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	<title>2GetMarketing.com.br &#187; Blogging &amp; Blogs</title>
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		<title>Inbound Marketing: qual plataforma de mídia social é mais efetiva?</title>
		<link>http://2getmarketing.com.br//b2b/inbound-marketing-qual-plataforma-de-midia-social-e-mais-efetiva/</link>
		<comments>http://2getmarketing.com.br//b2b/inbound-marketing-qual-plataforma-de-midia-social-e-mais-efetiva/#comments</comments>
		<pubDate>Mon, 22 Aug 2011 21:00:44 +0000</pubDate>
		<dc:creator>Max Barbosa Ribeiro</dc:creator>
				<category><![CDATA[B2B]]></category>
		<category><![CDATA[Blogging & Blogs]]></category>
		<category><![CDATA[Geração de leads]]></category>
		<category><![CDATA[Mídias Sociais]]></category>
		<category><![CDATA[geração de leads]]></category>
		<category><![CDATA[inbound marketing]]></category>
		<category><![CDATA[mídias sociais]]></category>

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		<description><![CDATA[Embora a escolha das m&#237;dias sociais dependam dos objetivos e t&#225;ticas a serem utilizadas por&#160; cada empresa., veja a seguir no mapa do site MarketingSherpa 2012 Search Marketing Benchmark Report &#8211; SEO Edition&#160; , quais m&#237;dias sociais s&#227;o as mais efetivas para o Inbound Marketing, tanto no B2B, como no B2C e no geral. &#160; [...]]]></description>
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<p><font size="2" face="Verdana">Embora a escolha das m&iacute;dias sociais dependam dos objetivos e t&aacute;ticas a serem utilizadas por&nbsp; cada empresa., veja a seguir no mapa do site <a target="_blank" href="http://www.sherpastore.com/2012SearchMarketingBMRSEO.html">MarketingSherpa 2012 Search Marketing Benchmark Report &ndash; SEO Edition&nbsp; </a>, quais m&iacute;dias sociais s&atilde;o as mais efetivas para o Inbound Marketing, tanto no B2B, como no B2C e no geral.</font></p>
<p>&nbsp;</p>
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" /></p>
</div>
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<br/><a href="http://www.socialmarker.com/?link=http://2getmarketing.com.br/ /b2b/inbound-marketing-qual-plataforma-de-midia-social-e-mais-efetiva/&title=Inbound+Marketing%3A+qual+plataforma+de+m%26%23237%3Bdia+social+%26%23233%3B+mais+efetiva%3F&text=+Embora+a+escolha+das+m%26iacute%3Bdias+sociais+dependam+dos+objetivos+e+t%26aacute%3Bticas+a+serem+utilizadas+por%26nbsp%3B+cada+empresa.%2C+veja+a+seguir+no+mapa+do+site+MarketingSherpa+2012+Search+Marketing...&tags=" target="_blank"><img src= "http://www.socialmarker.com/bookmark.gif" border="0" /></a><noscript><a href="http://www.socialmarker.com" >Social Bookmarking</a></noscript><img src="http://2getmarketing.com.br/?ak_action=api_record_view&id=1416&type=feed" alt="" />]]></content:encoded>
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		</item>
		<item>
		<title>Estágio atual do Inbound Marketing.</title>
		<link>http://2getmarketing.com.br//redes-sociais/inbound-marketing/</link>
		<comments>http://2getmarketing.com.br//redes-sociais/inbound-marketing/#comments</comments>
		<pubDate>Wed, 21 Apr 2010 21:28:35 +0000</pubDate>
		<dc:creator>Max Barbosa Ribeiro</dc:creator>
				<category><![CDATA[Blogging & Blogs]]></category>
		<category><![CDATA[Geração de leads]]></category>
		<category><![CDATA[Mídias Sociais]]></category>
		<category><![CDATA[estratégia de comunicação]]></category>
		<category><![CDATA[estratégia de marketing]]></category>
		<category><![CDATA[geração de leads]]></category>
		<category><![CDATA[inbound marketing]]></category>
		<category><![CDATA[marketing de engajamento]]></category>
		<category><![CDATA[mídias sociais]]></category>

		<guid isPermaLink="false">http://2getmarketing.com.br/?p=962</guid>
		<description><![CDATA[O site HubSpot divulgou um estudo recente a respeito do uso das ferramentas de Inbound Marketing na gera&#231;&#227;o de leads, cujo as informa&#231;&#245;es mais relevantes, apresento a seguir. Para quem quiser se informar melhor, consulte o blog deles em: http://Blog.HubSpot.com Um comparativo de custo de gera&#231;&#227;o de leads entre os modelos de Outbond Marketing e [...]]]></description>
			<content:encoded><![CDATA[<p align="justify" style="font-family: Verdana; text-align: justify;"><font size="2" face="Verdana">O site HubSpot divulgou um estudo recente a respeito do uso das ferramentas de Inbound Marketing na gera&ccedil;&atilde;o de leads, cujo as informa&ccedil;&otilde;es mais relevantes, apresento a seguir.</font></p>
<div align="justify"><font size="2" face="Verdana">Para quem quiser se informar melhor, consulte o blog deles em: http://Blog.HubSpot.com</font></div>
<p align="justify" style="font-family: Verdana; text-align: justify;"><font size="2" face="Verdana">Um comparativo de custo de gera&ccedil;&atilde;o de leads entre os modelos de Outbond Marketing e Inbound Marketing, apontou o modelo de Inbound Marketing como sendo 60% mais barato.</p>
<p>Al&eacute;m de mais baratas, as m&iacute;dias sociais, blogs, SEO e PPC (AdWords) s&atilde;o mais efetivas do que o telemarketing, malas diretas e participa&ccedil;&atilde;o em feiras.</p>
<p>As ferramentas consideradas mais importantes pela ordem foram:</p>
<p>1- M&iacute;dias Sociais.<br />
2- SEO (org&atilde;nica/natural).<br />
3- Blogs.<br />
4- eMail marketing<br />
5- Links Patrocinados (PPC/AdWords).<br />
6- Telemarketing/ Feiras / Mala Direta.</p>
<p>H&aacute; uma clara tend&ecirc;ncia de aumento dos or&ccedil;amentos em Inbound marketing em detrimento do Outbound Marketing. As principais raz&otilde;es est&atilde;o nos resultados positivos alcan&ccedil;ados no passado e no custo menor.As empresas que utilizam mais intensamente as ferramentas de Inbound marketing s&atilde;o as PME&#8217;s. Nelas, os gastos com telemarketing e PPC (Pagamento por Click) diminuiram.</p>
<p>Dentro do universo das m&iacute;dias sociais, as mais importantes e eficientes para gera&ccedil;&atilde;o de leads s&atilde;o:</p>
<p>1- Blog.<br />
2- Facebook <br />
3- LinkedIn.<br />
4- Twitter<br />
5- You Tube.<br />
6- Digg.<br />
7- Flickr</p>
<p>Na compara&ccedil;&atilde;o entre empresas B2B e B2C, no uso dos canais das m&iacute;dias sociais para gera&ccedil;&atilde;o de lead, temos:</p>
<p>&nbsp;&nbsp;&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;<span style="font-weight: bold;">&nbsp;&nbsp; B2B&nbsp;&nbsp;&nbsp; &nbsp;&nbsp;&nbsp; B2C</span></p>
<p>Blog&nbsp;&nbsp;&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 43%&nbsp;&nbsp;&nbsp; &nbsp;&nbsp;&nbsp; 57%<br />
LinkedIn&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 45%&nbsp;&nbsp;&nbsp; &nbsp;&nbsp;&nbsp; 26%<br />
Facebook &nbsp; &nbsp; 33%&nbsp;&nbsp;&nbsp; &nbsp;&nbsp;&nbsp; 68%<br />
Twitter&nbsp;&nbsp;&nbsp; &nbsp;&nbsp;&nbsp; 38%&nbsp;&nbsp;&nbsp; &nbsp;&nbsp;&nbsp; 51%</p>
<p>O estudo mostrou que existe uma forte correla&ccedil;&atilde;o entre a frequ&ecirc;ncia de posts editados no Blog, e o n&uacute;mero de leads gerados. As empresas que editam m&uacute;ltipos posts por dia, conseguem um n&uacute;mero maior de leads.A maioria das empresas editam posts semanalmente, de uma a tres v&ecirc;zes por semana.</p>
