<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>VBP &#8211; Pará Terra Boa</title>
	<atom:link href="https://www.paraterraboa.com/tag/vbp/feed/" rel="self" type="application/rss+xml" />
	<link>https://www.paraterraboa.com</link>
	<description>Um site para a gente boa desta terra</description>
	<lastBuildDate>Tue, 16 Nov 2021 21:50:37 +0000</lastBuildDate>
	<language>pt-BR</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	<generator>https://wordpress.org/?v=7.0.2</generator>

<image>
	<url>https://www.paraterraboa.com/wp-content/uploads/2021/05/cropped-512x512px-32x32.png</url>
	<title>VBP &#8211; Pará Terra Boa</title>
	<link>https://www.paraterraboa.com</link>
	<width>32</width>
	<height>32</height>
</image> 
	<item>
		<title>Valor Bruto da Produção de 2021 é estimado em R$ 1,119 trilhão</title>
		<link>https://www.paraterraboa.com/economia/valor-bruto-da-producao-de-2021-e-estimado-em-r-1119-trilhao/</link>
					<comments>https://www.paraterraboa.com/economia/valor-bruto-da-producao-de-2021-e-estimado-em-r-1119-trilhao/#respond</comments>
		
		<dc:creator><![CDATA[Silvana Mascagna]]></dc:creator>
		<pubDate>Tue, 16 Nov 2021 20:34:05 +0000</pubDate>
				<category><![CDATA[ECONOMIA]]></category>
		<category><![CDATA[agricultura]]></category>
		<category><![CDATA[Ministério da Agricultura]]></category>
		<category><![CDATA[pecuária]]></category>
		<category><![CDATA[Valor Bruto da Produção]]></category>
		<category><![CDATA[VBP]]></category>
		<guid isPermaLink="false">https://www.paraterraboa.com/?p=6129</guid>

