tag:blogger.com,1999:blog-48637366673110292652023-11-16T04:15:02.513-03:00TrovãoConsultoria Náutica e Jurídica na Compra, Construção e Reforma de Embarcações Novas e UsadasNorbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.comBlogger42125tag:blogger.com,1999:blog-4863736667311029265.post-67861227299892272552020-08-12T16:11:00.016-03:002020-08-12T16:23:48.603-03:00O veleiro dos velejadores<p><span style="font-family: verdana;">Traduzido de <a href="https://www.seahorsemagazine.com/158-content/august-2020/924-the-yachtsman-s-yacht" style="background-color: white; text-align: justify;" target="_blank">https://www.seahorsemagazine.com/158-content/august-2020/924-the-yachtsman-s-yacht</a> por Norberto "Trovão" Mühle</span></p><p></p><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody><tr><td style="text-align: center;"><a href="https://www.seahorsemagazine.com/images/stories/2020-August/article5heading.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="438" data-original-width="650" height="438" src="https://www.seahorsemagazine.com/images/stories/2020-August/article5heading.jpg" width="650" /></a><br /><br /></td></tr><tr><td class="tr-caption" style="text-align: justify;"><span style="font-size: small;"><span class="ts-alignment-element"><span face="" lang="PT" style="font-family: "segoe ui", sans-serif;">Roda</span></span><span face="" lang="PT" style="font-family: "segoe ui", sans-serif;"> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_3">ou</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_4">cana</span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_5">–</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_6">por</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_7">que</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_8">não</span></span> os <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_9">dois?</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_10">O</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_11">grande</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_12">mestre</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_13">dos multicascos</span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_14">Loïck</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_15">Peyron</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_16">no</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_17">comando</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_18">de</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_19">um</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_20">Outremer</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_21">4X,</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_22">desfrutando</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_23">da</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_24">ergonomia</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_25">perfeita</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_26">do</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_27">plano</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_28">de</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_29">convés</span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_30">e</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_31">cockpit</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_32">bastante</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_33">inteligente</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_34">que</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_35">ele</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_36">ajudou</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_37">a</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_38">otimizar</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_39">para</span></span> uma <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_40">navegação</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_41">eficiente</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_42">e</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_43">agradável.</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_44">Muito</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_45">poucos</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_46">cats</span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_47">de</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_48">cruzeiro</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_49">têm</span></span>
<span data-is-focusable="true" id="tgtAlignment_50">a sensação <span class="ts-alignment-element">leve,</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_54">mas</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_55">altamente</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_56">envolvente</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_57">de
um leve sensível</span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_58">que</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_59">você</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_60">tem</span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_61">em</span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_62">um</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_63">monocasco</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_64">bem</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_65">equilibrado...</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_66">ou</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_67">um</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_68">Outremer!</span></span></span></span></span></span></span></span></span></span></span><br /></td></tr></tbody></table><span style="font-family: verdana;"></span><p></p><div style="text-align: justify;"><span style="font-family: verdana;"><br /></span></div><p></p><p></p><h4 style="text-align: justify;"><strong><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;"><span style="background-color: black; color: white; font-family: verdana;">A reputação da Outremer em fazer
ótimos multicascos de longa distância é causada diretamente pela experiência pessoal
em regatas oceânicas do fundador da empresa Gerard Danson – para quem a segurança
era inegociável</span></span></strong></h4><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;"><span lang="PT">Em uma ponta estão as “máquinas
de regata”. Na outra, os catamarãs de cruzeiro lotados de móveis, equipamentos e
sistemas domésticos. É quase uma escolha binária, mas no meio do espectro de desempenho
de multicascos uma marca se destaca. A Outremer construiu uma reputação exclusiva
como o único grande construtor de catamarãs que oferece um compromisso equilibrado
entre esses dois extremos.</span><span lang="PT"><o:p></o:p></span></span></p><span style="background-color: black;"><span style="font-family: verdana;"></span></span><p></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;"><span lang="PT"> </span>Nem sempre foi assim. A maioria dos
construtores começou na década de 1980 fazendo cats rápidos, confortáveis e divertidos,
destinados a marinheiros experientes que queriam cruzar longas distâncias e ganhar
algumas regatas também. Então novos modelos de quase todos os construtores começaram
a ficar progressivamente mais pesados, mais lentos, mais espaçosos – e menos gratificantes
para velejar.</span></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;"><span lang="PT"> </span>O principal motor dessa tendência,