<p>Outro aspecto importante constatado, foi o de que os Blogs alavancam os resultados de outras m&iacute;dias sociais.No caso do Twitter, as empresas que possuem blogs possuem 80% a mais de seguidores do que as que n&atilde;o possuem blogs.No caso das PME&#8217;s esta rela&ccedil;&atilde;o pode chegar a 270% a mais, principalmente se for do segmento B2B.</p>
<p>As empresas que possuem blog, conseguem a mais do que as que n&atilde;o utilizam:<br />
</font></p>
<div align="justify">
<ul style="font-family: Verdana; text-align: justify;">
<li><font size="2" face="Verdana">n&uacute;mero de p&aacute;ginas indexadas nos mecanismos de busca 434% </font></li>
<li><font size="2" face="Verdana">inbound links 97%.</font></li>
<li><font size="2" face="Verdana">n# de visitas 55% </font></li>
</ul>
</div>
<p><font size="2" face="Verdana"><br style="font-family: Verdana;" /><br />
</font> <font size="2" face="Verdana"><span style="font-family: Verdana;">E por possuirem um n# maior de p&aacute;ginas indexadas nos mecanismos de busca, conseguem gerar mais leads via mecanismos de busca.</span></font><font size="2" face="Verdana"><br style="font-family: Verdana;" /><br />
</font><font size="2" face="Verdana"><span style="font-family: Verdana;">As empresas que usam blog, conseguem 88% a mais de leads no segmento B2C e 67% no segmento B2B.</span></font><font size="2" face="Verdana"><br style="font-family: Verdana;" /><br />
</font><font size="2" face="Verdana"><span style="font-family: Verdana;">Quanto ao uso do Twitter, ele &eacute; mais eficiente para as empresas B2C.A taxa de crescimento do Twitter tem diminuido, desde mar&ccedil;o/2009.Quanto aos dias da semana, o Twitter &eacute; usado mais entre ter&ccedil;a e quinat feira, com hor&aacute;rios de pico entre 15:00 &#8211; 17:00 e 21:00 e 23:00.A exist~encia de uma fotografia &eacute; um fator muito importante para atrair seguidores.</span></font></p>
<div align="justify">&nbsp;</div>
<p align="justify"><font size="2" face="Verdana">&nbsp;</font></p>
<br/><a href="http://www.socialmarker.com/?link=http://2getmarketing.com.br/ /redes-sociais/inbound-marketing/&title=Est%26%23225%3Bgio+atual+do+Inbound+Marketing.&text=O+site+HubSpot+divulgou+um+estudo+recente+a+respeito+do+uso+das+ferramentas+de+Inbound+Marketing+na+gera%26ccedil%3B%26atilde%3Bo+de+leads%2C+cujo+as+informa%26ccedil%3B%26otilde%3Bes+mais+relevantes%2C+apresento+a...&tags=inbound+marketing%2C+empresas+que%2C+empresas%2C+marketing%2C+%26nbsp%3B%26nbsp%3B%26nbsp%3B%2C+leads%2C+inbound%2C+twitter" target="_blank"><img src= "http://www.socialmarker.com/bookmark.gif" border="0" /></a><noscript><a href="http://www.socialmarker.com" >Social Bookmarking</a></noscript><img src="http://2getmarketing.com.br/?ak_action=api_record_view&id=962&type=feed" alt="" />]]></content:encoded>
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		</item>
		<item>
		<title>Quatro dicas diferentes para gerar tráfego em seu blog.</title>
		<link>http://2getmarketing.com.br//b2b/quatro-dicas-diferentes-para-gerar-trafego-em-seu-blog/</link>
		<comments>http://2getmarketing.com.br//b2b/quatro-dicas-diferentes-para-gerar-trafego-em-seu-blog/#comments</comments>
		<pubDate>Mon, 22 Mar 2010 15:52:38 +0000</pubDate>
		<dc:creator>Max Barbosa Ribeiro</dc:creator>
				<category><![CDATA[B2B]]></category>
		<category><![CDATA[Blogging & Blogs]]></category>
		<category><![CDATA[Geração de leads]]></category>
		<category><![CDATA[geração de leads]]></category>
		<category><![CDATA[Marketing 2.0]]></category>
		<category><![CDATA[marketing de engajamento]]></category>

		<guid isPermaLink="false">http://2getmarketing.com.br/?p=946</guid>
		<description><![CDATA[Estas t&#225;ticas n&#227;o s&#227;o muito utilizadas, mas funcionam bem e podem ser implementadas facilamente: 1- Converta o seu conte&#250;do em EBooks Converta uma cole&#231;&#227;o de seus artigos relacionados a um t&#243;pico, em formato PDF. Pode ser feito sem custo, utilizando http://www.youconvertit.com&#160; ou http://www.pdfonline.com/convert-pdf/. Depois submeta seu EBook recem criado nos seguintes diret&#243;rios de ebboks mais [...]]]></description>
			<content:encoded><![CDATA[<div align="justify">
<p><font size="2" face="Verdana">Estas t&aacute;ticas n&atilde;o s&atilde;o muito utilizadas, mas funcionam bem e podem ser implementadas facilamente:</font><font size="2"><br />
<strong><br />
</strong></font><strong><font size="2" face="Verdana">1- Converta o seu conte&uacute;do em EBooks</font></strong><font size="2"></p>
<p></font><font size="2" face="Verdana">Converta uma cole&ccedil;&atilde;o de seus artigos relacionados a um t&oacute;pico, em formato PDF. Pode ser feito sem custo, utilizando </font><font size="2" face="Verdana">http://www.youconvertit.com&nbsp; ou http://www.pdfonline.com/convert-pdf/. </font></p>
<p><font size="2" face="Verdana">Depois submeta seu EBook recem criado nos seguintes diret&oacute;rios de ebboks mais populares: http://www.free-ebooks.net/&nbsp; , http://www.getfreeebooks.com, e http://www.myebook.com.</font><font size="2"></p>
<p></font><font size="2" face="Verdana">N&atilde;o esque&ccedil;a de que em seus artigos, dever&atilde;o constar links apontados para seu blog, oferecendo um incentivo para se cadastrar em sua lista.</font><font size="2"></p>
<p></font><strong><font size="2" face="Verdana">2- Construa sua lista de seguidores antes de iniciar a&ccedil;&otilde;es nas m&iacute;dias sociais.</font></strong><font size="2"></p>
<p></font><font size="2" face="Verdana">Responda a cada coment&aacute;rio, se engaje em cada conversa&ccedil;&atilde;o no Twitter que se relacione a seu neg&oacute;cio, leia e responda todos os emails,e sempre crie valor em cada ponto de contato.Depois dessa fase, voc&ecirc; ter&aacute; um n&uacute;mero de pessoas que comentar&atilde;o seus posts, tuweetar&atilde;o seu conte&uacute;do e se tornar&atilde;o seus melhores evangelistas nas m&iacute;dias sociais. &Eacute; preciso criar conte&uacute;do de valor para que seus leitores fa&ccedil;am coment&aacute;rios nas m&iacute;dias sociais.</font><font size="2"></p>
<p>
</font><strong><font size="2" face="Verdana">3- Integra&ccedil;&atilde;o de conte&uacute;do.</font></strong><font size="2"></p>
<p></font><font size="2" face="Verdana">Significa integrar seu conte&uacute;do em outros sites/produtos e listas de um terceiro de forma exclusiva. Pode ser um conte&uacute;do complementar que pode ser oferecido como b&ocirc;nus.Gera valor para o site de terceiros e exposi&ccedil;&atilde;o a uma base grande de usu&aacute;rios que visitar&atilde;o o seu blog/site.</font><font size="2"><br />
<strong><br />
</strong></font><strong><font size="2" face="Verdana">4- Ofertar integra&ccedil;&atilde;o de conte&uacute;do para uma lista de cadastrados com outro site.</font></strong><font size="2"><br />
</font><font size="2" face="Verdana">Priorize a constru&ccedil;&atilde;o de uma lista de cadastrados, pois uma mailing list &eacute; mais poderosa do que leitores de RSS.Voc&ecirc; poder&aacute; se comunicar de uma forma mais direta objetivando alavancar o seu neg&oacute;cio. Pessoas que se cadastram para receber Emails geralmente l&ecirc;em com mais inter&ecirc;sse do que leitores via RSS. Com uma lista de cadastrados, voc&ecirc; poder&aacute; fazer parcerias com outros sites, oferecendo integra&ccedil;&atilde;o de conte&uacute;do de valor para uma lista de terceiros e vice e versa , em troca de cadastramento em seu site.</font><font size="2"><br />