					<description><![CDATA[<img width="150" height="150" src="https://www.paraterraboa.com/wp-content/uploads/2021/11/lavoura-150x150.jpeg" class="attachment-thumbnail size-thumbnail wp-post-image" alt="" decoding="async" />O Valor Bruto da Produção Agropecuária (VBP) de 2021 está estimado em R$ 1,119 trilhão, 9,9% maior em comparação ao do ano passado (R$ 1,019 trilhão). O valor foi calculado com base nas informações de outubro, segundo informou o Ministério da Agricultura (Mapa), nesta terça-feira, 16/11. Nossa terra boa figura na 10ª posição. De acordo [...]]]></description>
										<content:encoded><![CDATA[<img width="150" height="150" src="https://www.paraterraboa.com/wp-content/uploads/2021/11/lavoura-150x150.jpeg" class="attachment-thumbnail size-thumbnail wp-post-image" alt="" decoding="async" /><p style="text-align: left;" align="center">O Valor Bruto da Produção Agropecuária (VBP) de 2021 está estimado em R$ 1,119 trilhão, 9,9% maior em comparação ao do ano passado (R$ 1,019 trilhão). O valor foi calculado com base nas informações de outubro, segundo informou o Ministério da Agricultura (Mapa), nesta terça-feira, 16/11. Nossa terra boa figura na 10ª posição.</p>
<p>De acordo com levantamento da Secretaria de Política Agrícola do Mapa, as lavouras cresceram 11% e a pecuária, 6,2%. As lavouras representam 68% do valor total e a pecuária, 32%.</p>
<h3 style="text-align: left;" align="center"><b>Agricultura</b></h3>
<p>Neste, os produtos com melhor desempenho são: algodão, arroz, café, cana de açúcar, milho e soja, que juntos somam 87% do VBP das lavouras.</p>
<blockquote><p>“Um grupo de produtos composto por algodão, café, milho, soja e trigo, apresentam neste ano o maior valor do VBP desde 1989, 32 anos”, informa a nota técnica.</p></blockquote>
<p>Já os produtos com queda são: amendoim, banana, batata-inglesa, feijão, laranja e mandioca.</p>
<h3><b>Pecuária</b></h3>
<p>Os setores de carne bovina e frango foram os que mais apresentaram crescimento, em razão dos bons resultados no mercado interno e nas exportações. Até outubro, as vendas externas de carne bovina resultaram em um faturamento de US$ 16,89 bilhões. E a carne de frango, US$ 6,2 bilhões.</p>
<p>Suínos e ovos apresentaram redução do VBP.</p>
<p><img decoding="async" src="data:image/png;base64,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" alt="" /></p>
<h3><b>Estados</b></h3>
<p>Entre os Estados, Mato Grosso, Paraná, São Paulo, Rio Grande do Sul lideram o VBP deste ano. Os cinco Estados respondem 62,6% do VBP geral. <strong>Santa Catarina, Bahia e Pará</strong> também têm bom desempenho.</p>
<p><img decoding="async" class="image-inline" src="https://www.gov.br/agricultura/pt-br/imagens/VBPoutubro2021estados.png/@@images/e782b613-44fb-417e-bc29-bb1fad671199.png" alt="" /></p>
<h3><b>Prognóstico de 2022</b></h3>
<p>Em relação ao prognóstico de 2022, as regiões produtoras devem ter normalidade, clima favorável e preços atrativos. A estimativa é de R$ 1,169 trilhão, 4,4% acima do valor projetado para este ano.</p>
<h3><strong>VBP</strong></h3>
<p><span class="highlightedSearchTerm">O</span> Val<span class="highlightedSearchTerm">o</span>r Brut<span class="highlightedSearchTerm">o</span> da Pr<span class="highlightedSearchTerm">o</span>duçã<span class="highlightedSearchTerm">o</span> Agr<span class="highlightedSearchTerm">o</span>pecuária (<span class="highlightedSearchTerm">VBP</span>) <span class="highlightedSearchTerm">é</span> um indicad<span class="highlightedSearchTerm">o</span>r de desempenh<span class="highlightedSearchTerm">o</span> da agropecuária. <span class="highlightedSearchTerm">É</span> c<span class="highlightedSearchTerm">o</span>nsiderad<span class="highlightedSearchTerm">o</span> tamb<span class="highlightedSearchTerm">é</span>m um indicad<span class="highlightedSearchTerm">o</span>r d<span class="highlightedSearchTerm">o</span> faturament<span class="highlightedSearchTerm">o</span>. C<span class="highlightedSearchTerm">o</span>m atualizações mensais, seu cálcul<span class="highlightedSearchTerm">o</span> <span class="highlightedSearchTerm">é</span> feito para <span class="highlightedSearchTerm">o</span>s Estad<span class="highlightedSearchTerm">o</span>s e regiões, c<span class="highlightedSearchTerm">o</span>m dad<span class="highlightedSearchTerm">o</span>s de 21 pr<span class="highlightedSearchTerm">o</span>dut<span class="highlightedSearchTerm">o</span>s de lav<span class="highlightedSearchTerm">o</span>uras e cinc<span class="highlightedSearchTerm">o</span> atividades da pecuária.</p>