que continua até hoje, é a indústria de charter de iates. Multicascos tendem a ter
muito mais espaço do que monocascos e, a menos que super-velados, eles são inerentemente
estáveis. Isso os torna ideais como uma plataforma de férias para uma gama mais
ampla de clientes de charter, incluindo capitães novatos, famílias com membros não-velejadores
e casais compartilhando um barco que querem um pouco de privacidade um do outro.</span></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;">Assim, os construtores começaram
a produzir iates de acordo com as especificações das companhias de charter: 40-45
pés de comprimento com pelo menos 6 pés de boca nas de proa para permitir camas
king-size; quatro banheiros grandes nas suítes; uma mastreação à prova de erros;
preço abaixo de €400.000 a dinheiro de hoje; e um curto prazo de entrega. As leis
fiscais também incentivaram o boom dos catamarãs de charter, permitindo que os proprietários
deduzissem o custo de seu barco de sua renda tributável se o barco estivesse envolvido
na indústria de charter.</span></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;"><span lang="PT"> </span>O fundador da Outremer, Gérard Danson,
recusou-se a seguir esse caminho. "Perguntei-lhe naquela época por que ele
não estava interessado em crescer seu negócio", diz Mattheiu Rougevin-Baville,
da Outremer. Ele me contou sobre sua experiência na regata Transmed em 1980, com
60-70kts de vento e ondas de seis a oito metros. Diversos barcos naufragaram ou
capotaram. Ele sobreviveu em um de seus próprios projetos e se convenceu de algumas
características ou atributos essenciais de segurança inegociáveis.</span></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;">Os atributos essenciais de Danson incluem cascos
longos e finos, borda-livre baixa, baixo centro de gravidade, distribuição de peso
centralizada e bolinas tipo guilhotina. "Ele estava bem ciente de que a empresa
não cresceria tão rápido quanto os outros que estavam mirando no mercado de charter,
mas disse que queria dormir à noite, sem se preocupar com a segurança dos proprietários",
explica Rougevin-Baville. "Levou tempo para crescer, mas estamos muito orgulhosos
de que você possa enfrentar qualquer tipo de tempo e ainda estar seguro em um Outremer."</span></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;"><span lang="PT">Hoje, a Outremer permanece fiel às
ideias de Danson. Mesmo seus modelos esportivos, o 4X de 48 pés, e o5X, de 60 pés,
não são excessivamente velados. "Ambos têm uma razão área de vela/deslocamento
(SA:D) de 14m² por ton no contravento e de 30m²/ton no vento folgado", diz
Rougevin-Baville. "Achamos que é a relação de potência máxima para manter uma
margem de segurança em um veleiro cruzeiro-regata." Acima de 14m² por tonelada,
o barco facilmente tira o casco de barla da água no contravento, o que tem sérias
implicações de segurança para a navegação oceânica.</span><span lang="PT"><o:p></o:p></span></span></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;"><span lang="PT"> </span>Em contraste, a maioria dos cats
de cruzeiro tem um SA:D de 7-10m²/tonelada no contravento e de 15-20m²/tonelada
no vento folgado. Eles podem ter mais área vélica do que um Outremer de comprimento
semelhante, mas eles são muito mais pesados. "O 4X mais leve que construímos
pesa 8,5 toneladas em condição de cruzeiro; nosso 5X mais leve tem 14,5 toneladas",
diz Rougevin-Baville. Compare isso com 20 ou 30 toneladas para um típico catamarã
de cruzeiro. "A principal diferença de desempenho não vem da potência extra,
mas da redução do arrasto e da melhor capacidade de orça", diz ele. "Há
muitas reivindicações sobre o desempenho, mas a verdadeira é a relação entre a força
do vento e a velocidade do barco."</span></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;"><span lang="PT"> </span>O comprimento da plataforma em
relação ao comprimento total é outra razão importante. Muitos cats de cruzeiro têm
uma plataforma quase tão longa quanto seus cascos, mas em um Outremer ela nunca
é mais de 50%. "Isso é muito importante para manter o barco leve, manter o
peso centrado e evitar ondas batendo sob o convés", explica Rougevin-Baville.
Multicascos são mais sensíveis à distribuição de peso do que monocascos porque não
têm uma quilha com lastro que coloca 35 a 50% de seu peso total na posição ideal
para reduzir o caturro. Quanto menor a plataforma, melhor a distribuição de peso
e mais suave o movimento do barco em um mar mexido. "As proas devem ser estreitas
também e não podem ter uma cama de casal larga se você quiser amortecer os
impactos e manter o movimento suave", diz ele. "A altura do centro de
gravidade (COG) e a distribuição de peso são cruciais em um multicasco se você se
preocupa em navegar com um movimento confortável."</span></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;"><span lang="PT"> </span>O 4X e o 5X ambos têm um COG vertical
muito baixo: apenas 70-75cm acima da linha d'água, 80cm mais baixo do que um
típico cat de cruzeiro. Isso é obtido, em parte, por ter baixa borda livre, um bimini
de carbono e decks, laterais dos cascos e superestrutura em sanduíche de espuma,
com as obras vivas em fibra monolítica mais pesada, mas também por não adicionar
um flybridge (que também eleva a retranca) e não montar a escota da mestra no teto
da cabine ou no bimini, o que exigiria reforços pesados.</span></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;"><span lang="PT"> </span>O clearance também é importante.
Ondas batendo na parte inferior da plataforma e cascos freiam o barco, exacerbam
o caturro causado pela má distribuição de peso e um COG alta, e podem impedir que
o barco orce mais efetivamente. Enquanto a maioria dos cats de cruzeiro tem 45-60cm
de clearance, os Outremer têm 85-95cm.</span></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;"><span lang="PT"> </span>A boca dos cascos é outro fator.
A especificação de charter dita uma boca para cada casco de 1,85 a 2,4 metros.
Em contraste, os cascos esguios de um Outremer – 1,2m para o 4X e 1,6m para o
5X – criam muito menos arrasto e não são propensos a caturrar. Os clientes têm
que escolher entre dois tipos diferentes de conforto. Um espaço mais amplo
dentro dos cascos significa um movimento menos confortável.</span></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;"><span lang="PT">As bolinas tipo guilhotina são
um diferencial adicional. Quase todos os outros catamarãs de cruzeiro têm
quilhas fixas. "Elas fazem uma enorme diferença", diz
Rougevin-Baville. "Sentimos que elas são obrigatórias para a segurança
(fugir de mau tempo, por exemplo). Um ângulo de cambada de 90° permite que você
navegue em qualquer lugar, mais rápido do que a maioria. Quilhas fixas geralmente
dão um ângulo de 110°-120° e se você adicionar alguma corrente, você não pode
fazer progressos sem usar os motores.'</span><span lang="PT"><o:p></o:p></span></span></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;"><span lang="PT"> </span>O aumento de desempenho em orça
das bolinas tipo guilhotina é impressionante. "O melhor VMG geralmente é
em torno de 48-53°", diz ele. "Um Outremer vencerá um bom monocasco
de regata-cruzeiro em boas condições, com uma velocidade-alvo no contravento de
10kts a 47° TWA em um verdadeiro vento de 15kts." Poucos outros cats conseguem
isso.</span></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;"><span lang="PT"> </span>Ele menciona uma volta ao mundo em