</font></p>
</div>
<p>&nbsp;</p>
<br/><a href="http://www.socialmarker.com/?link=http://2getmarketing.com.br/ /b2b/quatro-dicas-diferentes-para-gerar-trafego-em-seu-blog/&title=Quatro+dicas+diferentes+para+gerar+tr%26%23225%3Bfego+em+seu+blog.&text=+Estas+t%26aacute%3Bticas+n%26atilde%3Bo+s%26atilde%3Bo+muito+utilizadas%2C+mas+funcionam+bem+e+podem+ser+implementadas+facilamente%3A++1-+Converta+o+seu+conte%26uacute%3Bdo+em+EBooks+Converta+uma+cole%26ccedil%3B%26atilde%3Bo...&tags=http+www%2C+uma+lista%2C+conte%26uacute%3Bdo%2C+lista" target="_blank"><img src= "http://www.socialmarker.com/bookmark.gif" border="0" /></a><noscript><a href="http://www.socialmarker.com" >Social Bookmarking</a></noscript><img src="http://2getmarketing.com.br/?ak_action=api_record_view&id=946&type=feed" alt="" />]]></content:encoded>
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		<item>
		<title>Blogging, a primeira etapa nas mídias sociais.</title>
		<link>http://2getmarketing.com.br//blogging-blogs/blogging-a-primeira-etapa-nas-midias-sociais/</link>
		<comments>http://2getmarketing.com.br//blogging-blogs/blogging-a-primeira-etapa-nas-midias-sociais/#comments</comments>
		<pubDate>Wed, 09 Dec 2009 22:50:23 +0000</pubDate>
		<dc:creator>Max Barbosa Ribeiro</dc:creator>
				<category><![CDATA[Blogging & Blogs]]></category>
		<category><![CDATA[blogs]]></category>
		<category><![CDATA[geração de leads]]></category>
		<category><![CDATA[mídias sociais]]></category>

		<guid isPermaLink="false">http://2getmarketing.com.br/?p=900</guid>
		<description><![CDATA[&#218;ltimamente, com tanta fala&#231;&#227;o a respeito do Twitter e das redes sociais, os blogs parecem ter perdido a prefer&#234;ncia. Mas ao que tudo indica, os blogs cairam no uso di&#225;rio no marketing das empresas.As pessoas acessam os blogs quando procuram respostas &#224;s suas quest&#245;es via mecanismos de busca. O conte&#250;do dos blogs &#233; que s&#227;o [...]]]></description>
			<content:encoded><![CDATA[<div align="justify"><font size="2" face="Verdana">&Uacute;ltimamente, com tanta fala&ccedil;&atilde;o a respeito do Twitter e das redes sociais, os blogs parecem ter perdido a prefer&ecirc;ncia. Mas ao que tudo indica, os blogs cairam no uso di&aacute;rio no marketing das empresas.As pessoas acessam os blogs quando procuram respostas &agrave;s suas quest&otilde;es via mecanismos de busca. O conte&uacute;do dos blogs &eacute; que s&atilde;o acessados.</font></p>
<p><font size="2" face="Verdana">O blog &eacute; um software que permite a qualquer pessoa digitar um post num website ou home page de um blog.O conte&uacute;do &eacute; disponibilizado em ordem cronol&oacute;gica e tamb&eacute;m pode ser acessado por t&oacute;pico ou assunto, utilizando filtros de busca.Com isso fica mais facil adicionar, alterar e atualizar o conte&uacute;do.O blog permite aos seus leitores efetuar coment&aacute;rios e adicionar o seu pr&oacute;prio conte&uacute;do, se cadastrar para receber automaticamente atualiza&ccedil;&otilde;es do conte&uacute;do, e avisar os mecanismos de busca cada vez que o conte&uacute;do for atualizado.Um blog abre o caminho para cria&ccedil;&atilde;o de: conte&uacute;do, contexto, conex&atilde;o/engajamento e comunidade.</font></p>
<p><font size="2" face="Verdana">Os mecanismos de busca adoram os blogs!Quando se atualisa-os com frequ&ecirc;ncia, com palavras- chave e conte&uacute;do relevante, que esteja hospedado em seu proprio dom&iacute;nio, ele ir&aacute; gradativamente se classificar melhor junto aos mecanismos de busca.</font></p>
<p><font size="2" face="Verdana">Antes de criar o seu pr&oacute;prio blog, &eacute; aconselhav&eacute;l investir um tempo nas seguintes atividades:</font></p>
<p><font size="2" face="Verdana">1- Monitore alguns blogs relevantes em sua &aacute;rea de atua&ccedil;&atilde;o.</font><br />
<font size="2" face="Verdana">Utilize leitores RSS para se cadastrar e receber conte&uacute;do de forma autom&aacute;tica (do seu nicho, concorrentes). Aprenda como eles se relacionam e engajam com o p&uacute;blico.</font></p>
<p><font size="2" face="Verdana">2- Fa&ccedil;a alguns coment&aacute;rios em alguns blogs relavantes.</font><br />
<font size="2" face="Verdana">Engaje-se nas conversas que acontecem nesses blogs e fa&ccedil;a networking com seus propriet&aacute;rios/respons&aacute;veis.</font></p>
<p><font size="2" face="Verdana">Depois de umas duas semanas, crie seu pr&oacute;prio blog e come&ccedil;e a postar conte&uacute;do.</font></p>
<p>
<font size="2" face="Verdana">Alguns dos softwares de blogs mais conhecidos:</font></p>
<ul>
<li><font size="2" face="Verdana"><strong>WordPress.org</strong></font></li>
</ul>
<p><font size="2" face="Verdana">Ferramenta gr&aacute;tis que permite utilizar o seu pr&oacute;prio dom&iacute;nio- www.seudom&iacute;nio.com.br &#8211; fa&ccedil;a dowload, configure e hospede em seu webhost, ou contrate uma conta num webhost que j&aacute; forne&ccedil;a o conjunto e d&ecirc; suporte.Necessita ter um pouco de conhecimento t&eacute;cnico para configur&aacute;-lo e utilizar os plug-ins.</font></p>
<ul>
<li><font size="2" face="Verdana"><strong>WordPress.com</strong></font></li>
</ul>
<p><font size="2" face="Verdana">&Eacute; a vers&atilde;o do WordPress hospedada, mas que n&atilde;o permite utilizar o seu dom&iacute;nio isoladamente.N&atilde;o precisa de setup, basta se cadastrar gratuitamente, escolher um tema e come&ccedil;ar a blogar.&Eacute; uma op&ccedil;&atilde;o menos flex&iacute;vel e que n&atilde;o permite se beneficiar muito junto aos mecanismos de busca, pois o conte&uacute;do n&atilde;o est&aacute; hospedado no seu proprio dom&iacute;nio.</font></p>
<ul style="font-weight: bold;">
<li><font size="2" face="Verdana">TypePad.com</font></li>
</ul>
<p><font size="2" face="Verdana">Uma ferramenta que possui muitos recursos e f&aacute;cil de come&ccedil;ar a utilizar.</font></p>
<p>
<font size="2" face="Verdana"><strong>5 dicas para obten&ccedil;&atilde;o de melhores resultados.</strong></font></p>
<p><font size="2" face="Verdana">1- Leia e acompanhe os principais blogs de seu nicho.</font><br />
<font size="2" face="Verdana">Use um RSS reader para se manter aualizado.</font></p>
<p><font size="2" face="Verdana">2- Crie conte&uacute;do que as pessoas est&atilde;o pesquisando.</font><br />
<font size="2" face="Verdana">Os blogs n&atilde;o s&atilde;o lidos da forma como se l&ecirc; uma revista. Eles s&atilde;o achados pelos mecanismos de busca, que disponibilizam o seu conte&uacute;do, que dever&aacute; responder &agrave;s d&uacute;vidas, problemas e desafios que o seu p&uacute;blico enfrenta. A qualidade do conte&uacute;do ser&aacute; o principal fator de gera&ccedil;&atilde;o de leads.Utilize as palavras chave que o seu nicho de mercado pesquisa junto aos mecanismos de busca.</font></p>
<p><font size="2" face="Verdana">3- Incentive a participa&ccedil;&atilde;o</font><br />
<font size="2" face="Verdana">Pe&ccedil;a aos leitores para que comentem, debatam, e pe&ccedil;a id&eacute;ias a respeito do conte&uacute;do postado. Crie uma conversa&ccedil;&atilde;o de m&atilde;o dupla.</font></p>