<p><span class="highlightedSearchTerm">O</span> <span class="highlightedSearchTerm">VBP</span> <span class="highlightedSearchTerm">é</span> <span class="highlightedSearchTerm">o</span>btid<span class="highlightedSearchTerm">o</span> pela multiplicaçã<span class="highlightedSearchTerm">o</span> da quantidade pr<span class="highlightedSearchTerm">o</span>duzida pel<span class="highlightedSearchTerm">o</span> preç<span class="highlightedSearchTerm">o</span> recebid<span class="highlightedSearchTerm">o</span> pel<span class="highlightedSearchTerm">o</span> pr<span class="highlightedSearchTerm">o</span>dut<span class="highlightedSearchTerm">o</span>r. C<span class="highlightedSearchTerm">o</span>m<span class="highlightedSearchTerm">o</span> as estimativas de safras divulgadas mensalmente referem-se à previsã<span class="highlightedSearchTerm">o</span> para <span class="highlightedSearchTerm">o</span> an<span class="highlightedSearchTerm">o</span>, a estimativa d<span class="highlightedSearchTerm">o</span> <span class="highlightedSearchTerm">VBP</span> tamb<span class="highlightedSearchTerm">é</span>m <span class="highlightedSearchTerm">é</span> anual. Na pecuária, c<span class="highlightedSearchTerm">o</span>m<span class="highlightedSearchTerm">o</span> as inf<span class="highlightedSearchTerm">o</span>rmações d<span class="highlightedSearchTerm">o</span> IBGE sã<span class="highlightedSearchTerm">o</span> trimestrais, a cada três meses, sã<span class="highlightedSearchTerm">o</span> atualizadas as inf<span class="highlightedSearchTerm">o</span>rmações de quantidades.</p>
<p>A f<span class="highlightedSearchTerm">o</span>nte de dad<span class="highlightedSearchTerm">o</span>s de pr<span class="highlightedSearchTerm">o</span>duçã<span class="highlightedSearchTerm">o</span> <span class="highlightedSearchTerm">é</span> d<span class="highlightedSearchTerm">o</span> Levantament<span class="highlightedSearchTerm">o</span> Sistemátic<span class="highlightedSearchTerm">o</span> da Pr<span class="highlightedSearchTerm">o</span>duçã<span class="highlightedSearchTerm">o</span> Agríc<span class="highlightedSearchTerm">o</span>la (LSPA) d<span class="highlightedSearchTerm">o</span> IBGE.</p>
<p>Para <span class="highlightedSearchTerm">o</span>s pr<span class="highlightedSearchTerm">o</span>dut<span class="highlightedSearchTerm">o</span>s da pecuária, a f<span class="highlightedSearchTerm">o</span>nte tamb<span class="highlightedSearchTerm">é</span>m <span class="highlightedSearchTerm">é</span> <span class="highlightedSearchTerm">o</span> IBGE. <span class="highlightedSearchTerm">O</span>s preç<span class="highlightedSearchTerm">o</span>s sã<span class="highlightedSearchTerm">o</span> da C<span class="highlightedSearchTerm">o</span>nab (C<span class="highlightedSearchTerm">o</span>mpanhia Naci<span class="highlightedSearchTerm">o</span>nal de Abasteciment<span class="highlightedSearchTerm">o</span>) e CEPEA – USP (Centr<span class="highlightedSearchTerm">o</span> de Estud<span class="highlightedSearchTerm">o</span>s Avançad<span class="highlightedSearchTerm">o</span>s em Ec<span class="highlightedSearchTerm">o</span>n<span class="highlightedSearchTerm">o</span>mia Aplicada), órgã<span class="highlightedSearchTerm">o</span> da Universidade de Sã<span class="highlightedSearchTerm">o</span> Paul<span class="highlightedSearchTerm">o</span>. <span class="highlightedSearchTerm">O</span>s val<span class="highlightedSearchTerm">o</span>res reais sã<span class="highlightedSearchTerm">o</span> <span class="highlightedSearchTerm">o</span>btid<span class="highlightedSearchTerm">o</span>s c<span class="highlightedSearchTerm">o</span>m <span class="highlightedSearchTerm">o</span> us<span class="highlightedSearchTerm">o</span> do IGP-DI da Fundaçã<span class="highlightedSearchTerm">o</span> Getúli<span class="highlightedSearchTerm">o</span> Vargas.</p>
<p><em>Fonte: Ministério da Agricultura</em></p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.paraterraboa.com/economia/valor-bruto-da-producao-de-2021-e-estimado-em-r-1119-trilhao/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
	</channel>
</rss>

<!--
Performance optimized by W3 Total Cache. Learn more: https://www.boldgrid.com/w3-total-cache/?utm_source=w3tc&utm_medium=footer_comment&utm_campaign=free_plugin

Page Caching using Disk: Enhanced 

Served from: www.paraterraboa.com @ 2026-08-03 00:24:30 by W3 Total Cache
-->