que dois amigos – um com um Outremer, o outro em um catamarã com quilhas fixas –
navegaram o mesmo trajeto: "O Outremer passou menos de 5% do tempo em orça,
o outro barco, 30%. Quando você consegue navegar no contravento de forma eficiente,
você gasta menos tempo fazendo isso. E ninguém gosta de ficar contra o vento por
muito tempo.</span></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;">As bolinas tipo guilhotina não são
um risco? "Eles são projetados para ser um “fusível”: se você bater em algo
com força, elas vão quebrar", diz ele. A caixa de colisão dianteira da bolina
se vai primeiro, depois a traseira, e então a coisa toda cai fora. "Não é grande
coisa, você pode usar a outra. É por isso que não somos grandes fãs de bolinas assimétricas.</span></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;"><span class="ts-alignment-element"><span lang="PT"> </span></span><span class="ts-alignment-element"><span lang="PT">Os</span></span><span lang="PT"> <span class="ts-alignment-element">métodos</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">construção</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">Outremer</span>
<span class="ts-alignment-element">também</span> <span class="ts-alignment-element">são</span> <span class="ts-alignment-element">diferentes.</span>
<span class="ts-alignment-element">A</span> <span class="ts-alignment-element">maioria</span>
<span class="ts-alignment-element">dos</span> <span class="ts-alignment-element">construtores</span>
<span class="ts-alignment-element">monta</span> <span class="ts-alignment-element">um</span>
<span class="ts-alignment-element">catamarã</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">cruzeiro</span>
<span class="ts-alignment-element">em</span> <span class="ts-alignment-element">algumas</span>
<span class="ts-alignment-element">semanas</span> <span class="ts-alignment-element">colando</span> <span class="ts-alignment-element">peças</span>
<span class="ts-alignment-element">pré-fabricadas.</span> <span class="ts-alignment-element">Um</span> <span class="ts-alignment-element">Outremer</span>
<span class="ts-alignment-element">leva</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">sete</span> <span class="ts-alignment-element">a</span>
<span class="ts-alignment-element">nove</span> <span class="ts-alignment-element">meses</span>
<span class="ts-alignment-element">para</span> <span class="ts-alignment-element">ser</span>
<span class="ts-alignment-element">construído,</span> <span class="ts-alignment-element">laminado</span> <span class="ts-alignment-element">inteiramente</span>
<span class="ts-alignment-element">à</span> <span class="ts-alignment-element">mão</span>
<span class="ts-alignment-element">como</span> <span class="ts-alignment-element">uma</span>
<span class="ts-alignment-element">única</span> <span class="ts-alignment-element">peça</span>
<span class="ts-alignment-element">sólida,</span> <span class="ts-alignment-element">incluindo</span> <span class="ts-alignment-element">suportes</span>
<span class="ts-alignment-element">e</span> <span class="ts-alignment-element">prateleiras.</span>
<span class="ts-alignment-element">A mobília interna é fixada através de uma conexão
flexível</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">Sikaflex,</span> <span class="ts-alignment-element">não</span>
<span class="ts-alignment-element">rigidamente</span> <span class="ts-alignment-element">colada.</span> <span class="ts-alignment-element">O</span>
<span class="ts-alignment-element">resultado</span> <span class="ts-alignment-element">é</span> <span class="ts-alignment-element">um</span> <span class="ts-alignment-element">barco</span> <span class="ts-alignment-element">muito</span>
<span class="ts-alignment-element">rígido</span> <span class="ts-alignment-element">sem</span> <span class="ts-alignment-element">nenhum</span>
<span class="ts-alignment-element">ranger,</span> <span class="ts-alignment-element">chiado,</span> ou <span class="ts-alignment-element">estralo</span>
<span class="ts-alignment-element">que</span> <span class="ts-alignment-element">a maioria
dos multicascos fazem em mares agitados.</span></span></span></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;"><span class="ts-alignment-element"><span lang="PT"> </span></span>Resina estervinílica é usada como barreira contra osmose e para laminação
de fibra de carbono, mas a poliéster é usada nos outros lugares. "É muito
prático para facilidade de reparo", explica. "Você não ficará preso
por semanas até que um estaleiro com um ambiente controlado possa lidar com seu
barco de oito ou nove metros de largura. Nos trópicos, onde 100% de umidade é
comum, ajuda a ser capaz de laminar um reparo com qualquer resina que você
possa encontrar. Você não pode fazer isso com um composto de alta tecnologia.</span></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;"><span class="ts-alignment-element"><span lang="PT">Os</span></span><span lang="PT"> clientes <span class="ts-alignment-element">podem</span>
<span class="ts-alignment-element">especificar</span> <span class="ts-alignment-element">quanta</span> <span class="ts-alignment-element">fibra</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">carbono</span>
<span class="ts-alignment-element">é</span> <span class="ts-alignment-element">usada.</span>
<span class="ts-alignment-element">"Temos</span> <span class="ts-alignment-element">uma</span> <span class="ts-alignment-element">ferramenta</span>
<span class="ts-alignment-element">para</span> <span class="ts-alignment-element">definir</span>
<span class="ts-alignment-element">o</span> <span class="ts-alignment-element">compromisso</span>
<span class="ts-alignment-element">ideal</span> <span class="ts-alignment-element">entre</span>
<span class="ts-alignment-element">custo</span> <span class="ts-alignment-element">e</span>
<span class="ts-alignment-element">peso,</span> <span class="ts-alignment-element">dependendo</span>
<span class="ts-alignment-element">do</span> <span class="ts-alignment-element">resultado</span>
<span class="ts-alignment-element">que</span> <span class="ts-alignment-element">o</span>
<span class="ts-alignment-element">comprador</span> <span class="ts-alignment-element">quer</span> <span class="ts-alignment-element">alcançar",</span>
<span class="ts-alignment-element">diz</span> <span class="ts-alignment-element">Rougevin-Baville.</span>
<span class="ts-alignment-element">"Você</span> <span class="ts-alignment-element">adiciona</span> <span class="ts-alignment-element">mais</span>
<span class="ts-alignment-element">carbono</span> <span class="ts-alignment-element">para</span> <span class="ts-alignment-element">ir</span>
<span class="ts-alignment-element">mais</span> <span class="ts-alignment-element">rápido</span>
<span class="ts-alignment-element">ou</span> <span class="ts-alignment-element">para</span>
<span class="ts-alignment-element">compensar</span> <span class="ts-alignment-element">equipamentos</span> <span class="ts-alignment-element">pesados.</span> <span class="ts-alignment-element">É</span>
<span class="ts-alignment-element">claro</span> <span class="ts-alignment-element">que</span>
<span class="ts-alignment-element">o</span> <span class="ts-alignment-element">preço</span>
<span class="ts-alignment-element">sobe,</span> <span class="ts-alignment-element">então</span>