<p><font size="2" face="Verdana">4- Se engaje comos coment&aacute;rios de sua comunidade.</font><br />
<font size="2" face="Verdana">Quando pessoas investem tempo e enrgia para efetuar coment&aacute;rios inteligentes, agrade&ccedil;a e se engaje nos coment&aacute;rios. Utilize plugins como o Disqs ou Top Comentators para gerenciar os coment&aacute;rios efetuados.</font></p>
<p><font size="2" face="Verdana">5- Amplifique sua mensagem</font><br />
<font size="2" face="Verdana">Crie links para os seus perfis no Twitte, LinkedIn e Facebook.Instale plugins com bot&otilde;es para bookmarks (Delicious, Technoratti, etc)</font></div>
<br/><a href="http://www.socialmarker.com/?link=http://2getmarketing.com.br/ /blogging-blogs/blogging-a-primeira-etapa-nas-midias-sociais/&title=Blogging%2C+a+primeira+etapa+nas+m%26%23237%3Bdias+sociais.&text=%26Uacute%3Bltimamente%2C+com+tanta+fala%26ccedil%3B%26atilde%3Bo+a+respeito+do+Twitter+e+das+redes+sociais%2C+os+blogs+parecem+ter+perdido+a+prefer%26ecirc%3Bncia.&tags=seu+pr%26oacute%3Bprio%2C+seu+nicho%2C+junto+aos%2C+conte%26uacute%3Bdo%2C+blogs%2C+busca%2C+mecanismos" target="_blank"><img src= "http://www.socialmarker.com/bookmark.gif" border="0" /></a><noscript><a href="http://www.socialmarker.com" >Social Bookmarking</a></noscript><img src="http://2getmarketing.com.br/?ak_action=api_record_view&id=900&type=feed" alt="" />]]></content:encoded>
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		</item>
		<item>
		<title>Medindo os resultados do marketing nas mídias sociais.</title>
		<link>http://2getmarketing.com.br//uncategorized/medindo-os-resultados-do-marketing-nas-midias-sociais/</link>
		<comments>http://2getmarketing.com.br//uncategorized/medindo-os-resultados-do-marketing-nas-midias-sociais/#comments</comments>
		<pubDate>Fri, 18 Sep 2009 14:45:21 +0000</pubDate>
		<dc:creator>Max Barbosa Ribeiro</dc:creator>
				<category><![CDATA[Blogging & Blogs]]></category>
		<category><![CDATA[Estratégia]]></category>
		<category><![CDATA[Ferramentas de Marketing]]></category>
		<category><![CDATA[Inteligência de Marketing]]></category>
		<category><![CDATA[Mídias Sociais]]></category>
		<category><![CDATA[estratégia de comunicação]]></category>
		<category><![CDATA[estratégia de marketing]]></category>
		<category><![CDATA[geração de leads]]></category>
		<category><![CDATA[Marketing 2.0]]></category>
		<category><![CDATA[marketing de engajamento]]></category>
		<category><![CDATA[mídias sociais]]></category>
		<category><![CDATA[Web 2.0]]></category>

		<guid isPermaLink="false">http://2getmarketing.com.br/?p=801</guid>
		<description><![CDATA[A mensura&#231;&#227;o de resultados &#233; essencial para medir a Taxa Interna de Retorno (TIR), a efici&#234;ncia dos gastos em marketing, em rela&#231;&#227;o &#224;s vendas geradas.Nos &#250;ltimos anos a tarefa de mensura&#231;&#227;o tem sido facilitada gra&#231;as a tecnologia da web,mas tamb&#233;m tem se tornado uma tarefa sofisticada.Existem m&#233;tricas qualitativas e quantitativas a serem mensuradas. FERRAMENTAS QUANTITATIVAS [...]]]></description>
			<content:encoded><![CDATA[<div align="justify"><font size="2" face="Verdana">A mensura&ccedil;&atilde;o de resultados &eacute; essencial para medir a Taxa Interna de Retorno (TIR), a efici&ecirc;ncia dos gastos em marketing, em rela&ccedil;&atilde;o &agrave;s vendas geradas.Nos &uacute;ltimos anos a tarefa de mensura&ccedil;&atilde;o tem sido facilitada gra&ccedil;as a tecnologia da web,mas tamb&eacute;m tem se tornado uma tarefa sofisticada.Existem m&eacute;tricas qualitativas e quantitativas a serem mensuradas.</font></p>
<p><font size="2" face="Verdana"><strong>FERRAMENTAS QUANTITATIVAS</strong></font></p>
<p><font size="2" face="Verdana">A mensura&ccedil;&atilde;o de dados quantitativos no marketing de m&iacute;dias sociais &eacute; semelhante a outras medidas adotadas no web marketing. Apresento a seguir algumas das ferramentas gr&aacute;tis mais populares para mensura&ccedil;&atilde;o de m&eacute;tricas:</font></p>
<p><font size="2" face="Verdana"><strong>Web Analytics- GoogleAnalytics</strong></font><br />
<font size="2" face="Verdana">Uma forma de se utilizar as m&eacute;tricas anal&iacute;ticas do marketing nas m&iacute;dias sociais, &eacute; verificar quais s&atilde;o as fontes de tr&aacute;fego para o seu website.Se as m&iacute;dias sociais em que&nbsp; voc&ecirc; investiu energia est&atilde;o gerando tr&aacute;fego para seu website, esta &eacute; uma indica&ccedil;&atilde;o de resultados do efeito das m&iacute;dias sociais na sua estrat&eacute;gia de marketing.Tamb&eacute;m &eacute; poss&iacute;vel identificar em rela&ccedil;&atilde;o a cada uma dessas fontes, dados complementares, tais como: tempo gasto no site, n&uacute;mero de p&aacute;ginas visitadas, downloads efetuados, cadastros efetuados, demonstra&ccedil;&otilde;es efetuadas, testes efetuados (trials), n&uacute;mero e valor de vendas geradas.Algumas v&ecirc;zes voc&ecirc; vai identificar links externos de tr&aacute;fego que voc&ecirc; n&atilde;o atuou diretamente, mas que s&atilde;o frequentados por membros de uma comunidade em que voc&ecirc; atuou, e eles postaram algum coment&aacute;rio sobre sua empresa.Este tipo de informa&ccedil;&atilde;o pode indicar oportunidades a serem exploradas para gerar mais tr&aacute;fego.</font></p>
<p><font size="2" face="Verdana"><strong>Google Alerts</strong></font><br />
<font size="2" face="Verdana">Um servi&ccedil;o gr&aacute;tis que alerta via email sempre que o Google descobre alguma informa&ccedil;&atilde;o relevante que voc&ecirc; tenha escolhido ( ome de sua empresa, produto/servi&ccedil;o, seu nome, concorrentes, etc).Quando houver alguma men&ccedil;&atilde;o nas m&iacute;dias sociais, voc&ecirc; receber&aacute; um email de alerta com o link para a fonte geradora.</font></p>
<p><font size="2" face="Verdana"><strong>Google Blogsearch</strong></font><br />
<font size="2" face="Verdana">&Eacute; um mecanismo de busca de posts em blogs. Quando voc&ecirc; pesquisa uma frase, ele disponibiliza os posts mais recentes que contenham esta frase. Serve para rastrear como seus posts de blog est&atilde;o aparecendo no Google, bem como para pesquisar blogs que contenham posts de seu inter&ecirc;sse.</font></p>
<p><font size="2" face="Verdana"><strong>Grader- (HubSpot)</strong></font><br />
<font size="2" face="Verdana">&Eacute; uma ferramenta que pode medir a presen&ccedil;a e efici&ecirc;ncia do inbound marketing de seu website, de sua conta no Twitter, seus perfis no LinkedIn, Facebook, press releases e outros aspectos.</font></p>
<p><font size="2" face="Verdana"><strong>Blogpulse / Technorati</strong></font><br />
<font size="2" face="Verdana">Servi&ccedil;o gr&aacute;tis que funciona como ferramenta de busca e de rastreamento de blogs. &Eacute; possivel rastrear assuntos de interesse, bem como verificar como o blog se classifica em rela&ccedil;&atilde;o a outros blogs que cobrem assuntos similares, utilizando as ferramentas BuzzTracker e Conversation Tracker.</font></p>
<p><font size="2" face="Verdana"><strong>Trendpedia / Junta42</strong></font><br />
