAAgGdZZsVbudZ47iI9VMLacpqnilHuIFnT9Zr65auN3cM7VLqImKL/CvHNTn4sCH8AAADgQWSKujH31+a6W6rEviE/faizqfn29i8Is1kz5O6+uzYSwcFyF5CDZXjHohdMtxqoP8mixry1Rq3sRdvEQ/gDAAAAD2pYtc6wo1gzbVzsa39URYST9xivV9ctzjRfronO/Z0CV8Uw7PqsIXst0dHTyc/nZvIThvAHAAAAHvTj9F90XK2K+Z8NoWNG0jVnLQcONy7/fejkB2LeylXU4InGtRtairYRpq5OfrrnMnSZSwi1gkroPoQ/AAAA8KDq4VM6jR39zh0M0vS08LZX/HDzZ0vUd8T22bJePSBBCc2pljmcV6xuP/6tLy7X6xSEPwAAAPCgG4/9yvj9v1k1f/r/+aj5jwXU/CmhUx8MnTFJO3eWjDHLMiQle63x+4t+MIezQwh/AAAA4EFNb21uKijUTB0X88eV6r59CGu1X/1zr5gv1xCMEKLSRYSlPxzx9AJ1Yn8vRy7WHM6W4R1b1qt9dg5nhxD+AAAAwIOM//7hxn88SzS1kLc1MyYQqiDj3hOEuVOd2K+zscnc1Mzansxe4Yvnh05/SBWt80LxWt7/qDG3wJ/mcHYI4Q8AAAA86GZGVvvx04Rt3ghfOC8qJ5NQq9v2f2XYWdK27zAZB5kbqHQRodMeDJs7q9eEMZ6rCGzIWWf4yN/mcHYI4Q84lTwTNPs9xt/LijvfnSV3oQAAwNe0bPmoMa+rXi3yhV9rxt5LJrle41JZec50vaZt35HmzdtNldWsmKjuHxeRMT9s7mxVdKSEBTPrm+syXmDO4dy74M+90u7zy05+LAh/wFaxfmLKC8fS3iw/mpXcdRcVBcUHQMv2Z5k7UArFFgwAwB8ZL1TULcqi+tKF3D+qz5Z8h82pt0+VtX5cYthZQtfG0UKnPqidOyt0xmRC5W4+sxbsBTNjDufotdmaEUMCIfkRCH/AZo1+hH0+suY/sfFPsRlLsQUDAPBH1DhforNTpYvo+/F/i18hw6xvbjtwpGXTdmotYOZD6v5xodMmOawF1AxNDori7jLYcaGiacNmc0PX8I7QqROj165S8kJzkkP4Axv8Gc8mFdptRqcqwlpvyHiedSvrk0cUlw9fY32wp1qxwmZz2wMzH+MvEucGzFbrrkcqOAsmXAbeYnPsX2SZAQACBTXIl5otOWrl8vCnn3ChL53xQoVhZ0nrzhJzo94ThaS7Hsp9tbwK4Q+Y+Or9LJiBjz/8Jdv/RfRkIpvGZGovrETVvdOu3NV1BPKhXem2UYp/A+Z+WCdkX/MnVAahYnPt32GZAQACBRnabjz2K6KjgxDd4CvMsOszw47i9pOlhES5xY/ncHYI4Q+YhBp33Q9/thnKNiqx9+KwgZZvA/Zubf5mP0m4DKKKzfgbjcoAAF1cbvAVRo0LMTc0Me8kg6bIekHT9VpTlWVywUDr5MeC8AdMHg1/hH2IYlUyMu7rqnRL481SPBvYxzlmYVgFc1AG3mLz7N9hmQEAAkLTBmuDr9mtBl/wHIQ/YOKoCaOxQ5QU4Y99KPvddPWs4w6kHBvYde2zShMIfwJl4Cs27/5FlBkAwL9J3uALkkP4Axv8VX82j3i+5o9x5K68xZ+lmBsIxVfP1Pw5LJLcrykAgDd5qMEXJITw51mH6uoO1tVnJCYO1IbJXRZxeNIfKwZxdnwjnAp/jvrb2ZVKZA9AwU1d6fPHKrbojn3oAQgAgYfZ4BtTsCZ05kPuz8kHkkP486Cia5VLznxH3ogKDj6QNiE1UsqpyT3HfkZnjnEPdvVj9hO4EOyQRXB1zzvGGlrb06lwzXDe3RFCG7B2a7Mld8F4yiCu2D37d1hmAAC/xmzwDZ36YMzbuYE2hYqvQPjzFDr5UXwr/4lZ3Y3R+Y189OWLE1O2LWCHKvqpvFHI5kD28fIY1yMiNmDuNo2nz96yYubUMPxlcFTsNFYzslCZAQD8GLPB9459W1Ux0XKXCLgh/HkEM/m91LfPGzduEj6X/wAAAERDg68PQfiTHjP5HR6TOrF//w3/Opt15SqB/AcAAP4IDb6+BeHPhvqfxRLujUp+1G06/0nC9OhsL18ZAAAAPmjw9S0IfzYkDH/M5EeRMP8h/AEAgEKgwdfnIPzZkCr8vdS3z2vjx7HubO3oeGj/l98aje7vH+EPAACUAA2+vgjhz4aENX/r7xzw/L0j6D/J5Jd54mRhQ6MkO0f4AwAA2Zn1zTfm/sp0tQoNvr7FLvy1Vny1desnF1Qjl/z2ySG9Wq8eLdn9xcnKdjLQx933s/RHx9wVpiJf7tar+7d/cOD7RjOhHpD61C+eGB7rH4v2Sdvnj85/0iY/AuEPAACcZ7pe01FZTaY0zdBkSVbdaFxb0LJ5Oxp8fQ4z/LXXndu99YNvrprI21GW8JfSULp5+6n+M9NnDo689s/Cd47fmvLsqocHqFrLdr6x/WzSrKcWjAo+tPGdL4lxzz+XnhQi97koRZleP/XYiUZrHTiZ/5YOG0onv1GRkQceGB+t0chdRgAACCy3T5XdWp5jtv4YqfvHh05/MGLxfHVif5dTILnDuowsosMSGtDg61sY4c9cTUW9x8de2/qXr6MtNX/MFcmqjm54e0/Q7BeXPxBRujF3a0tX4Gs5vmXNnqtUKJT7ZJSDmf/GajRUPz8kPwAAkIVh12cNK9cSJhPrfs2Qu7VzZ4XOnKxO6OdUCkSDr0/j6vNXt/et11jhz9x65Z+F73xjnL08c1JExY43NpaOePKPc0daIj4dCifGyX0yisLMfwSSHwAAyIQ5GpdP6LQHQ2dMCp0+WRWlE7NPNPj6NBHhr+X4ltxd35sI1T3/sWpRqo5ouWgf/loeeublmXcxqv4MBoPcpyaKVqv13M7p/OfR5OfspRY8ZXdWpLUseXbWG0uaiSwkVteVn698DwD4McOmD9rzP6BSWlBCH21etnpAYvvxU+07PjWftszMx9yY3EDz2EzN+Ps19w4XqAjs+OFy8/xnqQZfTcac8KxnCTUa/5SO+esvsuavve7CF59+dPzysEUvzUusEhH+gHLZ0Hql1UCGPx+p80P4AwDwE2Z9c92iLOO5i1TCU+kiYre8qblnCJ3qjBcqWoq2t31x2KxvYj2X3Dgs/WHtvNma4YNZKRANvn5AZPgjWSv8vr0rPeex2M/Q7Av2pAh/XguQAAB+zXS9pv65HDr5aYbcHfN2rjopgbM+r23fV237Dhs+/sy+aVjdP0772CztvFn00BA0+PoBF8Lff4y8WIgBH2AH4Q8AQBGMFyrqFmaZu+cXC7l/VMxbeareUcLPMuub2/YfMewsaT9ZSthlAzI+hi+er4qKql+xmho4Er5wXlROFhp8fZFQ+PuPPqc/eOtI67j09Jl3B1/YtfX903X3LX5p3pBwTPXit2yaSi1/bFtQfnTw60Gz37M+nMbKZZasRj+y+lxKT3CzPrKsuPPdWYxNGbHOeqBj1EPUZsx7eu623juiuHz4GuuD1gIQrPbcnlLYlJDV7Gt/RAAAP9S276uG7Dxzg576U5v+0+h12U5NwmK6XtO215ICjefLCZ6VINT94/p+vBENvj5KuOZPbenqt/OoZTLnwJjkOeDZhT9LXOqKStSfPbmJme+6N00TFf66El3Xg+Qju9J7btvW/NntmF1I8hlrhnc/ZnNU5mb8RwQA8COGXSXWKV26Wm91yxfrMpcQKhd/oo0XKsgI2Lb3sKmqhpUCYze/2SttrCQzRYP3YXk3YLIPf8wRE/wBjv1U4fDH37jLE/5saxwFRnLYBdKuzdCcDAD+rzGvoKVoO91vLzpvpXbeI5J0yLt9qqz1Y0sKNDdahoagwdfXIfwBk334s8t3XXfYxymbexzX/B2za0Qm+MIfK+gJhD9mCe1q/jiPCADg+8z6Zv3aAsPOYsLcNbC394Y1vR6QvmaOTIGaIXeLnAsQFAvhD5hEhz+OACY+/HX/3dVRj7GZK+GPu7Og/VO5jwgA4OMcTukCwILwB0zeqfljH/AYncacDn9cQXAEd/jjPiIAgC8zXqhoWJlnPFdOT+kS+36+w4G9EOAQ/oBJfPhz0OeP/bCDfnq8vQEdhD/2wyLCH4EJZQDAT7CmdAmd9mD02lWq3pFylwuUDuEPmMSHP9vBv/aDcjl63HU/ajNAlyMzEnwjezkKaVPD2NWwa9/sK3BEAADfZNhVol9TYG5kTumyCoMwQAyEP2ByIvwRNr3tyMD18kVqWkCb3Mb9qE03PY6hvMe6ntQ1z59gnz/GvromGyQ4av4EjggA4HNatnzUmJtPD+yNyn4+fPECl6d0gUCD8AcAAOBLGlatNezoGthLSDqlCwQIhD8AAADfYNY3k8mv7YvDGNgL7kD4AwAA8AGsKV00Q+6OXrdKc89gJD9wFsIfAACA0tknP0zpAi5D+AMAAFA0VvLTpv80MidTFY0pXcBFCH8AAADKZZ/8MKULuAnhDwAAQKGQ/MATEP4AAACUCMkPPAThDwAAQHGQ/MBzEP4AAACUBckPPArhDwAAQEGQ/MDTEP4AAACUAskPvADhDwAAQBGQ/MA7EP4AAADkh+QHXoPwBwAAIDMkP/AmhD8AAAA5IfmBlyH8AQAAyAbJD7wP4Q8AAEAerOSnGXJ3392FhFotd7nAzyH8AQAAyMA++cW+n6/qHSV3ucD/IfwBAADIoCF7rWFHMZIfeB/CHwAAgLch+YGMEP4AAAA8zqxvNl6oIHOeKkqH5AfyQvgDAADwoNunyvS5+cbz5VTaU/WJMd+spx5C8gNZIPwBAAA4YKqqbtv3lbmxSRUZETw0mQgKIu/sNS6VuiGAfFb986sIk5m8rZk5wbj3JNH9s4vkB3JB+AMAABDStGFzU0EhYTbzbaBOiCf/o273GjeaSoSaoclBUbpbL//ZXP2j9reLIzN+qQrXmlvb9O9vNbxRGKRWx321SxWD5AcyQPgDAADgdvtUWcPKPNO16+7sRD12aNw/3qVn7yPz348/X2i+Ut1359819wxxWHcIIDmEPwAAADZTVXVj3oa2vYfpVlqVLiJ46N1UVmv/+gwh+tez1/yHY9fkEKqeRTvq/pB3+8OS2E3/1euBsQh/4H0IfwAAADaaNmxu2fyhubGJvid02oPR61apoiNZW5IZsaOyhrrdfqqMSoTGCxXmRj15w1xzo+NalWbGhL75rzFXbKt96jemU9/Hbkb4A3kg/AEAAHRhjcwlrP35otdm95owxoWUZtY314x/hOgwRW/6i3bieGoPhhNfNyz+P0ER2n4n/kkEYyU3kAHCHwAAgCWo6dcW0NPvEdZ23vBF83WZTzNbbJ1FDxbpNf/hkHGj2/YfNn5+nDyEbvliXeYSd/YM4DKEPwAACHQtW7Y35W+i2mopodMejMpZoU5KcH/njXkFLUXbCHPPry2SH8gL4Q8AAAKX8UJFwyt5rHbeqOwVoTMnS9gbz1RVfftUmamyWt0/vtf4VHVif7nPGwIawh8AAAQis765acOmls3bmON2dcsXhy9+QhWtk7t0AB6E8AcAAAHH8HGJPreA2c4bcv+o3q+ukqSdF0DhEP4AACCAGC9UNObmt58sZQ7siF6bLW07L4CSIfwBAEBAMOubW4q2N20oZI69CF/0uG7FEvsJ/AD8GMIfAAD4v7Z9XzXm5TMXagu5f1RUTqZm+GBU+EGgQfgDAAB/dvtUWVPBxvaTZcx23shVz2vnPYLYB4EJ4Q8AAPyTfewjaR/7aeSqTLTzQiBD+AMAAH/DGftC7h+lW7G014TRqPCDAIfwBwAA/gOxD8AhhD8AAPAHiH0AIiH8AQCAb0PsA3AKwh8AAPgqw8clTQWFpmvVzDsR+wCEIfwBAIDvQewDcBnCHwAA+BLEPgA3IfwBAIBvQOwDkATCHwAAKJ394mwEYh+AqxD+AABA0cjkV798FWE20/cg9gG4A+EPAACUy6xv/nHaAnODnvoTsQ/AfQh/AACgXI15BS2bt1ET+MVuWd9rwhjEPgA3IfwBAIBCmaqqa6c9QZgsDb7hix6PyskkVCq5CwXg8xD+AABAoW4uzGw/WUp0dqp0EXfs36bqHSl3iQD8AcIfAAAoEXOcR1T28+FPP4EGXwBJIPwBAIDimPXNN9KXUHO7aIYk991TiAZfAKkg/AEAgOI0bdjUlF+IcR4AnoDwBwAAymKqqr4xZ6m50TK9i/axn0avW4VqPwAJIfwBAICy1C/Padt7mBrn0Xf3RnVSgtwlAvArCH8AAKAgt0+V1S3MpMZ56J5/WrdiCaFCgy+AlBD+AABAQWqnLTBdtYzzUCfEx+3fRqjR4AsgMYQ/AABQipai7Y15+YQZ4zwAPAjhDwAAFIG5jG/I/aP6fFCAcR4AnoDwBwAAitCQvdawo5ia3iVu/4fqARjnAeARCH8AACA/jPMA8BqEPwAAkB+9jK86Ib7vrkJVNJbxBfAUhD8AAJCZ4eOShpVrqWq/mA25oTMnY5wHgOcg/AEAgJwwzgPAyxD+AABATo15+S2bt1PjPPru2qgZPoRArR+AJ9mFv9aKr7Zu/eSCauSS3z45pFfr1aMlu784WdlOEKFx9/0s/dExd4WR/yAzt17dv/2DA983mgn1gNSnfvHE8Fj8Mw0AAJxlqqqunfYEYbI0+IYvejwqJwvjPAA8jRn+2uvO7d76wTdXTeTtKEv4G/DvnW9sP5s066kF46Iu7d76/ulbU55d9fAAVWtZ9/2jgg9tfOdLYtzzz6Unhch9LgAA4GPocR4qXcQd+7epemOcB4DHMcKfubp08/ZT/Wc+Pvba1r98HW2p+QtjbFl1dMPbe4Jmv7j8gYjSjblbW7oCX8vxLWv2XKVCodwnAwAAPqRt31f1y1dR4zyi167UznsE4zwAvICrz1/d3rdeswt/5oovXtu4X/foi8tHN+74y8bSEU/+ce5INcEIhRPj5D4ZAADwFWZ98430JaZrlmV8NUOS++4pxDgPAO8QG/7M13a9vqG016PPZU6KqNjxBjv8tTz0zMsz78LHFgAAxGkq2NRUUEiN88AyvgDeJC78tV74/O//OBj808xnJvZTtVwUEf4MBoPcpwYAAAplvtXQtOj5zqs/krdDVjypXboIyQ/Ao7RaLX1bRPgzV5d+sHFrZXL6M/MeiNUQBFf4Q7MvAACIVr88p23vYYzzAJCFw/DXdPWzjX87FDH1xYwZfTXWh80tGPABAACuYi/jm7kE1X4A3iQc/jqsya/X+GcXpQ8I79kAU70AAICraqcuoMZ5qBPi4/ZvI9SoOgDwKsHwl1y+8z//cdLIeEh9b3rOLx8IJzDJMwAAuKClaHtjXj5hxjgPANlgeTcAAPASyzK+UxeYGy3L+IZOezDm7TxM7wLgfQh/AADgJQ3Zaw07iqnpXeIOfKhOSpC7RACBCOEPAAC8AeM8ABQC4Q8AADyLjH1EZ2dTQWG79YY6Ib7vrkJVNKZ3AZAHwh8AAHhKY16+Yddnnbf0zDtjNuSGzpyMaj8AuSD8AQCAR9xcmNl+stRS1Td2qKpPb+MXJ8jbQdqwuEM7UO0HICOEPwAAkJ7h45KGlXmqhL4xf3s1ZEgKeY+x6npdRqb5Sk1U9orwpxeg5g9ALgh/AAAgPWoBN92rr+jSH6FznuHE1w0ZL4WMvbfPBwWY5AVALgh/AAAgParNt88nhVS1H6W9/H9vPvq0JuWuvnsKEf4A5ILwBwAA0qPCX/Sm17Vp4+mav7bvvq+f/yxq/gDkhfAHAADSo5ZxU48e0ndjvipcS95jbm2re+U/jZ8dC184Lyoni1Chzx+APBD+AABAemZ9880lv+347rwq8Y7Q+ZZuf23bPzVfrQ2K0sXt+xCjfQFkhPAHAAAeYaqqrn8ux3juIn2PZkhy9KvZmuFDCNT6AcgH4Q8AADylqWBTU0EhtapHzFu5iH0ASoDwBwAAnkJN+EKGPyzmC6AcCH8AANIzVVU3FWxq23vErG9SJ8T3Gj86clWmKkond7m8rXbqAtO16wSWdANQEoQ/AACJGc+X38zIYi1oq07q12fLenVif6d2RYZIy3MT+sl9Tq4w65trxs0mTGbydt9dG9HmC6AQCH8AABKrnf6E6UpV6K8f1/1yviYxob38fxvz3zV+fjzk/lF9PigwXqggUxG1ZfupUsL6HWzWN5GRkbrTVFVD/sfcYdSqFeGLfW89tNunyuoWZhJmS/jrf+EwocbEfgCKgPAHACCl2ydLycSjHjs07v+9R8c1U/2t2gfmUDHINXEHPlQnJch9cs6hpvojzJ1U6sWszgAKgfAHACAZ4/ly/V/evX3kRMQfVkQ+aVNXd2PF74yfHydc/cqNXpetnTvbtyr/GrLXGnYUk6ccvuhxzOoMoBwIfwAAbjHrm9v2H2k/cfr2yVK6uTb014/HvJzFzGq1v1xm+voc/admaHJQZETX7WEpqsiusSAh40ZTHeNUkRHk/Q0r8ww7S8j8FDrtwZi/rfWt8HdjzhJqkr/otSu18x7xrcID+DGEPwAAV5BRr/1kadu+I3RfPZa+Bz7UdDfUGk6calj0UlCEtt83JU61fho+Lml4JY8MfypdRPw3xb7Vcnp96GRqtEfslvW9JoxB+ANQCIQ/AACxTFXVty2B76v2E6fNTc2c22iGJptvNZpqb6iS7tAueUIdH2es+MHw102uzXVnGTB7/2yqs6BlwOw9Q+S+BmJhtAeAYiH8AQA4QKa92ye+bdv/lamymnMDlS4iZPzo0OkP9powRp3Qj0xs9c9lt58sZW6jfeyn0a/muFD7dWPO08ZzlspF35onmR7tQabhvrsLfavOEsC/IfwBAHAzfFxi2FHMynBMZKwJnT4pdMYkzfDB9o9SkdF4vrzX+DFkLuTcRozG3HwySBGdnSH3p1rHzPpG+COTX8tmS7EtqXfdKoQ/AOVA+AMAsGHWN7d+XNK8eRtnPR+1XEfotEkhE8aoukdseNTtU6XW9lPLd3X818Wq6Ei5r5AoNxdmWnJzZ2dU9orwp31vkkIAP4bwBwDQxVRVbdj5WcvmbWZ9E+uh0GmWJt2Q8aM1w1K8X7DrQyZTnedi3soLnTHJJ4IURnsAKBbCHwBA11K81KQqzPvJzKedO1v2vFX/3Kq2fUe6JsxbnaX8IGW8UH5jzlKM9gBQJoQ/AAhot0+WthRtb9t3mLD9LtQ+9lNd5hJnl+L1EMvgidx8MvypE+LjDmxTfv85yww1K/MIs88UGCCgIPwBQIBq23ekefM21ngOlS4iPGO+dt4shcQ+ivF8+Y30roo0n1jnjR7tYZmb+u08hD8ARUH4A4CAY/i4pCm/kDWeQ50Qr31sVvjiBaoondwF5FA7dYHp2nXCR9Z5o0d7+Nb0NAABAuEPAAKFWd/cUrTdsLPYPvbpVjyt8ETlW+u81dw/29ygJzDaA0CREP4AwP/xDeMNGZcakbEgdMZkQvHhxIfWeSOvdu3UJ6hG6vhTxarevjE3DUDgQPgDAH/GP4x3Uvji+ZZKKR/hQ+u8te37qn75KrKoGO0BoEwIfwAgvba9R4znLSuSaYalWOZJkQ4Z5joqa5j3dOqbqWMx3T55mrrRfqqM9ZCihvE65cacJcZzFwnFr/NGpu2mgkLrkiSjrEuSIPwBKAvCHwBIicxh9c/nmK5ep+9RJ8THvJ3ncHEzKtVRSc6sb6LynH10c5kyh/E6xVfWecNoDwCFQ/gDAMmQAe7H9KWdDXr1fcPCHp1B3tP6z72mb84HReni9m+jRtFas11zh/X/VM4zVdWQ/3muVGT6jMiYHzZ3tjKH8YrnK+u80QOTYzbkhs6cjPAHoDQIfwAgGWvV1DbNzAdiX/uTShtG3mNubav73R+Mnx0jE5i0CU+liwgelsy6s9d4dh8+S7vz9EnKH88hUs19s82NllG0il3nzdI3cdxsamE3n5iSECAAIfwBgARunyylhlaYKqtjtv8tNPVe+qG2M2fr5z9LiPuqCRmXSnRnODK3BUVGUPeTt1XdtwOZ8td5u32qzFo9abaMSv66GAu7ASgQwh8AOM14vtxUWUP+33qj2nihgvlon083hwzuqZNrL//fm48sZoY/dUI8+Z8qUkdFumDr/8nbcp+WD1D+Om8Y7QGgfAh/AOCAcNSzF130hjZtPP1n055Pm/7PupB7h+le/k1wUj91Qj+5T8iHMafQU2ajav3ynLa9h7vqJnOyFDsqBSCQIfwBAAfDzuL2k6UdldXix9tqhiYTKpXx3EVV0h0x77xGVf4Zjp/Sr37VfLXWuijZI37T905G9HCKqFUrwhcvUFrLb88ydGuztfMUvWgKQMBC+AMAG7dPljaszGMtgGaParrtNX6MZliKOjGebrS9+dQKyzQftrSPzYp+dRVygCQUvs7b9aGTqdEelpmohw9B3AdQIIQ/AOhiqqpuzC2wtNnZoaMemfPUCf16jR8tsJ+mgk3NW7Z1NlgWUguK0kUsfByTvUnIsn7Gc9nKXOeNHu1B3u5/4TBGewAoE8IfAFiQia1l84dmfTN9T+j0SaEzJjmMenyoXWGIruSY67zFbsm3rFCnmFxtGY+Sl0+YMdoDQNEQ/gACnX07rzohPnrdKh9a9zbQKHadt4bstYYdxRjtAaBwCH8Agcu+nde6BtoCXebTyskTYI+eTkUzNLnv7kLlVLDRqTQqe0X404objAIAFIQ/gEBk1je3FG0jMwRz+r3Q6ZOiclb47tK3gUOx67zRoz1it6y3tkcj/AEoEcIfQMBp23ukMS8f7bw+TYHrvGG0B4CvQPgDCCCmqupbr+Qxp2JR6SJ0K54OX/yEcgYNgBj0Om/ax34a/WqOEsKf4eOShpV5hFlxjdFA+6SmtlSvHxAW9vP4uBiNRu7igGwQ/gACgqWdd/O2pg2FBOMTr507K3JVpipKJ3fpwGkKXOeNLA9Zqq48um6VEooElDN6ff6lK7urq291dNB3Phoflx4XNyU2dqA2TP5/OoB3IfwB+D/DzuKmgkJTZQ19j2ZocmROJtp5fZcC13m7uTDTUqnc2YnRHgpxxdCaf/ny7uqay62tAr/0IyMjFyX2nxMfP0irxWsWIBD+APyZ8Xx5Y26+XTvvEstvM/g4pa3zhtEeCkFmvj21NUWV18saG+1/4CfHxhypq+f84SdT4EOxMYsSE0ZHReHF828IfwD+yaxvbirY2LJ5O/NOtPP6E0Wt80b+M+NG+lKqJjL+VLGqt1IGIAeOBqPxk5raXbW1e2pqzXaPdlfv9RtkbeS1bFlTu7u29pbRaL8rS6fAuLif9Ikl/4+5Gv0Swh+Av7l9srRt7+HWnSXmpp7lOkLGpUblZGqGD5a7dCAZRa3zZinM8lVk+FNOH8TAQSa5zVVVe6pr7DMfNbYja+DAQeHcTbqH6+rICLi7pvaygaNpOCo4+Gdxcenx8VP6xPTGABE/gvAH4A9MVdVte49YYt++I6yHyGQQmbNCO+8RucsIElPUOm/0vNOWasi38xD+vIDMbUWV11nDOChkaFuYmJCRlCi+AfeMXr/HmgLLGvWcseBRMgXG3TEnPi4mJETuUwd3IfwB+Cryt7/dkvYOk5nPVFXDuU14xnzdiqWqKCyw65+Us84bPdpD9pL4PTKlbams4hzGYamoi49Pj48jI5rL6dvaZbB2d23NwZtCXQNTIyNHRUWS/3fqlW4wGjdcvqILVj8/cKAabxL5IPwB+Bgy6rVbG3aNFyr4tgkZl9pr/BjtvFnqhH5ylxc8SDnrvNGTTmO0h+e8X1m1/tJlzmEc1LwtcySdvc/SibDW0jWQzIJm/qQwOTbmzjBtapQu1RIKY4MEdzjzxKnT1vI/lZCwMXVkMN4nMkH4A/ABdKsuGfuYPfmY1AnxodMnkZkvZPxoVSSq+gKCQtZ5U+C8M36GjH1/vFh+2WBg/WBTwzgyEhM93RRLpcDdNdwDRFhFGhUZOVAbNiU2hrxB9xSkk99ojabUaET+kxfCH4BCUa26t0+ebtt3hK9VV6WLIKNer/GjQ2dMQiVfYFLCOm/0aA/L0JOvi7Gwm4Q4Y9+AsLBFiQlk5uMbxuE5h+vqDtbVl+n1VwytZ/R6hwGCLOqoqMih4RG7amoqWlrI5Lf9gfHXm5unlp4xdnYi/8kF4Q9Acdr2Hmne/GH7qTK+DTRDk0NnTKZin9yFBZkpYZ03uvU55P5RfT4owGgPSXDGPjItZd01UDnz8JFZkAyCZY1NZBB0mAXHWJPfndZugseqq6eeLkP+kwvCH4CCmPXN+tz1lsnb7KgT4i01fNMno1UXmJSwzlv98py2vYcx2kMSDUZjweUr63+4xGpgJUPSfw5O8X5Vn1MsEbBRX2YNgodsp5JmJj8Knf9yUpLJU8P4D29C+ANQCuP58vrnVpkqq+l70KoLDimhvx291kjMhtzQmZMR/lzj07GP0xlr63DOv/99vql5NH/4c2FiGnATwh+AIjTlF1oazrqpE+KjVmWFzpwkd7nAB8i7zhtzukGM9nCN/8U+1tnRQz3sm32ZW3bPKW2dqsav/wnxSe2PpY2Nj8bdIVfeRfgDkJmpqvrWK7ntJ3t6+FkWYcvJQtsuiNSYm99StF2udd5unyqzjji2hL/+Fw5jtAef9ysriyqrnuzfPyMpkU42/h37aKz8Rw/4iNFo6rmGD/t3Cvygsmrpme86OjvvCA7eM2HcfdHR3j9DhD8AObXtPdKwMtes75q9RaWLiF6Xgwo/cIq867xhtIcYZPJbeuZfJusP7n+PvHdxUqK+oyMQYh+Nb6qXqta2PT/WFl2r4py/kE6BD/WJlXAKQxnRyW+M9Tr0lSn/IfwByMN+bEfIuNTer+aoE9G3D5wj7zpvDdl5hh0lZPgLX/R4VE4WofKz0CIBOvk9Gq79tMUyevdn8XFHbtY12C7L5q+xjyY8ybNlZZEfLVMJHrpZZ+Z6+qNxd3RNZO3MpIZn9PoGRrwmj0KvjDI5NmZgmHagNsxrF5xOfm8MSPrVsKEvf/3NxvpbsXLkP4Q/ABnYj+3QrVhiGSYJ4JKbC1dYV1cjLAlsdZY3W37pJeai12Zr583GaA8WOvn9dUDSintHvPP9uReuXDXZ/vL6feyjiVnezbqyyI+7amv31NSauSIKs6scK9s1GDu+EzH7IMtIy2TUwZNiYgZpLVmQOTe1hJjJj3wnkKff2tHx4qmvZcl/CH8A3sYa26EZmhz9ao5meIrc5QIfJuM6b9eHTiZMlpqavrs2aoYP8WalozKRWYTOH3+/Vrm1soq8OlTyo7qvvX32ezr/BU7sc4HDFOhRZBYcaM2Cqd3RUEzvwyuG1iutlsrdw/W3yDJT2ZQZSenkR21P57/ZMTHbJ4zTeOuTi/AH4D32YzvCM+brMpdibAe4yXi+/Eb6Uqrl15vrvAXUaA+6komewY6Z88406lnNuDRm8qPQ+e/kpIljMb+JI1QKPHizbnet4/Xl+EyKjWG9OwVeMk5RwcGjoiKpesHJMTHXWi0tyLe63wMi97Z/9KjJ/furEP4AAgTGdoBH0eu8Ra/L1s71UvMrPcW092scvelwXd3SM/+6ZLe0rkNagjAQxOLoqPXjx0V0tySSv/e/PXlq462GvsHB302d0sfDy/L6GWsKvHmptXUkY8pAkjWTBdN/Rmk0o2w34HOkrq7e2EEm+zJruD9SX2/2cCyi8x+afQH8GefYjpi316qidHIXDfyHLOu80aM9LAddl+N/oz3I2Pen8oqDN+uc/aWkaolaOkzler2+s5POf8zk98kD48eg2k95qApdMgveMnaQWbC+3ehsP8JJMb3JbDfAOpqEjKRUDCXT6j9rf/yVtdsfmf/G3XHHSxjwAeA3TFXVHZU1qsgIzTBLNz7r2I5sU2UNvUFUTqZlJl4ASRk+Lml4Jc/L67zdXJhpHWjSKcv80h7FGfsGhIXRg0NHdg8LiO7+dWfeSTuj1z96/OR1o5HMf6+OHZNzurQQyc8HUZ35DtllQaovIFXvKKa6kR728Ui4tqTF0AdTvQD4utsnSxteyTVVdeU88jc4JPWe1k/30xtgbAd4DnOdN8vYi3uGeOGg9GiP2C3rrVPM+EOY4Yx9k2Nj/pCSPKVPHxfOkM5/1J9xSH6BDZM8A/gPMvlZer53dqqS7tCkjTEeO22+9iNzA4ztAE/z8jpvzFEm/jHa44qh9VffffelbewbGRn51+FDXYt9NDr/IfkBYc1/H9fWZiffLddwH4Q/AGnU/mS+qbJa+9KSyIxfqsJCyXv0/9jW/H/zCZUqSBvW+7XVoTMwtgM8y2adt7fXeroHnqWheWUeYfaH0R5k7PtTecWWa9eY0wvfGRb2+5TkjAFJkpwY1W6Y5N1ZhQE4cYW/1oqvtm795IJq5JLfPjkkjOsec+vV/ds/OPB9o5lQD0h96hdPDI/14Q89gNssVSBzlqgS+8bv38Gsbrmx4mXjZ8dj3n0tdGqa3GUE/0ev80be7v/vw55OY7ZZM89Hwx8V+4quXWP+Fkob+wCUhhX+2uvO7d76wTdXTeTtKGvUU9vdE0a0lu18Y/vZpFlPLRgVfGjjO18S455/Lj0Jg9UhcFFtvr0WPBy7ZjXz/vrX17e9tx0jPMA7bNd583gnPHq0h+75py3r0/hahz/EPghYtuHPXF26efup/jMfH3tt61++jiajXkoD+54hvVpKN+ZubekKfC3Ht6zZc3XKs6seHoCPCgQsKvypxw6N+3/v2df8xb5vXW4VwPO8uc6b7472aDAa/1xekX/pMnPdiKjg4DeGD0Psg0DA0+evbu9br1FRL8zuHvPFHW9sLB3x5B/njlSTD1Qd3fD2nqDZLy6fGCf3yQDIwni+vOF3ucaLPxBms+4v2bo5j1D3G46fash4kfwZjv+mBFP6gXd4bZ035uBib64p4iYy9hVcurz+0mXmQhFk7FsxaGDWoEExIdKv6AqgQBKFv5aHnnl55l2MLxmDwSD3qQF4w+0vj7S+8GfmPer7hmnGjDBdqTR+fpz8MzT3xdBHfyp3MSFQmK5XNz3yNJXJoo7vCtJqPXQg49lzLQtfJA+kSh0cuSlf+R3+Wjs69lZd/+uVq6c7OuifvdTg4BfvHPBwQn9tcLA7OwdQPi3j28BT4Q/A75n1zfXPrWQu1KsZPrij8npn9wJuQdG6iIXzLX2hALzIO+u80VWMyh/tcbiubvO1qt01NcylV1HbB4EMzb4ArrAs1PtKrrmpZ6HeyNWZ5A8tmQiN58vbT5aGjB+tGZaCWf3A+7yzzpvyR3uc0euLrlXurqm93NrKemh1SjJiHwQyF8IfBnxAQLNfqFczNDnmb2vVif3kLhqAhXfWeaPrF2M25IbOnKyc8HfZ0Lqntib/h8uX7DIfaWFi4h9Sku8K91RrOIBPcCH8YaoXCFysBdxIuhVL0LALiuKFdd6Yc8rEHfhQnZQg90lbRnLsqanNv3S5jLHuKm1kZGTmoIHp8XGshXcBApNL4Q+TPENAasovtHRy6qZOiI95ey0W6gUBZBzZXFn5+8EpoyO9OhjW0+u83T5VZlnM0GxW6SLivymWt8PflmuVu2pryUtt/2N2Z1jYCkvmix+kDXNhzwD+Csu7ATjWNZnLhQr6HizUCw6RoWTJme/Ib9i44OB/PjBhTJT38p+n13mjR3uE3D+qzwcFsoQ/Mu3tqqllDeOgkJnv5/FxGUmJqZGRSmmNBlAShD8AB1o2b2vKL2SO7Yh+NQcL9YIwOvmN1Wi+NRq9nP8s67wtzybMnlrnrX55Ttvew7KM9hAYxhEVHPzz+Pj0+Lg58XHIfAACEP4AeFkmc3l2ZfupnslcQqdPIpMfKvxAGJ383rxzwNJhQ184cbKwofEO7+a/60Mme26dN7pZOXpttnaep2aTYbpsaN1SWUnGvstcwzh+Fh+3ODERmQ9AJIQ/AG72k7noMpdgiV5wiJn8nr93RJB1euEsa/6LVqkeT0rs16uX/bMeio3hCy5RGk2q810GrVOxnPbEOm/M0R4eGlBif0mXfvcvs92v1eTYmAxr5sMwDgCnIPwBsHFP5vLOWnUCJnMBG4fr6sgv0EN19eT/y/T6RqPxYnNL9e3bBCP5Uej8F0YQLix/tDAxsTB1pFNtty1F2xtz8z2xzhs92oO83f/CYULt2Q5/5EWefuKUifFTNTIyMiMpYU4chnEAuAjhD8CGYWdxU34hJnPxdYfq6i4bWjmbCCmpkZHRGt4Vve4M0w7sDhZUwiOzXYOxg9znlVYDeeOMXi9cAGnDH+nrSRPHREWJ3954vvxG+lJPzMZCx0ovjPYgr/P04yfrrevwRgUHL0pKxDAOAPch/AFYmPXNrTuLmzdvY8Y+y2Quf1urGYbJXFxRZo1HLrRXOosKZAfr6huMRjIrlDXqG+2Gf8rCvtk3IihocGRkRLBa/E7o03Gh8s9D67w1ZOcZdpSQ4U/yBmUWZvIj/X3kvYsHJCH2AbgP4Q8CnamqunnTttadJXT3Pgomc3EH3e9t46iRGUmJEv5gH6qrazB2kMmSamY9VFcv75mOstYgUjWF5A0q7JJ5dKlEAz7oKxkVHFwxdUpMiBPT6TeszLP0XpB6nbcbc5YYz10kPDzaA8kPwHMQ/iBw3T5Z2rJ5m2UVVFsh41LJ2Ndr/Gi5C+ir6LxCcTn/UVV6ZMgjb5yx/v8KfzOuPTKW3akNo6seydTo6Fi8O78zLIzMdvTAC2pwhjX28Y4zkGqqlwajse8X+6ixDn8fNXKxM1eSXudN2qmYPTqOmD7r+48c/cHQ1UKO5AcgLYQ/CESGncUtm7YxJ22maOfO0mUuwcAOdzDHupK/1i9cucpX/0dV3ZE3DnbX3lH5TEyPOpao4ODUqEgqjU2JjWH22FPCpXBzkr8lZd9tqazstMbNbyZNVIkOW55Y580Loz3I5DfjxKnSxkbqx+kvw4dm3XUXFpECkBDCHwQQs765ZfM2MvkxO/YR1r592rmzwxcvQCOvm+xnOXnrX2ezrPlvYkzvYGtqcbYCzx7V0vpQbOxAa4WccA2cvPbU1Jbq9T+Pj3NnebfDdXXTTpyiKv/KfzLlrnCt+OfSTbRSrfNmqU1cmUeYpR9ETGElP0tPx1H3is+7ACAGwh8EBFNVdVN+IXP2Fgr5Axb+9AJLX3hwm33yo9D5zwVUlR5VkzclNsa1Ge/8QPKBg5esbaArBg38r3uGi49C9DpvIfen9vkg3/2sRu/Q0o9wXY60C8ch+QF4B8If+LnbJ0ub8jcyV+mghE6fFL54ATr2SeJQXd2umtpN1641dZjGajQHp/1EG9wzi0prR8eU/V9+091zn+Wh2BiCMY8xVZlH2E62An+6WE7+Rw37uPnwDPF5iLnOmyRjfq1zR5eS4U+qqkSmpWf+VXTtGpIfgKch/IHfsp+xj7Au1BE6YxI69rmvTK8nM9/Buvo9NbX0nVrrJHZPR0flTxhP5T/W4haz+valZtd7KDZW7jPwJZcNrSlfHnRt2Ac94QshxRANz432YCa/ybEx+yaMVyP5AXgGwh/4G1NVtWFHScvmbaypW9QJ8RGLF4TNnY2OfS4jIwgV+HbX1PDNpRdOEC3d+Y/86c7qnuXk07QJ7vR7g3nffru7urbTuo7tzrFjxTe3Mmd7Jv/xE/v+epdHfjB3Ff91sSpasheUmfxGRkbumzAu1plJbQDAKQh/4FcMO4v1a/JZsS9kXKp23mx07HPZ7prag3V1h+rqBQbhPhQb81Bs7Jz4OPL2I8dO1HR0kPmPzCebkPwksqemlsx/1vZbp4d90HO+EO7lP3q0B/lPqbgD26Qa7fHSufPrf7iE5AfgNQh/4D8aXsllDenQzp0VNnc2Ova5oEyvJzPfIWvm49tmVGQkmfmmdGc+5nOp/EdYZzlB8pNKn8/33rJ2nfz94JT/HJziVJuoJPmvqWBTU0EhuZPQaQ/GvJ0nSfjbcq1y6Xf/olq0kfwAvAPhD/yBqaq6/jfZzHn7dCuWaOfNQsc+Z102tG6prCy6Vsm3Km5UcPCc+Pgp1no+gQEZVP4jv1yQ/CT04vfn8i9d7rROOl0xdYqzgyGY+U8zNDn2/Xxn223p0R6655+2LHjtdp88ZvIj31p7Hxg/JioKHf0APA3hD3xe294jDa/k0k29WJDXBWTm211bs+VaVRlPw+7P4+OowCd+ppUGax2VYmfg80XMYR8fjR2b3i/O2ZxEV90RLuU/euyIJKM9kPwA5ILwB76tcc16y6xj3UKnT4p+NQdDOkQi89numtr8S5c5Mx/VqpseH4eRucox/cTJgzfrOqmZUFJHutDsSi/4SziZ/5jrhbg/2oM5czWSH4CXIfyBrzLrm+ufXcmcwC8qJ9My8Rg4QmW+XbW1zFlaaHeGhc2Jj1uUlIjmWgWy1Jad+c5svX1j5vQYl7rHMfOf+MmfrVMGriLDn/srBZ/R66cdP3mre+rHU5MmIvkBeBPCH/ik2ydLbz2bTTf1Wjqw/6MATb0OkZlvc2UlMp/vIoN78oGDVGx6455hWYMGuZaZmPnPslbHqzkO23DpJuOQ+0f1+aDA5fDHSn5/H3nv4gFJSH4A3oTwB76nKb/Q8iPULWRcaszf1qGpV4Clnq+mlnNyPmoAR3p8HGvELijW0rLviiorO63t8t9MmujaGhhmfXPdwkxq2V9CXP5zZ7THS+fO/2AwbBx579W2tulIfgByQ/gDX2Lf1KtbscTyOwRcyvT6/B8u70Lm8y/ky3r/kaNUb7mvrQ2mru3H2fxXO3WB6dp18kbMhtzQmZPFhz96Aud7dDryOd83NVG/Okh+AHJB+AOfYTxfXv9sNr1cm0oX0ftvazGHH+1QXR35/4PWafnI25cNrVe4pmv5eXxcepwl82Ecru+678jR0sZGwo1hHxRW/hNYrpfcsub+2dRoj7gDH6qTEkQegkp+ozUacqenjUb692a1dapCaSaJBgAnIfyBb2jZvK0xN5/+UzM0OeadtYE5jR8r5Fn/X+/wWch8/iT/0qUXvz/faa3BrZg6xbVhHxQy1f04dQG9+G/0umzLWjh2+e/2qTIyJjo72oNOfjseGK8KCnr8+Mlv2tvJYj+R0P+D1FGuNVgDgPsQ/kDpyB+nhldy2/Ydoe8Jz5gftTpL7nJ5XJle32g0OhvyWEZFRmYkJcyJixeYkBl8ToPR2PeLfVTL799HjVyclOhOjDKeL69bmCWc/1wY7cFMfgOso4gqm5qo/HdvZOT+CePcyawA4A6EP1A08mep4Xe59NIdKl1E9Ks5oTMmyV0uTyF/1IssC2xUCayiK4CMetGaYOv/NamRkeQNZD5/RQ/7mBwbs3/CeDdr0Vj5L2ZDXujMScz8V788p23vYTL8hS963PJPL0eHo5brZSY/Cp3/ctDsCyAfhD9QLsPOYv2afHo+F83Q5OjXcvxyPhfhiffs3RkWRqa6O8O05P8HMm7LfR7gPeRbZd6335qt39/lP5lyV7jWzR0y85/94r835iyhugZGr83WzpvtMPz9+WL5ny6Wmwni4OhRDyYk0Fsj/AEoAcIfKJFZ36zPXW+Zh6ybdu6syJws/5vPhZqEZUtlJeejCHkgIPnAwUsGA3ljxaCB/3XPcPc70Fmncc4mrImSlf+uD5lMjfbou2sjMxQKoAf50vkPzb4ACoHwB4pjqqqu/002s6k3cnWmpROSj6CaboW72R2qq9t8rUpg4r3FSQlYVA2E/clau0YN+7j58AxJxk8YPi5peCWPmvyZzn/0aA/yzv7/Pix+emdm/hsUGYnkB6AQCH+gLG17jzS8kks39aoT4mP+ttaHmnrJ5Dft+MkyvT4uOPjTtAms1TLI+4uuVe6uqeWchGVRYiIm3gPxLhtaU748SA37+Gjs2PR+cZKMnmXmP/ID2HdXYevuzy1j7V1a