<span class="ts-alignment-element">nossa</span> <span class="ts-alignment-element">ferramenta</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">custo/peso</span>
<span class="ts-alignment-element">é</span> <span class="ts-alignment-element">útil</span>
<span class="ts-alignment-element">para</span> <span class="ts-alignment-element">decidir</span>
<span class="ts-alignment-element">onde</span> <span class="ts-alignment-element">definir</span>
<span class="ts-alignment-element">o</span> <span class="ts-alignment-element">limite."</span>
<span class="ts-alignment-element">Um</span></span><span class="ts-alignment-element"><span lang="PT">
</span></span><span class="ts-alignment-element"><span lang="PT">barco</span><span lang="PT"> </span></span><span class="ts-alignment-element"><span lang="PT">construído à mão, adaptado exatamente
aos seus planos custa, naturalmente,</span><span lang="PT"> </span></span><span class="ts-alignment-element"><span lang="PT">mais</span></span><span lang="PT"> <span class="ts-alignment-element">do</span> <span class="ts-alignment-element">que</span>
<span class="ts-alignment-element">um</span> <span class="ts-alignment-element">modelo</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">produção</span>
<span class="ts-alignment-element">padrão,</span> <span class="ts-alignment-element">mas</span> <span class="ts-alignment-element">devido</span>
<span class="ts-alignment-element">a</span> <span class="ts-alignment-element">uma</span>
<span class="ts-alignment-element">combinação</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">qualidade</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">construção,</span>
<span class="ts-alignment-element">desempenho</span> <span class="ts-alignment-element">e</span> <span class="ts-alignment-element">capacidade</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">cruzeiro</span>
<span class="ts-alignment-element">no</span> <span class="ts-alignment-element">oceano,</span>
<span class="ts-alignment-element">os</span> <span class="ts-alignment-element">Outremers</span>
<span class="ts-alignment-element">mantêm</span> <span class="ts-alignment-element">seu</span> <span class="ts-alignment-element">valor</span>
<span class="ts-alignment-element">notavelmente</span> <span class="ts-alignment-element">bem</span> <span class="ts-alignment-element">e</span>
<span class="ts-alignment-element">são</span> <span class="ts-alignment-element">altamente</span>
<span class="ts-alignment-element">procurados</span> <span class="ts-alignment-element">no</span> <span class="ts-alignment-element">mercado</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">segunda</span>
<span class="ts-alignment-element">mão.</span></span></span></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span style="background-color: black; font-family: verdana;"><span class="ts-alignment-element"><span lang="PT"> </span></span><span>Apesar
de serem construídos para travessias oceânicas, com equipamentos como máquinas
de lavar a bordo, os Outremer têm apresentado desempenho impressionante em
regatas de longo percurso: fita-azul em diversas edições do ARC e Transmed, uma
vitória na OSTAR em 2000 e primeiro barco de série na Rota do Rum de 2018. E
embora a Outremer nunca tenha construído um barco de regatas, isso está prestes
a mudar. ‘Temos vários projetos em andamento para a próxima Rota do Rum’ revela
Rougevin-Baville. ‘Pela primeira vez eles pretendem correr “para valer”, então,
devemos começar a expandir os limites em breve!’</span></span></p><p class="MsoNormal" style="background: rgb(253, 253, 253); text-align: justify;"><span style="font-family: verdana;"><span style="background-color: transparent;"><br /></span></span></p><p class="MsoNormal" style="background: rgb(253, 253, 253); text-align: justify;"><span style="font-family: verdana;"></span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://www.seahorsemagazine.com/images/stories/2020-August/article5pic2.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="167" data-original-width="250" height="209" src="https://www.seahorsemagazine.com/images/stories/2020-August/article5pic2.jpg" width="313" /></a></td></tr></tbody></table><p></p><p class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;"><span class="ts-alignment-element"><span lang="PT"><span style="background-color: black; font-family: verdana; font-size: small;">Acima</span></span></span><span lang="PT"><span style="background-color: black; font-family: verdana; font-size: small;"> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_1">e</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_2">abaixo:</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_3">os</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_4">proprietários</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_5">desfrutam</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_6">de</span></span> </span><span class="ts-alignment-element"><span style="background-color: black; font-family: verdana; font-size: small;"><span data-is-focusable="true" id="tgtAlignment_7">regatas</span> </span><span class="ts-alignment-element"><span style="background-color: black; font-family: verdana; font-size: small;"><span data-is-focusable="true" id="tgtAlignment_8">parelhas</span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_9">e</span></span> </span><span class="ts-alignment-element"><span style="background-color: black; font-family: verdana; font-size: small;"><span data-is-focusable="true" id="tgtAlignment_10">bem disputadas</span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_11">na</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_12">Outremer</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_13">Cup</span>,</span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_14">organizada</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_15">anualmente</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_16">pelo</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_17">estaleiro.</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_18">Acima:</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_19">a</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_20">redução</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_21">e</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_22">a</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_23">distribuição</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_24">de</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_25">peso</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_26">muito</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_27">cuidadosas</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_28">são</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_29">fundamentais</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_30">para</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_31">o</span></span> </span><span class="ts-alignment-element"><span style="background-color: black; font-family: verdana; font-size: small;"><span data-is-focusable="true" id="tgtAlignment_32">desempenho</span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_35">e</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_36">o</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_37">movimento</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_38">confortável.</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_39">Até</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_40">os</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_41">móveis</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_42">são</span></span>