<font size="2" face="Verdana">Sevi&ccedil;o gr&aacute;tis que funciona como uma ferramenta de busaca para achar blogs e m&iacute;dias sociais por t&oacute;pico/assunto.serve para se indentificar tend&ecirc;ncias nas m&iacute;dias sociais atrav&eacute;s de t&oacute;picos variados e rastrear a tend&ecirc;ncia do t&oacute;pico por um per&iacute;odo de tr&ecirc;s meses.&egrave; uma ferramenta valiosa para monitorar a popularidade e a tend&ecirc;ncia de tr&aacute;fego de seu site ou blog, ou algum conte&uacute;do que voc&ecirc; tenha postado numa m&iacute;dia social.Pode ser tamb&eacute;m utilizado para achar pessoas que possuam os mesmos inter&ecirc;sses.</font></p>
<p><font size="2" face="Verdana"><strong>Trendrr</strong></font><br />
<font size="2" face="Verdana">Servi&ccedil;o gr&aacute;tis, que monta gr&aacute;ficos de tend&ecirc;ncia. Permite rastrear, comparar e compartilhar tend&ecirc;ncias relacionadas a qualquer t&oacute;pico existente em blogs e outras m&iacute;dias sociais.Esta ferramenta deve ser utilizada junto com outras para se tirar conclus&otilde;es.</font></p>
<p><font size="2" face="Verdana">Experimentem algumas dessas ferramentas gr&aacute;tis para medir e rastrear seus resultados nas m&iacute;dias sociais.Eduque-se&nbsp; e obtenha mais experi&ecirc;ncia.Existem ferramentas pagas que podem ser encontradas e algumas possuem recursos adicionais &agrave;s apresentadas acima.Se voc&ecirc; se interessar por alguma, fa&ccedil;a um teste (trial gr&aacute;tis) por um per&iacute;odo antes ou pague uma taxa mensal antes de se comprometer com uma compra. Ganhe experi&ecirc;ncia para determinar se elas atendem &agrave;s suas necessidades.</font></p>
<p><font size="2" face="Verdana"><strong>FERRAMENTAS QUALITATIVAS</strong></font></p>
<p><font size="2" face="Verdana">Com o desenvolvimento e a ado&ccedil;&atilde;o da tecnologia nos &uacute;ltimos anos, uma parcela da popula&ccedil;&atilde;o, principalmente os mais jovens, se acostumou a utilizar as m&iacute;dias sociais, tanto no n&iacute;vel pessoal, como no profissional, havendo uma sobreposi&ccedil;&atilde;o entre estas &aacute;reas.Esta gera&ccedil;&atilde;o confere um grande valor ao valor e reputa&ccedil;&atilde;o de uma marca (brand equity).Para esta gera&ccedil;&atilde;o a man&ccedil;&atilde;o (buzz) da marca pode ter mais valor do que taxas de convers&atilde;o.</font></p>
<p><font size="2" face="Verdana">O valor da marca numa estrat&eacute;gia de marketing 2.0 &eacute; gerado pelos esfor&ccedil;os dos funcion&aacute;rios da empresa que atuam como agentes de constru&ccedil;&atilde;o da marca nas m&iacute;dias sociais. Para uma an&aacute;lise qualitativa, consulte sua ferramenta de an&aacute;lise de tr&aacute;fego ap&oacute;s no m&iacute;nimo um ano de investimento nas m&iacute;dias sociais e analise as visitas geradas pela palavra chave nome de sua empresa/produto ao longo do tempo.Compare os resultados de antes e depois de iniciado os esfor&ccedil;os junto &agrave;s m&iacute;dias sociais. Utilize os resultados das ferramentas quantitativas para efetuar uma an&aacute;lise qualitativa.</font></p>
<p><font size="2" face="Verdana">Como medir as men&ccedil;&otilde;es a sua marca ou produto?Quais s&atilde;o as positivas e quais s&atilde;o as negativas? No marketing de engajamento, as men&ccedil;&otilde;s positivas &agrave; marca servem para engajar o p&uacute;blico alvo e reduzir o ciclo de vendas.Observe o volume de men&ccedil;&otilde;es existentes nas m&iacute;dias sociais ao longo do tempo, antes e depois do in&iacute;cio de seus esfo&ccedil;os junto &agrave;s midias sociais.</font></div>
<p>&nbsp;</p>
<br/><a href="http://www.socialmarker.com/?link=http://2getmarketing.com.br/ /uncategorized/medindo-os-resultados-do-marketing-nas-midias-sociais/&title=Medindo+os+resultados+do+marketing+nas+m%26%23237%3Bdias+sociais.&text=A+mensura%26ccedil%3B%26atilde%3Bo+de+resultados+%26eacute%3B+essencial+para+medir+a+Taxa+Interna+de+Retorno+%28TIR%29%2C+a+efici%26ecirc%3Bncia+dos+gastos+em+marketing%2C+em+rela%26ccedil%3B%26atilde%3Bo+%26agrave%3Bs+vendas...&tags=m%26iacute%3Bdias+sociais%2C+nas+m%26iacute%3Bdias%2C+sociais%2C+m%26iacute%3Bdias%2C+voc%26ecirc%3B%2C+%26eacute%3B%2C+marketing" target="_blank"><img src= "http://www.socialmarker.com/bookmark.gif" border="0" /></a><noscript><a href="http://www.socialmarker.com" >Social Bookmarking</a></noscript><img src="http://2getmarketing.com.br/?ak_action=api_record_view&id=801&type=feed" alt="" />]]></content:encoded>
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		<item>
		<title>Estudo revela que PMEs que utilizam blogs conseguem 55% mais visitas.</title>
		<link>http://2getmarketing.com.br//blogging-blogs/estudo-revela-que-pmes-que-utilizam-blogs-conseguem-55-mais-visitas/</link>
		<comments>http://2getmarketing.com.br//blogging-blogs/estudo-revela-que-pmes-que-utilizam-blogs-conseguem-55-mais-visitas/#comments</comments>
		<pubDate>Tue, 18 Aug 2009 14:25:59 +0000</pubDate>
		<dc:creator>Max Barbosa Ribeiro</dc:creator>
				<category><![CDATA[Blogging & Blogs]]></category>
		<category><![CDATA[blogs]]></category>
		<category><![CDATA[estratégia de marketing]]></category>
		<category><![CDATA[geração de leads]]></category>
		<category><![CDATA[inbound marketing]]></category>
		<category><![CDATA[marketing de engajamento]]></category>

		<guid isPermaLink="false">http://2getmarketing.com.br/?p=767</guid>
		<description><![CDATA[Empresas que usam blogs conseguem melhores resultados no marketing. Em m&#233;dia seus resultados em rela&#231;&#227;o &#224;s que n&#227;o usam blogs s&#227;o: 55% mais visitas. Mais visitas significa mais pessoas que se convertem em leads e vendas. 97% mais inbouns links. Inbound links sinalizam aos mecanismos de busca que o site possui autoridade no assunto, aumentando [...]]]></description>
			<content:encoded><![CDATA[<p align="justify"><font size="2" face="Verdana">Empresas que usam blogs conseguem melhores resultados no marketing. Em m&eacute;dia seus resultados em rela&ccedil;&atilde;o &agrave;s que n&atilde;o usam blogs s&atilde;o:</font></p>
<ul>
<li>
<div align="justify"><font face="Verdana"><font size="2"><strong>55% mais visitas.<br />
    </strong>Mais visitas significa mais pessoas que se convertem em leads e vendas.</font></font></div>
</li>
<li>
<div align="justify"><font face="Verdana"><font size="2"><strong>97% mais inbouns links.<br />
    </strong>Inbound links sinalizam aos mecanismos de busca que o site possui autoridade no assunto, aumentando o ranking na classifica&ccedil;&atilde;o.</font></font></div>
</li>
<li>
<div align="justify"><font face="Verdana"><font size="2"><strong>434% mais p&aacute;ginas indexadas nos mecanismos de busca.<br />
    </strong>Quanto maior o n&uacute;mero de p&aacute;ginas indexadas pelos mecanismos de busca, maiores s&atilde;o as chances do site ser achado.</font></font></div>
</li>
</ul>
<p>fonte: <a href="http://blog.hubspot.com/blog/tabid/6307/bid/5014/Study-Shows-Small-Businesses-That-Blog-Get-55-More-Website-Visitors.aspx">HubSpot</a></p>