22PUoSPUxH5jNJpSoxHJD0AJEP5AKexH9YZOnxT9ao4PNfXSyY/6k85/5I/07tqa9T9cxsR7IK153367u7qW/BL/WXzczrFjVRLNndJStJ1Ke4S1r606sV/b/q/IPy0TQa/LIZw5TMqBgz9Y26ZJI5H8AJQB4Q8UgTW2gxSVk2mZb9Z30MlvrEbz/rj7/vL9ucKGxhiVqk9Y2MWWFvvtqUlYMhITkfnAZVuuVS49853ZeluSYR805uK/NIFZoDmR/+wZ/OVBk3Unv75zQN6QITEheLcDyA/hD2Rmqqq+9btc5optPtfUS9gmvx1pE5J0utaOjswTJ8n8R/4aGxhb3hkWlnXXQEy8B1Lp8/leaqncN+4ZljVokITzJtvnv9gt63tNGCM+/OVfuvTSuQvmzk7ybV8+dYoaszoDKAPCH8ipKb+wZfM2ZoWfbsWS8MULfKiplzL28FfM5Efdycx/fcPC5sTHZSQlptr2AgRw04vfn8u/dLnT+u+KiqlTpF02oyE7z7CjJ/85NdqDsLRKn95dXdNJLUM36l4s6QGgEAh/IA/W7M2kkHGpUauzfKvCj+rMt7vmR2oFjm3Dhsy7+27mBl9cuTr7X2fJz1jHo7PxuweewBz2sW/CuCl9+kj7TqNn+NMMTe67u9Cp8Nf387311lrJj8aOSe8Xj48AgEIg/IG3mfXNTfkbW4q20/eodBG6zCW+0sOvwWg8VFe/q6aWDHz2AzgOjUl9sH9/6vbR69cfOl3WaR3GW5g6Er984CH3HTla2thIUBVsqSOlnTnZ8oEtKCTzX1ROpmb4YPFPPFxXN+3EKSqV/jhzeizGeQAoBsIfeNXtk6UNr+Saqmroe0KnT4panalO6Cd30Rwo0+t319SS/zlceI3Kf0h+4DXMYR83Zk5XyHBaaoU3qRagAwAJIfyBl9jP5KL8hXovG1oP1dXtqq09dLPOfjZmyp1hYQ/FxqbHxz0UG/Pb789Ta3Wsv3NA1pWrBJIfeEWD0Zh84CA17OPvo0YuTkpUwlvufmt9JPkDsxoruQEoDMIfeEPL5m1N+YXMgR3hGfN1mUuVObBjd03twbo6vqmYCeuCCg/1iZ0SG2M/aHdJ2XdF3Wu1IfmB1yy1vvE6rVMIfTNpouzVbMxJXk5NmjgmKgofBADlQPgDz+KcySX61Zxe40fLXTQ2gSXXKOTP6pz4ODLzCS+89tvvz9Xo9fGRkf91z3C5zwkCBbOD3dfWsCVveSwt0d/9iywP+S+lGw/PwCQvAIqC8AfSMOub2/YdNp4r72xq1gxLCZ0xSZ3Qrym/sKmgkLmZbsUSXeYSuQtr47Khdf2lS3z1fMxWXczGDEqWfODgJetaGp4Y9uEselVfTPICoEAIfyAB4/ny+uWrTNeq6XuCdOGqiHBT9Y/0PUqbyaXBaCyqrCy6VsU5gOPn1ho+TMUMPiT/0qUXvz/fae2WcPPhGfLmLXqSl7+PvHfxgCREPwBFQfgDd5n1zbVT53c2NqnvG6b9RTp5T/vXpbc//IzeQGkzueyuqd1cWbmnptb+oVGRkVmDBmKZXfBF5L9n+n6xj2r5lXfYB/kPqvuPHDVhkhcApUL4A3e1bN7WmJtPJr++hQWqsFDqzoZ3Cg1vWBp8lTOTS5lev/6Hy5xd+u60Lr+RNWgQ6vnAp8379tvd1bWyz67y54vlf7pYbiaIkdbRJ+jwB6A0CH/grvpns9v2HYn625rw6VPoO031t2rH/4y80b/8K3mLd9nQam3erbTv0hcVHDwnPn5xUoLwAA4AX7GnppbMf2brl3r5T6bcFa6VpRj0JC8rBg386/Bh6PAHoDQIf+AW4/nyuiUvmW/Wx3z0TuioEfT95ta2mpHTCfnCX4PRuLumdv2ly3xd+tLjLCvtynTZADyFHvbxe+vset6PXeRH744v9pk8ttwcALgP4Q9cQY3tbdm0jV6cV/vSkujf9AzjNRw/1bDoRctioJ9s9mbBLhtaybQn0KUvIykhIzERXfrAX/3J2uTaae3MUDF1ivdr3ay1j6cxyQuAkiH8gXNMVdXNm7a17ixhzthM0f0lO3zmNFVYKJn89DnrzNd+9MLELlTaK9PrD9XVlTXqOafoQ5c+CBzkJyLly4PUsI+Pxo5J7xfv5fBFT/Lys/i4nWPHoM0XQIEQ/kCstr1Hmjd/yJyumaJOiO+Vdp9h+z9Z93uo2k9M2qOgSx8EpuknTh78/+3dC3QU5d3H8SEkMQmQKEGD5SaXoARMUBRtKBIV8CWtNYW+WCsq4im8thapHntR37fHVo/H1gvQ1lepULHtEbHlFbCgohBEUFA0QAhKUrkkQFACJEAi5vbO7iS7c937Zp7Z+X4Oh7PZnZ19nv/Mzv72mcseq7MrfuWuL/3cu9+Zi7wAwiL8IYjWQ0ca/7m2ccWa1kO1uocypk5Jn1qs/FaHHA3laZSf7pXjYMbU4liN+YWe9hSD0tMLsjJLcnK4YgvcyfPrGjt2tnlvfzl5Yu8uvNKK+iIve68tGmrTGScAAiP8wdLZrZ80rVjTuGKt7n4l2/WYOT1Ov8x7srlZ/ggprTvuCXzH6kJMe6MzM4uyexdkZhL4gD5vrjvhvcbyUyNH3Dt4cJcNvy3ct+/+ik/b2tvld2XldUUc8AeIifAHvbaG03LmO/3icuNQX+rY0T1n3pw2aXzMX3R/Y9PGujo58Mn/m/7MmlpWcvLorMwJ2dly4JPTHkfyATr37a5YuG9/15/2MW37xyuP1HKRF0BwhD/4tR46cmrhkq/WbdKdzJHUq2f61Ck975we9FrNcnSTY1yIl1A52dy8se54aV2d1e/q+pD2gLCUeXe/tnX59VZS/7W21b5zTQCEiPAHj7NbPzm1cLHxZI6US4b1uHN6xtTiUGaytLpm1o6d8o3b+/f/y+h802l8gU/+3/QKfArSHhClK7xXWpZv3Na//5LR+Unxf0XfRV7k219/ewr7fAFhEf7czjT2JfXqmTZpfI+Z01NG5IY4H1/yU+jyn7JLd2Xt0cCBb0Kf7JKcHDnzkfaAKPlO+5DfWVXXFXXBaR/3V1Qs+Hy/7T8uByAowp97mca+7v369pw5PX1qcVgnc/iS34JBAy/L7n3Nx555Tj7//KvPO3ejd5DP6olK4CvK7q0M8tldEiBxnGxuPv+tt5VxuBcK8mcO6B/vLOa7yMuTeZfMGzKE6AcIi/DnRlaxr9fcWSHu4VVTJ797LvX8wtvmw4eV/GdlQnbvm/rmEPiAuLqrbOfSmpp272/bfDR+XFyH4vY3Ng3fUKoc8Ldt/LjLs7IIf4CwCH/u0rhizamFS3Sn8UYQ+5Srscib+ze+/HL54SOSKvkpjPlvgnd4Txnks7sMgCu8W1d3/QfblMG/D72BLH6v5dnLvHMXF3kBHIHw5xamsS917OiMacVBY9/GurqTzS1l3rR3oKnR9ErLByaM79+rl+/PppaWWza9t/pMY7+0tL9eVkDgA2wxbH3pPu+u2J8OvuiZkXnxS2S+i7x4zi8puJQD/gCREf4Sn1Xs6zX3LuXHOdRCyXmmxqSkrCi8Wsl/cvKb+8HWJSfrc5KT1xRezb5dwC4L9+27b/ee9vif9nH+m+uOey8rzUVeAPER/hKZaexrm1j45aybG4ZcVOo9D0MJeXLgC3AerhXvz2kkX3XueS8fPlTd9JWS/7LT00l+gCDkN3juhlJlz+9/D8/99fDceMQy9f7lLyZPzO7CH5QDEAHCXwJqazh97JX/+/eu8ta6E58OGyTfU3VBn4bU1Mrs3utTI/zpMyXnTcjOlv+X89yg9Az11VhONjdf9/5WOT7K+a+gRwbJDxCH77SP+A3++S7yku89s4QD/gDBEf4SgfLbaGUNDftOnPzsxIm90W15A+c8K778J98m+QHi6ILBvys2bS6rr5df4GHv/LvggtIAokH4c6qwfgzXSEl4SrBTQl7nnREODUre/Hfnjp3dmlv+Z+QIkh8gjrgO/slv/AveepuLvAAOQvhzkrKGho7Ad6wulPMwrs3IaEtP0yU8TrwF3Caug3++i7zIyfLLGyaxzxcQH+FPdL7hvcAn3uZ/3XzDkdqCg4cG1NSee+VlI/6zpHu/C+1uOwBRxG/w764du5ZWV3ORF8BBCH/CUa6frAS+AD+MJpt0+sz4w7Wj9lfn7vn3ufuPplwyLGNacdqk8cQ+ADrxG/zzXeTlhfxLZw4cQPQDxEf4E4K8XfYGPk/aC3zJlR8cPzG25shFtV8ogU/y/j5HxtTijGlTyHwAAojH4J+8vbpi02YlU+69tmhojwy7ewkgOMJfbKysPVrW0DA6M/OmvjkhPkU5P7dUTnv1DYHP2Jhz5OjFX9bl7aseuvOztOOnlTvlzJc2cXzGtOKUEbl29x6AA8Rj8O83eyvlf8pFXrbH+eeDAcQK4S8GllbXzNqxU7m9pCD/jgH9TSfzDe/t8Jy3cTzwPH90pvGKis8uqTowZFuF+v6kXj3TJo3vMXM6mQ9AuHyDf4PS06uuK4o+q038YGvpsbp278/HPZ2Xl0T2A5yA8BctX/K7sUfG6jOe39BU5z/f+blBh/eykpNv7969sOZwv80fDd64XfeokvnSJl4j/293jwE4lXrw74WC/JkD+keT1tQXeXn76rFFffqQ/QBHIPxFxZf8FgwaeM+lo/64q/zeAwflP7/bN6e+uTno8N61GRnF7e2XHD6aW7a7x6oNptNkTJ1C5gMQKzEc/FtVe3Ta9o+5yAvgOIS/yOmSn3KnL/+ZkjeRt6amjj5RP+rf+wctW9t26rTVlGkTxytDfUmZPe3uKIDEEcPBP99FXm7sm7NizOUc8Ac4hTb8NVW9t2zZ6k+T8mf97NaL01X3nJLTSM7Y6bd+b2SO54d72poOvvPq39bvrm+Tug8cPeMHN+dlu+33fOQN6ND1nrE6dfJT6PLf5LS0G1pbh39RN3TTtl4btgWeLZkPQLzFavAvd33p