</span><span data-is-focusable="true" id="tgtAlignment_43"><span style="background-color: black; font-family: verdana; font-size: small;">em sanduíche de <span class="ts-alignment-element">espuma</span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_44">para</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_45">economizar</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_46">peso,</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_47">o</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_48">que</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_49">significa</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_50">mais</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_51">velocidade:</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_52">os</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_53">tempos</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_54">de</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_55">uma</span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_56">travessia transatlântica</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_57">são</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_58">tipicamente</span></span> de <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_59">apenas</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_60">10</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_61">a</span></span> <span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_62">13</span></span>
<span class="ts-alignment-element"><span data-is-focusable="true" id="tgtAlignment_63">dias</span>.</span></span></span><span class="ts-alignment-element" face="" style="background-color: #fdfdfd; font-family: "segoe ui", sans-serif; font-size: 10.5pt;"><span lang="PT" style="font-size: 10.5pt;"><o:p></o:p></span></span></span></span></span></span></span></span></p><p class="MsoNormal" style="background: rgb(253, 253, 253); text-align: justify;"><span style="font-family: verdana;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><a href="https://www.seahorsemagazine.com/images/stories/2020-August/article5pic3.jpg" style="margin-left: 1em; margin-right: 1em;"><br /><img border="0" data-original-height="171" data-original-width="250" height="214" src="https://www.seahorsemagazine.com/images/stories/2020-August/article5pic3.jpg" width="313" /></a></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><br /></span></div><p></p>Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0tag:blogger.com,1999:blog-4863736667311029265.post-44911418176261064712020-07-09T15:19:00.001-03:002020-07-09T15:19:50.503-03:00Como dimensionar um catamarã à vela?<div class="separator" style="clear: both; text-align: center;">
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text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div>Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0tag:blogger.com,1999:blog-4863736667311029265.post-11619449196022947132020-06-22T17:25:00.002-03:002020-06-22T17:26:42.995-03:00Barcos: manutenção em dia = segurança<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Não podemos cair no erro de
imaginar que um barco seja apenas diversão, passeios por lugares paradisíacos,
com areias branquinhas e água cristalina. Na verdade, como diz um amigo, “barco
é 10% diversão 90% manutenção”. Pode ser que a proporção não seja bem essa, mas
deu para entender a ideia, não é?<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
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<span style="font-family: Verdana, sans-serif;">Além disso, temos sempre que nos
lembrar de um sujeito chamado Murphy e sua famosa “lei” sobre probabilidades – se
algo tiver que dar errado vai ser no pior momento possível, da pior maneira
possível ou da maneira que cause mais dano... Ou seja, seu motor não vai falhar
no píer da marina, mas sim quando você estiver no meio do maior perrengue, bem perto
de um costão, com as ondas rebentando – isso é Murphy na prática.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
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<span style="font-family: Verdana, sans-serif;">Por isso, nunca é demais ressaltar
a importância de uma manutenção bem feita, que ajude a minimizar o risco de
surpresas desagradáveis.<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Um dos principais (se não <b><u>o</u></b>
principal) fatores para a segurança da navegação em nossos barcos, sejam
veleiros ou lanchas, é, sem sombra de dúvida, a correta e adequada manutenção preditiva/preventiva
dos mesmos pois, se for apenas corretiva, o evento danoso e potencialmente
gerador de risco para a segurança já terá ocorrido.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Isso nos traz à presente condição
do meu barco, o trimarã Trovão, um SeaClipper 28 construído em <i>ply-glass</i>
(compensado impregnado em resina epóxi e revestido com fibra de vidro) em 1985.</span></div>
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<span style="font-family: Verdana, sans-serif;"><br /></span></div>
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<span style="font-family: Verdana, sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3vmdSjhzhXx7xJKgKmr5IVXAqL9KX3H_FSOWwoYkmiJp5sbgJxXMx-4Gg-1faKs9jkxCRTZ6M7sfUZdNENvB4ts4kaxIKBFnsge10S4Jc_zdACKWl9BcKhrb4N60O40uLfshtCti2tbDW/s1600/WhatsApp+Image+2019-08-18+at+14.22.29+%25285%2529.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="622" data-original-width="1280" height="308" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3vmdSjhzhXx7xJKgKmr5IVXAqL9KX3H_FSOWwoYkmiJp5sbgJxXMx-4Gg-1faKs9jkxCRTZ6M7sfUZdNENvB4ts4kaxIKBFnsge10S4Jc_zdACKWl9BcKhrb4N60O40uLfshtCti2tbDW/s640/WhatsApp+Image+2019-08-18+at+14.22.29+%25285%2529.jpeg" width="640" /></a></span></div>
<br />
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<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Um parênteses: <span style="mso-spacerun: yes;"> </span>cada material tem as suas particularidades -
alguns aguentam um pouco mais de “desaforos” em termos de manutenção deficiente
ou postergada, outros menos; mas uma coisa é certa, todos eles exigem alguma
manutenção, não existe material que possa ser simplesmente relegado ao esquecimento
– isto vale para fibra, sob todas as formas, madeira, alumínio, aço, etc etc,
ou qualquer combinação entre eles.<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;"><br /></span></div>
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<span style="font-family: Verdana, sans-serif;">Quando se compra um barco usado,
mesmo fazendo uma boa vistoria prévia, se acaba sujeito a algumas surpresas,
decorrentes de como os proprietários anteriores (des)cuidaram do barco.<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;"><br /></span></div>
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<span style="font-family: Verdana, sans-serif;">Quando, há um ano, (<a href="https://trovaosailing.blogspot.com/2020/05/trovao-deixou-de-ser-apenas-o-meu.html" target="_blank">para ler o post, clique aqui</a>) eu “salvei” meu barco do abandono e do destino fatal de se transformar
eventualmente em combustível para uma fogueira de São João, eu sabia que havia
alguns pontos suspeitos, já identificados na vistoria que eu fiz, inclusive
este no cockpit.</span></div>