<br/><a href="http://www.socialmarker.com/?link=http://2getmarketing.com.br/ /blogging-blogs/estudo-revela-que-pmes-que-utilizam-blogs-conseguem-55-mais-visitas/&title=Estudo+revela+que+PMEs+que+utilizam+blogs+conseguem+55%25+mais+visitas.&text=Empresas+que+usam+blogs+conseguem+melhores+resultados+no+marketing.+Em+m%26eacute%3Bdia+seus+resultados+em+rela%26ccedil%3B%26atilde%3Bo+%26agrave%3Bs+que+n%26atilde%3Bo+usam+blogs+s%26atilde%3Bo%3A+++55%25+mais+visitas.&tags=" target="_blank"><img src= "http://www.socialmarker.com/bookmark.gif" border="0" /></a><noscript><a href="http://www.socialmarker.com" >Social Bookmarking</a></noscript><img src="http://2getmarketing.com.br/?ak_action=api_record_view&id=767&type=feed" alt="" />]]></content:encoded>
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		</item>
		<item>
		<title>Se você não está participando de mídias sociais&#8230;</title>
		<link>http://2getmarketing.com.br//redes-sociais/se-voce-nao-esta-participando-de-midias-sociais/</link>
		<comments>http://2getmarketing.com.br//redes-sociais/se-voce-nao-esta-participando-de-midias-sociais/#comments</comments>
		<pubDate>Mon, 15 Dec 2008 20:50:00 +0000</pubDate>
		<dc:creator>Max Barbosa Ribeiro</dc:creator>
				<category><![CDATA[Blogging & Blogs]]></category>
		<category><![CDATA[Mídias Sociais]]></category>

		<guid isPermaLink="false">http://2getmarketing.com.br/?p=341</guid>
		<description><![CDATA[Foram se os dias em que para ter presença na web, tudo o que você precisava era ter um website. Hoje em dia é preciso agir e pensar em termos de ter uma presença completa, e isso significa que se você não está participando das mídias sociais, sua presença online não está utilizando todo o [...]]]></description>
			<content:encoded><![CDATA[<div align="justify">
<span style="font-size:10pt; font-family:Verdana;">Foram se os dias em que para ter presença na web, tudo o que você precisava era ter um website. Hoje em dia é preciso agir e pensar em termos de ter uma presença completa, e isso significa que se você não está participando das mídias sociais, sua presença online não está utilizando todo o potencial existente.</p>
<p>Considere estes dados de uma pesquisa da agência McCann:<br /></span></p>
<ul>
<li><span style="font-size:10pt; font-family:Verdana;">73% dos usuários online lêem blogs.</span></li>
<li><span style="font-size:10pt; font-family:Verdana;">57% fazem parte de redes sociais.</span></li>
<li><span style="font-size:10pt; font-family:Verdana;">45% possuem um blog</span></li>
<li><span style="font-size:10pt; font-family:Verdana;">83% já assistiram um vídeo online</span></li>
<li><span style="font-size:10pt; font-family:Verdana;">39% assinam RSS feeds</span></li>
<li><span style="font-size:10pt; font-family:Verdana;">36% possuem uma imagem mais positiva de empresas que possuem blogs.</span></li>
</ul>
<p><span style="font-size:10pt; font-family:Verdana;"><br />Espero que este tipo de informação faça com que você queira criar um blog para sua empresa</p>
<p>Leia a pesquisa na íntegra: <a href="http://www.slideshare.net/mickstravellin/universal-mccann-international-social-media-research-wave-3?src=embed">Universal McCann Wave3 research into social media</a><br /></span><small>Tags: <a rel="tag" href="http://technorati.com/tag/blogs">blogs</a>, <a rel="tag" href="http://technorati.com/tag/redes+sociais">redes sociais</a>, <a rel="tag" href="http://technorati.com/tag/v%C3%ADdeo+online">vídeo online</a>, <a rel="tag" href="http://technorati.com/tag/m%C3%ADdia+social">mídia social</a></small></div>
<br/><a href="http://www.socialmarker.com/?link=http://2getmarketing.com.br/ /redes-sociais/se-voce-nao-esta-participando-de-midias-sociais/&title=Se+voc%26%23234%3B+n%26%23227%3Bo+est%26%23225%3B+participando+de+m%26%23237%3Bdias+sociais%26%238230%3B&text=+Foram+se+os+dias+em+que+para+ter+presen%26%23231%3Ba+na+web%2C+tudo+o+que+voc%26%23234%3B+precisava+era+ter+um+website.&tags=" target="_blank"><img src= "http://www.socialmarker.com/bookmark.gif" border="0" /></a><noscript><a href="http://www.socialmarker.com" >Social Bookmarking</a></noscript><img src="http://2getmarketing.com.br/?ak_action=api_record_view&id=341&type=feed" alt="" />]]></content:encoded>
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		</item>
		<item>
		<title>Os 4 P&#8217;s do inbound marketing</title>
		<link>http://2getmarketing.com.br//uncategorized/os-4-ps-do-inbound-marketing/</link>
		<comments>http://2getmarketing.com.br//uncategorized/os-4-ps-do-inbound-marketing/#comments</comments>
		<pubDate>Wed, 03 Dec 2008 18:21:28 +0000</pubDate>
		<dc:creator>Max Barbosa Ribeiro</dc:creator>
				<category><![CDATA[B2B]]></category>
		<category><![CDATA[Blogging & Blogs]]></category>
		<category><![CDATA[Estratégia]]></category>
		<category><![CDATA[Ferramentas de Marketing]]></category>
		<category><![CDATA[Internet Marketing]]></category>
		<category><![CDATA[Mídias Sociais]]></category>
		<category><![CDATA[SEO]]></category>
		<category><![CDATA[construção de links]]></category>
		<category><![CDATA[consultoria em marketing]]></category>
		<category><![CDATA[criação de conteúdo]]></category>
		<category><![CDATA[inbound marketing]]></category>
		<category><![CDATA[Web 2.0]]></category>

		<guid isPermaLink="false">http://2getmarketing.com.br/?p=326</guid>
		<description><![CDATA[No marketing tradicional temos os 4P&#8217;s:Produto,Pre&#231;o,Promo&#231;&#227;o e Ponto de Venda. Embora estes 4 Ps ainda sejam relevantes, a sua import&#226;ncia nos dias de hoje n&#227;o &#233; a mesma de antigamente. Eles competem com outros 4 P&#8217;s do inbound marketing: Personas, Participa&#231;&#227;o, Publica&#231;&#227;o e PageRank (Posi&#231;&#227;o nos mecanismos de busca). O inbound marketing se refere a [...]]]></description>
			<content:encoded><![CDATA[<div align="justify"><font size="2" face="Verdana">No marketing tradicional temos os 4P&#8217;s:Produto,Pre&ccedil;o,Promo&ccedil;&atilde;o e Ponto de Venda. Embora estes 4 Ps ainda sejam relevantes, a sua import&acirc;ncia nos dias de hoje n&atilde;o &eacute; a mesma de antigamente. Eles competem com outros 4 P&#8217;s do inbound marketing: Personas, Participa&ccedil;&atilde;o, Publica&ccedil;&atilde;o e PageRank (Posi&ccedil;&atilde;o nos mecanismos de busca).</font></p>
<p><font size="2" face="Verdana">O inbound marketing se refere a estrat&eacute;gias baseadas no marketing de permiss&atilde;o, onde se utilizam ferramentas como blogs, social networking e &acute;t&eacute;cnicas de otimiza&ccedil;&atilde;o lunto aos mecanismos de busca. Utilizando a estrat&eacute;gia de inbound marketing,a conex&atilde;o com o seu p&uacute;blico alvo &eacute; feita de forma passiva, quando eles procuram de forma ativa por uma oferta que esteja alinhada com seu produto/servi&ccedil;o.</font></p>
<p><font size="2" face="Verdana">Como resultado, obt&eacute;m se um sistema de gera&ccedil;&atilde;o de leads mais mensur&aacute;vel eficiente e eficaz.</font></p>
<p><font size="2" face="Verdana">Os 4 Ps do inbound marketing s&atilde;o:</font></p>
<p><font size="2" face="Verdana"><strong>1- PERSONAS</strong></font><br />
<font size="2" face="Verdana">Trata-se de estabelecer os perfis que comp&otilde;em o segmento de mercado que sua empresa atua e exerce influ&ecirc;ncia: seus leads, prospects, clientes, bloggers, publica&ccedil;&otilde;es online, rela&ccedil;&otilde;es p&uacute;blicas, etc;</font></p>