542eY12ezBsxb8hgoh/gFL7w93Vdxcplf/voYKt8O6sz/NVX/uNPL+wdOHFGybfa1y957v0TRXc/eMPApKayFU+9Wj5gyozpBckbFz+3QRp7z49LBsT+x8KFVdbQ8Id9+1+srpGsw9+gbt1e/mjnoJUbAgzvSd6TdlNG5J5z1WXJ3v/t7hmAxBeTwT95JsM3lLZykRfAgTrDX9uRT158dds3Jn9/TPWyJz88Vwl/Z95/6dFVB5XAJ9WVLV34cu24OQ9MzNmx+LFlZzoCn2aaBCdv7FYerV1afUi5FN+VZ89+eM45ktlu34KW1j8vXX5h+T7T+aSOHe0NfJen5A3j4nwAul70g38L9+27v2JPW7tnDpXXFXHAH+AghmP+6tb96Xcd4a/1s7//esmBER2jgC3H33v2idVpE3/+w0GlTy/+ZNStj0zN7y4/4dDmPz67qlvxfT8ZF+oF7hxoaXXNa0ePrqo9qr7zv44cnbxrz9TJRZL2hI+CtrY//+UVdfLr3q/vOVddJge+VO//dvcGgNtFP/g3bfvHK4/UcpEXwInCDX9t37znzrxtC/Th78yEOQ9MHpJYQ39tDad3fPbZqrq6Zc3New1faiedPnP3lg+vXLtlx9wZ3xk8UOq81MuYlJTFn+zKXrwi5ZJhaZOuUQIfB/ABEE2Ug3+p/1qr7PP9x5jLSy7sS/YDHCRe4a+0tNTuroUh5dTplIZTKfWnUk7Wn3OotiGp+3sXXrB2yKB1PXvopsz/uvn7+w/+x6ZtvoG9pAEXVC15ZkL5bvm2nPzk7WDq9B+1VX9x8PH7vurT2+6eAYC5hvb2aWea2ry3n0lLzU9ODv25VS2td391Vnnu6z3S09nnCwjvmmuuSUrqCGru2u3beuhIS02t/H+r9/+WmiOth+QbtcqjX/XuubVo7OsjL17W+zzjcx84UH19WcXIUs/ll1PHjk7K7JUyIvfMX//ZdrI+5YZvHvzZ3a8cO/bj7D495v9v85vvp1wy7PzVL9rdXQAIJOLBv/srKhZ8vl9+4jXZvd+5+iou8gI4S6Dw59wTPpr3VLY1nG7x/u+9fUod8nROXpRTOWLo+xcP/f2gAcZHv9/YdPsXx648J6Nndnb3fhfKgU+9D1ee+bHb5rbXn9LUNKtXn78u5Ng+AILTHPmXnz9zYKhH/l2xaXNZfX07F3kBnClg+HPOpV5aDx2pf3ShHPJa9lQFvrSKz+6iMRWDB5ju25WNTU6+pX//7w4ZfFFGetCXPrVwSdM778kRUI596dd/q9fcWZzDC8ARIhj8U1/k5cPx4y7LyiL8Ac4SOPw56SLPh3O/FXSaI6MG7x11cdnwoU+el2U6QVZy8k19+9475KLRmZl2dwgA4i6Cwb+Xqmvu2rlLfgoXeQEcKnF+3k0X/pJ69UweMSwps1fL5XmfXtB7XVavN8+e3d7cbPpceRM2ITu7pG/OTX3FP3ARAGIp3ME/30Vebuvff0nBpRzwBzhO4oS/xhVr2htOJ3uPyUsZkVvW0LCy9ujGurqNdcetnjIhu7ec9uTYxzgfANcKd/Dv/DfXHfd+kX4h/9KZAwcQ/QDHSZzwJzvZ3CwHvtK64ytra+tbWkynkb/ayoGvKDubQT4AUNy1Y+fS6pAG/96tq7v+g21KUvxi8sTsVBf9sCeQMBIk/JU1NMwq26n86ppRVnLyhD7ZRdm9b8rpG/QEDgBwG3WkCzz495u9lfI/ebr8zMzt48exzxdwogQJf/sbm4au36C7syAzc0J27xLvjl27GwgAQpv4wdbSY3VBB/98F3n57+G5vx6eS/QDnChBwp9syDsbDjQ1KafrFmX3lgMfg3wAEKJQBv9ONjdf8NbbXOQFcLrECX9Lq2sKsjI5dQMAIhN08M93kRf5a/aXN0ziIi+AQyVO+AMARCPo4N9dO3Ytra6WH76xb86KMZdzwB/gUIQ/AECHwIN/XOQFSAyEPwBAhwCDfzsaGq7YtFl5aO+1RUN7ZNjdWAARIvwBAPysBv8W7tt3/+49bVzkBXA+wh8AwE87+OffvesLhT8dfNHTeXlJZD/AsQh/AAAN4+Cf+iIvb189tqhPH7If4FyEPwCAhnHwb3Xt0WnbP1bu+frbU7jIC+BohD8AgJ5u8O+Bij0L9u3nIi9AYiD8AQD0dIN/j1ZW7W9qkm8/OXLEvMGDiX6AoxH+AAAm1IN/B7zJT1Z5bdEQLvICOBzhDwBgQj34p7D62TcAzkL4AwCY8w3+KW7r339JwaWEP8DpCH8AAHO6wb9/jLm85MK+RD/A6Qh/AABL6sG/LyZPzE5NtbtFAKJF+AMAWHq3rm7qRx+faG72/LDHyLwku9sDIHqEPwBAICebm1+qqfkpV3gBEgXhDwAAwEUIfwAAAC5C+AMAAHARwh8AAICLEP4AAABchPAHAADgIoQ/AAAAFyH8AQAAuAjhDwAAwEUIfwAAAC5C+AMAAHARwh8AAICLEP4AAABchPAHAADgIoQ/AAAAFyH8AQAAuAjhDwAAwEUIfwAAAC5C+AMAAHARwh8AAICLEP4AAABchPAHAADgIoQ/AAAAFyH8AQAAuAjhDwAAwEUIfwAAAC5C+AMAAHARwh8AAICLEP4AAABchPAHAADgIoQ/AAAAFyH8AQAAuAjhDwAAwEUIfwAAAC5C+AMAAHARwh8AAICLEP4AAABchPAHAADgIoQ/AAAAFyH8AQAAuAjhDwAAwEUIfwAAAC5C+AMAAHARwh8AAICLEP4AAABchPAHAADgIoQ/AAAAFyH8AQAAuAjhDwAAwEUIfwAAAC5C+AMAAHARwh8AAICLEP4AAABcJFj4a6p6b9my1Z+ekqTuPfKKZ0wvHJKeJEltTQffefVv63fXt0ndB46e8YOb87KT7O4JAAAAggoY/tpqNj/3/KqTI0vmTLtK2vb351+v6H/zg7eP7tVUtuKpV8sHTJkxvSB54+LnNkhj7/lxyYBUu/sCAACAIAKGv7p1f/rdxrM3zr3vWxdI0lc1byz8w7vfKHnolvy9Sx5bdqYj8J15/6VHVx0suvvBGwYy+AcAACC40MNfy/H3nn1iddrEn/9wUOnTiz8ZdesjU/O7yxMd2vzHZ1d1K77vJ+Ny7O4MAAAAAgu827fqrd8t3pD1nblzxuUc/2j1yyu31AwwD39nJsx5YPIQ1dBfY2Oj3V0DAACAR0ZGhu924BM+2poOvL7k+c0HW+XbWf36tRyqHVLy0Pey33gqaPgDAACAgEK+1Iv35I/Xe0578PbcI/98it2+AAAAThRi+Dt18I3Fz21oHjnr7lsvzjjzyWJO+AAAAHCioOGvreng1nffeWf9pylDvnPLjPEDe8j3CXmpl1/84hdPPPGEmxtAG8Rpg+0NkP3yl798/PHHu3Xr5toGCNIM2xsgSBt+9atfPfbYY0lJdo4S2N4G2xsge/DBB3/72992797dtQ2QPfTQQ4888khycrJr2xDsmL/PXnlmycHsCdd8c+wV+X1S/PeLd5Fn2z9ubW8AbRCnDbY3QBLg8972BgjSDNsbIEgbRMg9trfB9gZIAmQv2xsg2R28RGhD4vy8m+0ft7Y3gDaI0wbbGyAJ8HlvewMEaYbtDRCkDSLkHtvbYHsDJAGyl+0NkOwOXiK0gfCXOA2gDeK0wfYGSAJ83tveAEGaYXsDBGmDCLnH9jbY3gBJgOxlewMku4OXCG0g/CVOA2iDOG2wvQGSAJ/3tjdAkGbY3gBB2iBC7rG9DbY3QBIge9neAMnu4CVCGwh/idMA2iBOG2xvgCTA573tDRCkGbY3QJA2iJB7bG+D7Q2QBMhetjdAsjt4idAGwl/iNIA2iNMG2xsgCfB5b3sDBGmG7Q0QpA0i5B7b22B7AyQBspftDZDsDl4itCFxwh8AAACCIvwBAAC4COEPAADARQh/AAAALkL4AwAAcBHCHwAAgIsQ/gAAAFyE8AcAAOAihD8AAAAXIfwBAAC4COEPAADARQh/AAAALkL4AwAAcJFECH9r53QrXjR7TfvzUzx/VS0Ylztvi2GiwvmVm+8dFsNXVb9Ox8y76qXt7bhgRbC/IAIUgTVBiIJQBIELYls1BCgCawJFMHJ6+PMuUM8N30LVPiYZ744JeZndIS1Vlo/ndcq1CyueL21vx4UqgggFsb0IrAmCFIQiCFsQG6thexFYEyiCOWeHv44SPlyRa1a2Lqum8YXi/dKCdNzeIghYENYEW4ogYEEogjgFEacabB8ogl1FMHJ2+OtgUbYuqqZ34HaU9nW66KXt7bggRRCnIKwJ9hZBnIJQBAELYns12D5QBNuLoEL4i5RqZ71xKNkta7MIRbC9ICIUgTVBhIJQBJELYlc1RCgCawJFMCD8xeblF2kXplvWZhGKIFBBWBNsLYJABaEI4hXE/mqwfaAIdhdBhfAXlwa4b222rwhCFYQ1wcYiCFUQiiBaQUSoBtsHimBvEVQIf3FpAGuzPc2wvSCsCTYWQaiCUATRCiJCNdg+UAR7i6BC+IuI+qxts6M3XbE2C1IEewsiSBFYE2wvCEUQvCB2HQYqQhFYEyiCgbPDn+/qPZ0010aMazU1L204erMrzl23qePiFEGQgrAm2F4EQQpCEcQsiL3VYPtAEUQogpGzwx8AAADCQvgDAABwEcIfAACAixD+AAAAXITwBwAA4CKEPwAAABch/AEAALgI4Q8AAMBFCH8AAAAu4vDw5/2VlC3Kbc0lsy0fkDoutK25U3cFcM31v4UVo77rn+GMzsetIOppOwlakpitAOrVf3bX/gCZE2oi6OKPXREiKprDxKwmHuZbUWHFqu+OXh3iUQTHbRm0HB3+5PfgayXKYvEuEqlzWXjenOUdf6hvq7bphvDX9T/tLEbfzX5m0IliVxA1z6yWTxfxLR6r/moWv3Z6x4lVTdSTOO7tEW4RIiia48SsJiFtNMQSq74HqIn4YlUE9Q/0Ovw94fDwp+EPcLoPbNWfHYvr4YpcbdZzYPij7/EqiPl8xBZFf7VddEqH41oTXRGcXJNQihDN9E4UeU2kkDYaIoum76Hc7wgUQZGI4U+/TAzLKPgdDhNF353e9ZgXRMU5gz5R9Ff9xdY5HY5rTXR/Ojn3hFGEiKZ3oshrEuguZ4hB351dgNgVwfkby0QJf6olYVgoho236cbfd8yf43bkR9N37+OjZkuLFiXGYQxRF0Q3G0d86EfbX/9hLImw9KOviW6vlnN374RVhAimd6IoauLn0OwTk75LDs89URZBdcyfU3b8W0mM8KdZPtF83jvwcIbo+p4wn3OxKoifUzbwUfdX2ZzNnj+/fJ68VXP6Fi02NVF/HSwsLNwiOTD2hFmEsKd3oqhq4ueUbUM8+p4w0S+qIkiOO+3HKBHCnz6xRLOnT3JYAIq27/p125FbtVgWpJNTtnAxXgEctfLHqyYms3PeeyLcIoRdNAeKtiaaGTmsGLHqu6O3EDFbAcwndxjHhz+T+B30KM5E2dbHou+61ds5nY9XQUzLIqgY9DfhPuNjvkFwYkXCLUIkRXOaGNREMy8nrROx6rujB7tiuQL45+ik1UDH2eHPYvEYrl4R+HBd1WndDlq9Y9N3h1/WIh4F0RdFVLHpr3aRO+6gh7jURD9H0deEKIsQYdEcJUY1Uc/OMeWIVd8d89EYvyKor/Ti7E9LDyeHP5Pr8RaqL99jvEar7mLOnY9pZuSMY95j1nfdvJz63o59QQR/V8ewv84+3SkeNdEc8eewgoRbhPCL5jyxq4n1RkNUseq7FGA+wovTCuDYT0uFk8MfAAAAwkT4AwAAcBHCHwAAgIsQ/gAAAFyE8AcAAOAihD8AAAAXIfwBAAC4COEPAADARQh/AAAALkL4AwAAcBHCHwAAgIsQ/gAAAFyE8AcAAOAihD8AAAAXIfwBAAC4COEPAADARQh/AAAALkL4AwAAcBHCHwAAgIsQ/gAAAFyE8CeWtXO6FUtr2p+fYvLAo3mVm+8dZkOjqhaMy523RZIK59vUADvYWXDnctGq0tlVj9lmb1kAEFYk4c8TUBb5/4xsw+fZdFY8HP4zDc9TfUgrDVN/7qinVuUq9XbbrAvaxwN8kHkmXD5d+3rzRqnmpp8glNqGFP46mqhvubEE0bNsU1jLKeSXKo+88do1M7pP5IjCn67XUXYnrNeKvj0xaHxEq0r8RLqR0XfFpFvqN7Z1r61mYvUM80Cputd3p+mUZhMCgIkIw1/0YyJxCn+Plhdu2TJKs9m0CH/+SOaNDP685P1Tt+WVrD4EdeFOSR+qDW+4tQor/C2XCrdImmQpT/WaNHtReUyHrGIRg7qGuqWGHJ5ovY4g/MW98YINl8Yx/IUS5cINf3Jz75CWequnWntVIdx3U7KYctzeB4LEUQDwiGH4s/wuWvHwGqlYGZFRIpZmYK0zdZl/6TUMPwQLf3lrpi8v9n3ohxT+NI+ZDdUF2pRqpvc0QJotLZI6G2hII/oOeieYP2revEXKnZL6pfzPKJwvT7M8z1AHubCqRWG8z2QowHSJGArb2XBJvahm+ypkGF7Q3FmZ96hu+UqmMx8WqPtW7Qw08qxdM32LTf8qU6x22ZkXvMqi8UF7PUy74oT+BrFYzzqeLE+zVLrD8A7SLxeTd5m6PUFnqH1PaJa49rkdDa4yriqhrfOdbyvfcvXWsiPchFh831vcN+fCQvlrYEgbGfP2BMtqnVumb/8rwJeMcEf+TLYrlfotgj7Nmm2xwt3hAMBtYhX+NOMsqj+UrW2h/4urZBLLJMnwkHqPSnjhT9kcdzw/1PDnezDXdKsZaEBD9RLKZA9X5Ha+ju7z06Q++qFCi0bqBif9L1vymvbTUHOXfyRANS+rJWL9Kavpvek81UupYwJt3KuyDn+Bum/WTv+TjZ+Empb626d7lUDrqlnBAzU+YK8N3QnnDWK1klncZ7pcrN9lwWfom1jSd9MTFC3G0wwLIJR13vfi4RXfYj1cpPtKEnwjY9qeELJaR1gNtIM18vBnvkEK8atpXA83AJAIoj/mzzfKoP488G2kLSOF5gH9Ni1A2Aoh/Cmf9uX6EaeQw5/xgy3gttr3YOdem0pj5y3ro5+z5cez2W5fz8P+sbLOKSrNimfVFKsoZRn+zOZpVp6qkMOfefetnqKL89qG6Vqt3lsmWSUCzSCnacEtWhK81wHCVvA3iKHU+uEly32aqgcCtifIDDsmlr9L6LoZYIe6fmQupHXe/LWDrpYmz9XPObSNjHW0C7Lbt3z2bGnRImm+busTwkyChT9/W43HlWhfxOQIFs8NDvkDEFCMRv4st7qhhz/1CRiS9f6vkMKf76NfPUgRp5E/33Mf2Kv6DOocgfSPCZrXxzr96B6xCn++OUiqzzJ1kf11nb0mFuHPZJ5WQ8HxCH8Bnqz7WqI9itM/odWykKwKbh3+gvTaemmG8AYxW/E159HqXstsWQca+go6Q3/4M89bZif16tN3SOu8yUIJYbU062/Q8Ge6kYkg/GkX7CLDARvBZhI4/KkH7rSbKpMAazrEF+0BrwASXYzCXwxG/kI8MNvs/FrV7iL1/kl5+zp/fvm88I75C+GTyaIgD1fkvlaiGpLyHHzY+drxG/nrnNB/pJ/pvGM18mc6z64e+dMfWRZozTQuPyeO/Jn1RfNMiyMqAoW/ENY485G/AG+MLhv5M+9v0PBnupEJP/yZD7eZfF+NIPzp85whsGuWeXmA78gc9AfAUtyO+TM56M4Q/gIfy9L5DN0GTvulVrNpNB+imm3c4Bpf3H8+r/7sXu3flh8UntOMR2n2MEmqOyzrEyD9qLquOTDMXwbVJ7zqqi9mH5C+8Qnr8KffJ+h/OYvwp5qnxdFvutOgTWYefviTb3RG7NDWTONCC7QsTAseoPGh9jrMN0ilZTjQpnj1qUYmy8XsZHTr2GUxsWTsZigH4Ia+zuvf6KEU33o9tA5pVhuZCEf+FqnPGPGmv9khz8TitumVBXRdVdVCN6V83++HbzY9qJRBQABaMTzbV7XPTXsKYOCT9cxOxPPfa/rtVj1pofZLssm18CzCn2oPkOEru8XuQ8nyK7v6EHXjKweoT4D0o26m+vxHf9/U44qaPKy98KHUcfJqRUnA8Kc5Ykh9yrC2rGbz1J4nq12e6iVpmHkEu30DLJwQw5/VsghQcIvKBOu1cX9ziG+QSpO6dPbZcFU3/2tZLxd9e0Kcof5sX+8jlWbPNV8AIa3zhne1tsgWxTfrr2HOIW1kIjrmz1hBq/d86OFPs2arymtczcynzDXbLhL+AJjgFz7CEcbuacRFsOPfEwKrWWIuVzMsawB2IPyFocp/aVXYw3j4XuId2cRq5p7wx7IGYAvCH5zF5NrFdjcJseaa8AcAtiD8AQAAuAjhDwAAwEUIfwAAAC5C+AMAAHARwh8AAICLEP4AAABchPAHAADgIoQ/AAAAFyH8AQAAuAjhDwAAwEX+HwOrs91axADdAAAAAElFTkSuQmCC)
O desempenho das indústrias de maior intensidade tecnológica foi beneficiado pela recuperação dos setores automotivo (+7,5%) e outros equipamentos de transporte (+6,7%), bem como pela produção de equipamentos elétricos (+4,6%).
Além disso, a fabricação de computadores e eletrônicos reverteram a tendência de queda dos últimos trimestres e cresceu +3,1% no 3º trim/23 em comparação com o trimestre anterior.
Em direção oposta, a produção de máquinas e equipamentos caiu -3,0% pela primeira vez em três anos, refletindo as perdas dos principais produtores do setor, incluindo Alemanha, Japão e EUA.
O resultado de máquinas e equipamentos pode ser um sinal de que a estagnação da manufatura como um todo pode estar começando a atingir a produção de bens de capital. Neste mesmo sentido, cabe também notar a desaceleração de equipamentos elétricos, como ilustra a figura a seguir.
![](data:image/png;base64,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)
O setor automotivo alcançou taxas de crescimento interanuais positivas por cinco trimestres seguidos. No 3º trim/23 a produção desse setor cresceu +2,4% em relação ao trimestre anterior e +7,5% ante o 3º trim/22.
Analisando os dados de produção a nível nacional, os principais produtores de automóveis continuam a registrar crescimento da produção. A transição para carros movidos a eletricidade e outras tecnologias emergentes estão transformando e impulsionando o setor, segundo a UNIDO.