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<span style="font-family: Verdana, sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn_KTb8TX9hvEz6w7Ltm6q7i760dujm7J3z_TYjzi61lBDtrLj9IM-Be_6OaDp9PX4J-IhVwWYjjCMoGa6Mk6-CrevkyaE8ZbihEYfTTBuNe-laL-wszWQ0soQz-SPG4r_73zFs4HIe6Up/s1600/WhatsApp+Image+2019-05-05+at+15.17.19.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="864" data-original-width="1152" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn_KTb8TX9hvEz6w7Ltm6q7i760dujm7J3z_TYjzi61lBDtrLj9IM-Be_6OaDp9PX4J-IhVwWYjjCMoGa6Mk6-CrevkyaE8ZbihEYfTTBuNe-laL-wszWQ0soQz-SPG4r_73zFs4HIe6Up/s640/WhatsApp+Image+2019-05-05+at+15.17.19.jpeg" width="640" /></a></span></div>
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<span style="font-family: Verdana, sans-serif;">Obviamente o passar do tempo só
faz piorar a situação. O barco foi bem construído, dentro do que a técnica
escolhida exige – o compensado foi impregnado em resina epóxi e depois
revestido com fibra de vidro. O problema é que no correr dos anos, os diversos
proprietários anteriores foram mexendo no convés, mudando ferragens de lugar
etc., sem cuidarem de impermeabilizar corretamente os furos, de modo que o
material do núcleo ficou exposto à infiltração de água. <o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2qyIR3zIvx4LX02Ay7V1oajAEBLAH5_VeiepT4uNvxt-Ym1kJMIBmmK6xp1bS4junaTnMgVrEgO2zyLNMw21_syOby3c6nYUQmRsGI0hs9kEIqFsRUmtqRFdipIOkjX5-TroBSax6m5Vh/s1600/WhatsApp+Image+2020-06-04+at+13.20.10.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1152" data-original-width="648" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2qyIR3zIvx4LX02Ay7V1oajAEBLAH5_VeiepT4uNvxt-Ym1kJMIBmmK6xp1bS4junaTnMgVrEgO2zyLNMw21_syOby3c6nYUQmRsGI0hs9kEIqFsRUmtqRFdipIOkjX5-TroBSax6m5Vh/s640/WhatsApp+Image+2020-06-04+at+13.20.10.jpeg" width="360" /></a></div>
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<span style="font-family: Verdana, sans-serif;">Somando-se mais de duas décadas
de poucos cuidados e exposição às intempéries, a água que entrou foi agindo e o
resultado é que, por fora, a fibra estava intacta mas, por dentro, o compensado,
em diversos lugares, tinha virado um papelão encharcado. Minha ideia inicial
era apenas consertar os pontos estragados mas, à medida que fui mexendo, me dei
conta que seria mais fácil remover tudo e fazer uma peça inteira nova do que um
monte de remendos. <o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Como desgraça nunca vem sozinha,
o excesso de umidade presente no compensado afetou algumas partes de madeira
integrantes da estrutura do convés e do casco e, o que parecia, de início, um
pequeno conserto, acabou se transformando em uma obra de bom porte. Vou
aproveitar a função e fazer algumas alterações no layout de modo a tornar o uso
do barco mais fácil e confortável.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLF2BGULfUdg3m_erIS61aTxaau5Sf5rabdOotfZ0QY5FXokN7Ds88c9C0_w3qw2xJql6fo333S-567jRIPNNa94CaUTscSSirrAeiM50BpU9yu3ybSqiu2CguIH__UWGhIWHv7sgqs-gm/s1600/cockpit+trov%25C3%25A3o.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1149" data-original-width="644" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLF2BGULfUdg3m_erIS61aTxaau5Sf5rabdOotfZ0QY5FXokN7Ds88c9C0_w3qw2xJql6fo333S-567jRIPNNa94CaUTscSSirrAeiM50BpU9yu3ybSqiu2CguIH__UWGhIWHv7sgqs-gm/s640/cockpit+trov%25C3%25A3o.png" width="358" /></a></div>
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<span style="font-family: Verdana, sans-serif;">Lição – é preferível, em termos
de tempo e dinheiro investidos (sem falar na impossibilidade de navegar), fazer
um pouco de manutenção regularmente do que ter que fazer uma grande reforma de
uma só vez ou, ainda pior, uma reconstrução em razão de um acidente.<o:p></o:p></span></div>
<br />Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0tag:blogger.com,1999:blog-4863736667311029265.post-43776423017590486682020-06-08T13:19:00.010-03:002020-06-09T14:22:40.940-03:00Estratégias de mau-tempo para catamarãs<br />
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<span style="font-family: verdana, sans-serif;">Traduzido do original <a href="https://www.sailmagazine.com/multihulls/heavy-weather-strategies-when-sailing-a-catamaran">https://www.sailmagazine.com/multihulls/heavy-weather-strategies-when-sailing-a-catamaran</a> - PETER JOHNSTONE</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnmUE3bm1v7y947D_ZqUMwwkRM8kEWaZtfu9LrXjT9wXm2xdpCGL7yBTmx8YGAQORjwSOJQW6PEwyXOnvQ_VBeE8VfakXYzkEelF9gmbLwNRKAk7-HBRNN2LKjU2btSY4zpLzLndvK_C9X/s1600/Estrat%25C3%25A9gias+mau-tempo+catamar%25C3%25A3+01.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="450" data-original-width="600" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnmUE3bm1v7y947D_ZqUMwwkRM8kEWaZtfu9LrXjT9wXm2xdpCGL7yBTmx8YGAQORjwSOJQW6PEwyXOnvQ_VBeE8VfakXYzkEelF9gmbLwNRKAk7-HBRNN2LKjU2btSY4zpLzLndvK_C9X/s640/Estrat%25C3%25A9gias+mau-tempo+catamar%25C3%25A3+01.png" width="640" /></a></div>
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<span style="font-family: verdana, sans-serif;"><br /></span></div>
<span class="ts-alignment-element" style="font-family: verdana, sans-serif; text-align: justify;"><div style="text-align: justify;"><span class="ts-alignment-element" style="font-family: verdana, sans-serif; text-align: justify;"><span lang="PT" style="line-height: 107%;">Por</span></span><span lang="PT" style="font-family: verdana, sans-serif; line-height: 107%; text-align: justify;"> <span class="ts-alignment-element">sua</span> <span class="ts-alignment-element">natureza,</span>
<span class="ts-alignment-element">catamarãs</span> <span class="ts-alignment-element">de grande porte</span> <span class="ts-alignment-element">são</span>
<span class="ts-alignment-element">excepcionalmente</span> <span class="ts-alignment-element">seguros</span> <span class="ts-alignment-element">em mar aberto.</span> <span class="ts-alignment-element">Não</span> <span class="ts-alignment-element">é</span> <span class="ts-alignment-element">incomum</span>
<span class="ts-alignment-element">navegar</span> em <span class="ts-alignment-element">condições</span> m<span class="ts-alignment-element">edianamente</span> d<span class="ts-alignment-element">esconfortáveis,</span> <span class="ts-alignment-element">como</span> <span class="ts-alignment-element">um</span>
<span class="ts-alignment-element">vendaval,</span> <span class="ts-alignment-element">apenas</span> <span class="ts-alignment-element">para</span> </span><span class="ts-alignment-element">chegar</span> <span class="ts-alignment-element">ao</span> <span class="ts-alignment-element">porto</span>
<span class="ts-alignment-element">e</span> <span class="ts-alignment-element">ouvir</span>
<span class="ts-alignment-element">velejadores de monocascos</span> <span class="ts-alignment-element">falar</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">"sobreviver"</span> a um mau-<span class="ts-alignment-element">tempo</span>
<span class="ts-alignment-element">horrível.</span> <span class="ts-alignment-element">Um</span> <span class="ts-alignment-element">grande</span>
<span class="ts-alignment-element">catamarã</span> <span class="ts-alignment-element">moderno</span> <span class="ts-alignment-element">tem</span>
<span class="ts-alignment-element">muita</span> <span class="ts-alignment-element">flutuação</span>
<span class="ts-alignment-element">e</span> <span class="ts-alignment-element">excepcional</span>