<p><font size="2" face="Verdana">Algumas das quest&otilde;es que devem ser respondidas para constru&ccedil;&atilde;o desses perfis s&atilde;o:</font></p>
<ul>
<li><font size="2" face="Verdana">Quais s&atilde;o os seus objetivos e aspira&ccedil;&otilde;es?</font></li>
<li><font size="2" face="Verdana">Quais s&atilde;o os seus problemas?</font></li>
<li><font size="2" face="Verdana">Quais m&iacute;dias eles confiam para efetuar consultas que respondam &agrave;s suas d&uacute;vidas?</font></li>
<li><font size="2" face="Verdana">Como se pode contact&aacute;-los?</font></li>
<li><font size="2" face="Verdana">O que &eacute; importante para eles?</font></li>
<li><font size="2" face="Verdana">Que palavras e frases eles utilizam?</font></li>
<li><font size="2" face="Verdana">Que tipos de imagem e ferramentas de comunica&ccedil;&atilde;o s&atilde;o mais adequadas para se comunicar com eles?</font></li>
<li><font size="2" face="Verdana">Qual &eacute; o grau de atividade deles na utiliza&ccedil;&atilde;o de m&iacute;dias sociais?</font></li>
<li><font size="2" face="Verdana">Eles participam com coment&aacute;rios em blogs?</font></li>
<li><font size="2" face="Verdana">Em qual redes sociais eles participam?</font></li>
<li><font size="2" face="Verdana">Eles utilizam leitores de RSS feeds?</font></li>
</ul>
<p>
<font size="2" face="Verdana">Quanto mais detalhada for a constru&ccedil;&atilde;o do perfil de seu publico alvo, mais subs&iacute;dios sua empresa ter&aacute; para construir ou adaptar um website que publique conte&uacute;do que diferencie sua marca, construa relacionamento, gere leads e conecte com clientes.</font></p>
<p>
<font size="2" face="Verdana"><strong>2- PARTICIPA&Ccedil;&Atilde;O</strong></font><br />
<font size="2" face="Verdana">As ferramentas de m&iacute;dia social criaram um impacto importante nos neg&oacute;cios e na sociedade.A web 2.0 permite compartilhar conhecimento, influenciar a audi&ecirc;ncia, efetuar mudan&ccedil;as internas e externas como nunca houve no passado.Ao mesmo tempo o p&uacute;blico possui acesso praticamente ilimitado &agrave;s informa&ccedil;&otilde;es e o poder de influenciar as opini&otilde;es e a&ccedil;&otilde;es de consumidores e de neg&oacute;cios atrav&eacute;s da internet no mundo todo, 24 horas por dia.</font></p>
<p><font size="2" face="Verdana">As empresas precisam participar da cria&ccedil;&atilde;o de conte&uacute;do e influenciar a audi&ecirc;ncia tarav&eacute;s das seguintes t&aacute;ticas:</font></p>
<p><font size="2" face="Verdana">monitorar feeds RSS dos blogs, forums e sites favoritos do seu segmento de mercado.</font><br />
<font size="2" face="Verdana">efetuar coment&aacute;rios em blogs</font><br />
<font size="2" face="Verdana">utilizar sites de redes sociais (LinkedIn,Facebook, etc)</font><br />
<font size="2" face="Verdana">Postar avalia&ccedil;&otilde;es e classifica&ccedil;&atilde;o de produtos/servi&ccedil;os</font><br />
<font size="2" face="Verdana">contribuir em discuss&otilde;es em forums.</font><br />
<font size="2" face="Verdana">conectar com pessoas (parceiros,clientes,formadores de opini&atilde;o, etc) atrav&eacute;s de ferramentas como o Twitter</font></p>
<p>
<font size="2" face="Verdana"><strong>3- PUBLICA&Ccedil;&Atilde;O</strong></font><br />
<font size="2" face="Verdana">A estrat&eacute;gia de inbound marketing difere do outbond marketing por n&atilde;o ser intrusiva e n&atilde;o requerer a compra de espa&ccedil;o em publica&ccedil;&otilde;es. O inbound marketing &eacute; movido por conte&uacute;do &#8211; blogs, podcasts, webinars, videos, press releases otimizados, artigos, estudo de casos, testemunhos, e eBooks.A web 2.0 se torna um canal de baixo custo para distribui&ccedil;&atilde;o de conte&uacute;do para alcan&ccedil;ar e influenciar consumidores.</font></p>
<p><font size="2" face="Verdana">Todo neg&oacute;cio deve possuir uma estrat&eacute;gia de publica&ccedil;&atilde;o focada nos inter&ecirc;sses e necessidades de seu p&uacute;blico-alvo.</font></p>
<p><font size="2" face="Verdana"><strong>4- PAGE RANK </strong>- Classifica&ccedil;&atilde;o nos mecanismos de busca </font></p>
<p><font size="2" face="Verdana">A classifica&ccedil;&atilde;o nos mecanismos de busca &eacute; estabelecida em fun&ccedil;&atilde;o de milh&otilde;es de vari&aacute;veis.Uma das vari&aacute;veis de grande peso est&aacute; relacionada a quantidade e a qualidade dos inbound links que s&atilde;o direcionados para o seu site.As estrat&eacute;gias mais importantes de inbound marketing a se adotar s&atilde;o de otimiza&ccedil;&atilde;o junto aos mecanismos de busca (SEO) e publica&ccedil;&atilde;o de conte&uacute;do.</font></p>
<p>
<font size="2" face="Verdana">Qual &eacute; a relev&acirc;ncia dos 4 Ps tradicionais para o seu neg&oacute;cio hoje em dia?</font><br />
<font size="2" face="Verdana">O que voc&ecirc; achou desses 4 Ps do inbound marketing?</font></div>
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		<title>Uso das ferramentas de Marketing de relacionamento no Brasil</title>
		<link>http://2getmarketing.com.br//uncategorized/uso-das-ferramentas-de-marketing-de-relacionamento-no-brasil/</link>
		<comments>http://2getmarketing.com.br//uncategorized/uso-das-ferramentas-de-marketing-de-relacionamento-no-brasil/#comments</comments>
		<pubDate>Tue, 02 Dec 2008 18:45:32 +0000</pubDate>
		<dc:creator>Max Barbosa Ribeiro</dc:creator>
				<category><![CDATA[Blogging & Blogs]]></category>
		<category><![CDATA[Estratégia]]></category>
		<category><![CDATA[Ferramentas de Marketing]]></category>
		<category><![CDATA[Internet Marketing]]></category>
		<category><![CDATA[blogs]]></category>
		<category><![CDATA[comunidades virtuais]]></category>
		<category><![CDATA[Marketing 2.0]]></category>
		<category><![CDATA[marketing de relacionamento]]></category>
		<category><![CDATA[Web 2.0]]></category>

		<guid isPermaLink="false">http://2getmarketing.com.br/?p=324</guid>
		<description><![CDATA[Mais de 90% das companhias brasileiras j&#225; est&#227;o na internet, segundo pesquisa da ag&#234;ncia de marketing direto Rapp Digital Brasil, feita com mais de 800 empresas de todos os portes. Entre as ferramentas on-line de marketing de relacionamento mais usadas, est&#227;o : os blogs, citados por 27,5% dos entrevistados as comunidades virtuais, com 26,8%, os [...]]]></description>
			<content:encoded><![CDATA[<div align="justify">
<p><font size="2" face="Verdana">Mais de 90% das companhias brasileiras j&aacute; est&atilde;o na internet, segundo pesquisa da ag&ecirc;ncia de marketing direto Rapp Digital Brasil, feita com mais de 800 empresas de todos os portes.</font></p>
<p>
<font size="2" face="Verdana">Entre as ferramentas on-line de marketing de relacionamento mais usadas, est&atilde;o :</font></p>
<ul>
<li><font size="2" face="Verdana">os blogs, citados por 27,5% dos entrevistados</font></li>
<li><font size="2" face="Verdana">as comunidades virtuais, com 26,8%,</font></li>
<li><font size="2" face="Verdana">os games on-line e o Second Life, ambos com cerca de 12%.</font></li>
</ul>
<p>
<font size="2" face="Verdana">Segundo a pesquisa, cerca de 56% das empresas ouvidas e que ainda n&atilde;o usam a web 2.0 querem passar a us&aacute;-la em dois anos</font>.</p>
</div>