Na comparação interanual, entre os principais produtores de veículos do mundo, de acordo com a UNIDO, a alta no 3º trim/23 foi mais intensa do que a média total em: Estados Unidos (+8,1%), Japão (+12,5%), Reino Unido (+25,9%) e Índia (+10,4%)
Vale observar, ademais, que o desempenho das indústrias por conteúdo tecnológico diferiu entre os grupos de países. As economias industrializadas registaram taxas de crescimento elevadas na produção dos setores de maior intensidade tecnológica, com poucas exceções, mas sofreram perdas de produção nos setores de baixa tecnologia.
Outras economias em industrialização, por sua vez, mostraram melhor desempenho na produção do setor farmacêutico, com dois dígitos expansões desde o início de 2023, atingindo variação de +16,2% no 3º trim/23 frente a igual periodo do ano anterior. A Dinamarca contribuiu significativamente para este resultado, com crescimento de +37,2% na mesma comparação.
Além deste setor, as outras economias em industrialização impulsionaram a fabricação de veículos automotores (+5,7%), outros equipamentos de transporte (+9,3%) e equipamentos elétricos (+9,2%).
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)
Ranking Indústria de
Transformação Mundial
A partir da base de dados da UNIDO, o IEDI elaborou ranking internacional de crescimento da produção da indústria de transformação com 115 países para o acumulado de jan-set/23 e para o 3º trim/23, em particular.
Tal como a UNIDO, foram utilizadas séries com ajuste sazonal, embora usualmente o IBGE calcula as comparações frente ao mesmo período do ano anterior a partir dos dados sem ajuste sazonal. Por esta razão, pode haver pequena alteração em relação aos resultados divulgados pelo IBGE e em outras análises do IEDI.
No 3º trim/23, o desempenho divulgado pela UNIDO com ajuste sazonal para a indústria de transformação do Brasil aponta para uma variação negativa de -0,9% frente ao mesmo período de 2022, isto é, bem abaixo do resultado para o agregado do setor no mundo, que, como vimos, foi de +0,4% nesta comparação. Desde o 3º trim/21 que o resultado industrial do Brasil é inferior ao do agregado mundial.
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)
Nota-se que do 3º trim/22 para o 3º trim/23, o ritmo de produção industrial brasileira involuiu, passando de +1,4% para -0,9%, na esteira da desaceleração econômica geral, como mostraram os dados do PIB nacional. Em contraste, a despeito de também ter perdido ritmo, o resultado do agregado mundial se manteve no positivo, passando de +3,3% para +0,4% no mesmo período.
No 3° trim/23 frente ao mesmo trimestre de 2022, a indústria de transformação do Brasil ficou na 58ª posição no ranking construído pelo IEDI, isto é, ficando bem na mediana da amostra, após vários trimestres na parte inferior. Com esse resultado, ficamos à frente de economias como Alemanha (67ª posição), Coreia do Sul (76ª posição), Itália (81ª posição) e Japão (84ª posição).
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)
Considerado ainda o desempenho trimestral frente ao mesmo período do ano anterior, o Brasil apresentou melhora significativa em relação à posição ocupada no 3º trim/22 (78º), subindo 20 posições nestes últimos doze meses. Em relação ao trimestre anterior (68º no 2º trim/23), também houve melhora significativa, avançando 10 posições.
Tal melhora do Brasil no ranking, contudo, recebeu importante contribuição da desaceleração industrial global e pelo expressivo aumento da parcela de países no vermelho nos últimos doze meses. No 3º trim/22, 23% dos países da amostra tinham registrado recuo de produção manufatureira, parcela que chegou a 57% no 3º trim/23, como mostra a figura a seguir.
![](data:image/png;base64,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)
No acumulado dos primeiros nove meses de 2023 frente a igual período de 2022, o Brasil ficou em uma posição inferior do ranking trimestral: 64ª posição, com recuo de -1,2%. Ficamos em posição superior a outras economias importantes como Japão (-1,4% em jan-set/23, ficando na 67ª posição), Itália (-2,2%, na 69ª posição) e Coréia do Sul (-7,0%, na 103ª posição).
Entre as primeiras posições ficaram Macau, Cabo Verde e Arábia Saudita. A Rússia destacou-se com crescimento da indústria de +6,8%, a despeito dos embargos ocidentais, e ocupou a 10ª posição no ranking. Entre as últimas posições encontram-se, por exemplo, Ucrânia e Vietnã.
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)
Os resultados da produção manufatureira em jan-set/23 para as cinco maiores indústrias mundiais (cerca de 60% do VA mundial da indústria), segundo o ranking de valor adicionado analisado na Carta IEDI n. 1180, foram: +4,3% na China (20ª posição no ranking da produção física), -0,6% nos Estados Unidos (55ª posição), -1,4% no Japão (67ª posição), +0,3% na Alemanha (44ª posição) e +5,0% na Índia (16ª posição).
Fonte: https://www.iedi.org.br/cartas/carta_iedi_n_1246.html
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