<span class="ts-alignment-element">inércia</span> <span class="ts-alignment-element">ao balanço.</span> <span class="ts-alignment-element">Juntos,</span>
<span class="ts-alignment-element">estes</span> <span class="ts-alignment-element">fazem</span>
com que <span class="ts-alignment-element">um</span> <span class="ts-alignment-element">capotamento,</span> <span class="ts-alignment-element">ou</span> <span class="ts-alignment-element">inversão,</span>
seja <span class="ts-alignment-element">altamente</span> <span class="ts-alignment-element">improvável.</span> <span class="ts-alignment-element">Uma</span>
<span class="ts-alignment-element">onda</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">30</span> <span class="ts-alignment-element">pés</span>
<span class="ts-alignment-element">(~9,0m) atingindo</span> <span class="ts-alignment-element">um</span> <span class="ts-alignment-element">catamarã
pelo través</span> <span class="ts-alignment-element">simplesmente</span> <span class="ts-alignment-element">fará</span> <span class="ts-alignment-element">o</span>
<span class="ts-alignment-element">barco</span> <span class="ts-alignment-element">deslizar</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">lado.</span></div></span><div><div style="text-align: justify;"><span class="ts-alignment-element" style="font-family: verdana, sans-serif;"><span lang="PT" style="line-height: 107%;"><br /></span></span></div><div style="text-align: justify;"><span class="ts-alignment-element" style="font-family: verdana, sans-serif;"><span lang="PT" style="line-height: 107%;">Na</span></span><span lang="PT" style="font-family: verdana, sans-serif; line-height: 107%;"> <span class="ts-alignment-element">maioria</span> <span class="ts-alignment-element">das</span>
<span class="ts-alignment-element">travessias em mar aberto,</span> <span class="ts-alignment-element">comunicações</span> <span class="ts-alignment-element">e</span> <span class="ts-alignment-element">informações</span>
<span class="ts-alignment-element">meteorológicas</span> <span class="ts-alignment-element">avançadas</span> <span class="ts-alignment-element">devem</span>
<span class="ts-alignment-element">impedi-lo</span> <span class="ts-alignment-element">de sequer</span> <span class="ts-alignment-element">passar
por</span> <span class="ts-alignment-element">vendavais</span> de verdade <span class="ts-alignment-element">ou</span> <span class="ts-alignment-element">condições</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">sobrevivência.</span>
<span class="ts-alignment-element">Os</span> <span class="ts-alignment-element">maiores</span>
<span class="ts-alignment-element">riscos</span> <span class="ts-alignment-element">ocorrem</span> <span class="ts-alignment-element">em</span>
<span class="ts-alignment-element">travessias</span> <span class="ts-alignment-element">em</span> <span class="ts-alignment-element">um</span>
<span class="ts-alignment-element">eixo</span> <span class="ts-alignment-element">norte-sul</span>
<span class="ts-alignment-element">entre</span> <span class="ts-alignment-element">as</span>
<span class="ts-alignment-element">estações.</span> <span class="ts-alignment-element">Travessias</span> <span class="ts-alignment-element">no</span>
<span class="ts-alignment-element">início</span> <span class="ts-alignment-element">da</span> <span class="ts-alignment-element">primavera</span>
<span class="ts-alignment-element">ou</span> <span class="ts-alignment-element">no</span>
<span class="ts-alignment-element">final</span> <span class="ts-alignment-element">do</span>
<span class="ts-alignment-element">outono</span> <span class="ts-alignment-element">entre</span> <span class="ts-alignment-element">a</span>
<span class="ts-alignment-element">Nova</span> <span class="ts-alignment-element">Inglaterra
(costa nordeste dos EUA)</span> <span class="ts-alignment-element">e</span> <span class="ts-alignment-element">o</span> <span class="ts-alignment-element">Caribe,</span>
<span class="ts-alignment-element">em águas do leste do</span> <span class="ts-alignment-element">Atlântico nas costas</span> <span class="ts-alignment-element">européias,</span> <span class="ts-alignment-element">ou</span>
<span class="ts-alignment-element">em</span> <span class="ts-alignment-element">rotas</span>
<span class="ts-alignment-element">entre</span> <span class="ts-alignment-element">o</span>
<span class="ts-alignment-element">Pacífico</span> <span class="ts-alignment-element">Sul</span> <span class="ts-alignment-element">e</span>
<span class="ts-alignment-element">a</span> <span class="ts-alignment-element">Nova</span>
<span class="ts-alignment-element">Zelândia</span> <span class="ts-alignment-element">são</span> <span class="ts-alignment-element">onde</span>
<span class="ts-alignment-element">você</span> <span class="ts-alignment-element">normalmente</span>
<span class="ts-alignment-element">tem</span> <span class="ts-alignment-element">a</span>
<span class="ts-alignment-element">chance</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">experimentar</span>
<span class="ts-alignment-element">uma</span> <span class="ts-alignment-element">“boa
surra”</span> <span class="ts-alignment-element">em alto-mar.</span> <span class="ts-alignment-element">Siga</span> <span class="ts-alignment-element">as</span>
<span class="ts-alignment-element">orientações</span> <span class="ts-alignment-element">descritas</span> <span class="ts-alignment-element">nas
<i>“World Cruising Routes”</i></span> (<span class="ts-alignment-element">Rotas</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">Cruzeiro
Mundiais),</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">Jimmy</span> <span class="ts-alignment-element">Cornell,</span>
<span class="ts-alignment-element">e</span> <span class="ts-alignment-element">esses</span>
<span class="ts-alignment-element">riscos</span> <span class="ts-alignment-element">serão</span> <span class="ts-alignment-element">minimizados.</span>
<span class="ts-alignment-element">Independentemente</span> <span class="ts-alignment-element">disso,</span> <span class="ts-alignment-element">qualquer</span>
<span class="ts-alignment-element">um</span> <span class="ts-alignment-element">que</span>
<span class="ts-alignment-element">se</span> <span class="ts-alignment-element">aventurar</span>
<span class="ts-alignment-element">em mar aberto em</span> <span class="ts-alignment-element">um</span> <span class="ts-alignment-element">multicasco
(ou, na verdade, em qualquer tipo de embarcação)</span> <span class="ts-alignment-element">deve sempre</span> <span class="ts-alignment-element">estar</span>
<span class="ts-alignment-element">preparado</span> <span class="ts-alignment-element">para</span> <span class="ts-alignment-element">lidar</span>
<span class="ts-alignment-element">com</span> <span class="ts-alignment-element">o</span>
<span class="ts-alignment-element">pior (já dizia o velhíssimo ditado “quem vai
ao mar, avie-se em terra!”).</span></span></div><div style="text-align: justify;">
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<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><b><span lang="PT" style="line-height: 107%;"><br /></span></b></span></span></div>
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<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><b><span lang="PT" style="line-height: 107%;">Os</span></b></span><b><span lang="PT" style="line-height: 107%;"> c<span class="ts-alignment-element">atamarãs</span> <span class="ts-alignment-element">não são</span> <span class="ts-alignment-element">todos</span>