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		<title>Quais são as implicações da Web 2.0 para o seu negócio?</title>
		<link>http://2getmarketing.com.br//uncategorized/quais-sao-as-implicacoes-da-web-20-para-o-seu-negocio/</link>
		<comments>http://2getmarketing.com.br//uncategorized/quais-sao-as-implicacoes-da-web-20-para-o-seu-negocio/#comments</comments>
		<pubDate>Mon, 24 Nov 2008 13:39:43 +0000</pubDate>
		<dc:creator>Max Barbosa Ribeiro</dc:creator>
				<category><![CDATA[B2B]]></category>
		<category><![CDATA[Blogging & Blogs]]></category>
		<category><![CDATA[Estratégia]]></category>
		<category><![CDATA[Ferramentas de Marketing]]></category>
		<category><![CDATA[Internet Marketing]]></category>
		<category><![CDATA[construção de relacionamento com prospects/clientes]]></category>
		<category><![CDATA[Marketing 2.0]]></category>
		<category><![CDATA[vendas 2.0]]></category>
		<category><![CDATA[Web 2.0]]></category>

		<guid isPermaLink="false">http://2getmarketing.com.br/?p=302</guid>
		<description><![CDATA[O termo Web 2.0 engloba diversas tend&#234;ncias e tecnologias. &#201; um termo que designa uma fase evolutiva da Word Wide Web, onde foram agregadas ferramentas de intera&#231;&#227;o, que utilizam novas tecnologias.Estas tecnologias permitem aos consumidores interagir com sua empresa e outros consumidores, participar e influenciar discuss&#245;es e controlar suas experi&#234;ncias.Futuramente n&#243;s estaremos lidando com novas [...]]]></description>
			<content:encoded><![CDATA[<div align="justify">
<p><font size="2" face="Verdana">O termo Web 2.0 engloba diversas tend&ecirc;ncias e tecnologias. &Eacute; um termo que designa uma fase evolutiva da Word Wide Web, onde foram agregadas ferramentas de intera&ccedil;&atilde;o, que utilizam novas tecnologias.Estas tecnologias permitem aos consumidores interagir com sua empresa e outros consumidores, participar e influenciar discuss&otilde;es e controlar suas experi&ecirc;ncias.Futuramente n&oacute;s estaremos lidando com novas tecnologias e estaremos na fase da Web 3.0, 4.0 &#8230;</font></p>
<p><font size="2" face="Verdana">Exemplos de algumas ferramentas: Blogs, Avalia&ccedil;&atilde;o por usu&aacute;rios,wikis, forums,RSS,podcasts,redes sociais,sites de compara&ccedil;&atilde;o de pre&ccedil;os</font>, video streaming, etc</p>
<p><font size="2" face="Verdana">O que isso significa para os neg&oacute;cios? Para a &aacute;rea de marketing significa que os consumidores est&atilde; se tornando mais sofisticados, se engajando em relacionamentos de prazos mais longos e mantendo maior controle sobre suas experi&ecirc;ncias online. Os relacionamentos com os visitantes do site est&atilde;o se tornando mais complexos e diversificados em rela&ccedil;&atilde;o &aacute;s ferramentas disponibilizadas.</font></p>
<p><font size="2" face="Verdana">Para se certificar que voc&ecirc; esteja gastando sua verba nas ferramentas que produzir&atilde;o maior impacto, &eacute; preciso adotar uma abordagem de mensura&ccedil;&atilde;o de resultados do valor criado por cada uma delas.&Eacute; preciso rastrear e monitorar o impacto nos neg&oacute;cios relacionados aos investimentos efetuados em ferramentas para medir a intera&ccedil;&atilde;o com os visitantes.</font></p>
<p><font size="2" face="Verdana">Obter sucesso na Web 2.0 significa mensurar e criar valor de engajamento com os prospects e clientes,criando um relacionamento de longo prazo, o que implica na ado&ccedil;&atilde;o de novas m&eacute;tricas.</font></p>
<p><font size="2" face="Verdana">As tecnologias Web 2.0 aplicadas &aacute; neg&oacute;cios servem para:</font></p>
<p><font size="2" face="Verdana">1- Permitir aos usu&aacute;rios desenvolver conte&uacute;do.</font><br />
<font size="2" face="Verdana">2- Proporcionar novos meios de se atingir um p&uacute;blico-alvo espec&iacute;fico.</font><br />
<font size="2" face="Verdana">3- Proporcionar aplicativos mais ricos e interativos que d&ecirc;em aos visitantes maior controle do conte&uacute;do que queiram receber.</font></p>
<p><font size="2" face="Verdana">As empresas precisam se quesionar:</font></p>
<p><font size="2" face="Verdana"><strong>Como meus clientes est&atilde;o se relacionando na Web 2.0? Estas tecnologias s&atilde;o novos canais de atra&ccedil;&atilde;o e relacionamento com meu publico-alvo? Quais indicadores podem mostrar que faz sentido adotar estas tecnologias? O meu p&uacute;blico alvo participa em blogs? Minha empresa serve um p&uacute;blico que se interessa por conte&uacute;do veiculado em streaming v&iacute;deo e podcasts?</strong></font></p>
<p><font size="2" face="Verdana"><strong>Quais s&atilde;o as aplica&ccedil;&otilde;es voltadas para neg&oacute;cios que a tecnologia Web 2.0 pode oferecer?</strong></font></p>
<p><font size="2" face="Verdana"><strong>Como eu fa&ccedil;o para saber se o uso dessas tecnologias est&aacute; sendo bom, e como se compara com outras alternativas? Aonde investir meu or&ccedil;amento? </strong></font></p>
<p><font size="2" face="Verdana">A estrat&eacute;gia de mensura&ccedil;&atilde;o de m&eacute;tricas vai depender de quais ferramentas s&atilde;o adotadas e de suas possibilidades associadas com a tecnologia de fornecer meios de rastrear e mensurar.</font></p>
<p><font size="2" face="Verdana">Colocar seus visitantes no controle se sua pr&oacute;pria experi&ecirc;ncia online significa oferecer conte&uacute;do e aplica&ccedil;&otilde;es que eles possam acessar aonde, quando e como (v&iacute;deo, audio, texto) eles acharem conveniente. Depende de onde eles estiverem, das tecnologias dispon&iacute;veis e de suas prefer&ecirc;ncias pessoais num determinado momento.</font></p>
<p><font size="2" face="Verdana">Cada um desses recurso pode alavancar muito as taxas de convers&atilde;o de um website.</font></p>
<p><font size="2" face="Verdana">Para entender&nbsp; o comportamento e prefer&ecirc;ncias de seus prospects e clientes &eacute; preciso mensurar cada intera&ccedil;&atilde;o deles com o website, associadas a um &uacute;nico indiv&iacute;duo.Um perfil individual da experi&ecirc;ncia online de cada prospect ou cliente deve ser criado.Com base neste perfil completo, &eacute; poss&iacute;vel personalizar a experi&ecirc;ncia, praticando o marketing one-to-one, entender seu comportamento em cada tipo de canal(marketing mix) e medir o valor dos clientes e das atividades de marketing.</font></p>
<p><font size="2" face="Verdana">Atrav&eacute;s do rastreamento das m&eacute;tricas corretas &eacute; poss&iacute;vel entender o valor do conte&uacute;do e das intera&ccedil;&otilde;es feitas ao longo do tempo atrav&eacute;s das diferentes ferramentas Web 2.0.Entendendo como estas ferramentas e t&eacute;cnicas afetam os resultados do neg&oacute;cio, voc&ecirc; poder&aacute; tomar as decis&otilde;es corretas de investimento em marketing.O marketing n&atilde;o pode se basear mais em dados por amostragem; precisa de solu&ccedil;&otilde;es de dados ao n&iacute;vel individual e comportamental.</font></p>
<p><font size="2" face="Verdana">Consulte a 2GetMarketing sem compromisso para uma opini&atilde;o de como escolher as tecnologias mais adequadas &aacute;s necessidades de sua empresa. </font></p>
</div>
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