<span class="ts-alignment-element">iguais</span> <o:p></o:p></span></b></span></div>
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<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;"><br /></span></span></span></div>
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<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;">Catamarãs</span></span><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">cruzeiro</span> <span class="ts-alignment-element">hoje</span>
<span class="ts-alignment-element">se</span> <span class="ts-alignment-element">enquadram
basicamente</span> <span class="ts-alignment-element">em</span> <span class="ts-alignment-element">duas</span> <span class="ts-alignment-element">categorias.</span>
<o:p></o:p></span></span></div>
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<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><u><span lang="PT" style="line-height: 107%;"><br /></span></u></span></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><u><span lang="PT" style="line-height: 107%;">Catamarãs de</span></u></span><u><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">charter/cruzeiro</span></span></u><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;">:</span></span><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">Catamarãs</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">produção,</span>
<span class="ts-alignment-element">construídos</span> <span class="ts-alignment-element">para</span> <span class="ts-alignment-element">o</span>
<span class="ts-alignment-element">mercado</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">charter,</span>
<span class="ts-alignment-element">tipicamente</span> <span class="ts-alignment-element">apresentam</span> <span class="ts-alignment-element">quilhas</span>
<span class="ts-alignment-element">fixas</span> <span class="ts-alignment-element">integradas,</span>
<span class="ts-alignment-element">lemes</span> <span class="ts-alignment-element">de
pouco calado com</span> <span class="ts-alignment-element">baixa relação de</span>
<span class="ts-alignment-element">aspecto (<i>low-aspect ratio</i>),</span> <span class="ts-alignment-element"><i>flybridges</i> com grande área exposta ao vento,</span>
<span class="ts-alignment-element">mastros</span> <span class="ts-alignment-element">localizados</span> <span class="ts-alignment-element">bem</span>
à vante<span class="ts-alignment-element">,</span> <span class="ts-alignment-element">proas</span> <span class="ts-alignment-element">mais</span>
<span class="ts-alignment-element">curtas</span> <span class="ts-alignment-element">e</span> <span class="ts-alignment-element">deslocamentos</span>
<span class="ts-alignment-element">mais</span> <span class="ts-alignment-element">pesados.</span>
<span class="ts-alignment-element">Mesmo</span> <span class="ts-alignment-element">em</span>
<span class="ts-alignment-element">condições</span> <span class="ts-alignment-element">ideais</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">águas</span> <span class="ts-alignment-element">calmas,</span>
<span class="ts-alignment-element">alguns</span> <span class="ts-alignment-element">desses</span> <span class="ts-alignment-element">barcos</span>
<span class="ts-alignment-element">sofrerão</span> <span class="ts-alignment-element">para</span> <span class="ts-alignment-element">fazer</span>
<span class="ts-alignment-element">progressos</span> <span class="ts-alignment-element">significativos</span> <span class="ts-alignment-element">no contravento</span> <span class="ts-alignment-element">e</span> <span class="ts-alignment-element">normalmente</span>
<span class="ts-alignment-element">navegam</span> <span class="ts-alignment-element">perto</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">55-60</span> <span class="ts-alignment-element">graus</span>
<span class="ts-alignment-element">verdadeiros</span> de rumo em relação ao <span class="ts-alignment-element">vento real</span> <span class="ts-alignment-element">(TWA).</span>
<span class="ts-alignment-element">Estratégias</span> <span class="ts-alignment-element">de</span> mau-<span class="ts-alignment-element">tempo</span>
para <span class="ts-alignment-element">esses</span> <span class="ts-alignment-element">tipos</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">catamarãs</span> <span class="ts-alignment-element">devem</span> <span class="ts-alignment-element">se</span>
<span class="ts-alignment-element">concentrar</span> <span class="ts-alignment-element">em</span> <span class="ts-alignment-element">manter</span>
<span class="ts-alignment-element">o</span> <span class="ts-alignment-element">controle</span>
<span class="ts-alignment-element">e</span> <span class="ts-alignment-element">atingir</span>
<span class="ts-alignment-element">uma</span> <span class="ts-alignment-element">velocidade</span>
<span class="ts-alignment-element">moderada</span> <span class="ts-alignment-element">sem</span> colocar em <span class="ts-alignment-element">risco</span> <span class="ts-alignment-element">barco</span>
<span class="ts-alignment-element">ou</span> <span class="ts-alignment-element">tripulação.</span></span><o:p></o:p></span></div>
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<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><u><span lang="PT" style="line-height: 107%;"><br /></span></u></span></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><u><span lang="PT" style="line-height: 107%;">Catamarãs de</span></u></span><u><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">cruzeiro</span> de <span class="ts-alignment-element">alto</span> <span class="ts-alignment-element">desempenho</span></span></u><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;">:</span></span><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">catamarãs</span> de <span class="ts-alignment-element">cruzeiro</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">alto</span> <span class="ts-alignment-element">desempenho</span>
<span class="ts-alignment-element">normalmente</span> <span class="ts-alignment-element">têm</span> <span class="ts-alignment-element">bolinas
tipo guilhotina (se movimentam verticalmente) ou canivete (pivotam em torno de
um eixo transversal ao eixo do casco) muito</span> <span class="ts-alignment-element">eficientes,</span> <span class="ts-alignment-element">lemes</span>
mais <span class="ts-alignment-element">profundos,</span> <span class="ts-alignment-element">menos</span> <span class="ts-alignment-element">área
exposta ao vento</span> <span class="ts-alignment-element">e</span> <span class="ts-alignment-element">menor</span> <span class="ts-alignment-element">deslocamento.</span>
<span class="ts-alignment-element">Eles</span> <span class="ts-alignment-element">podem</span>
<span class="ts-alignment-element">orçar</span> <span class="ts-alignment-element">a</span>
<span class="ts-alignment-element">45-50</span> <span class="ts-alignment-element">graus</span>
em relação ao <span class="ts-alignment-element">vento real</span> <span class="ts-alignment-element">(TWA)</span> <span class="ts-alignment-element">em</span>
<span class="ts-alignment-element">quase</span> <span class="ts-alignment-element">todas</span>
<span class="ts-alignment-element">as</span> <span class="ts-alignment-element">condições.</span>
<span class="ts-alignment-element">Um</span> <span class="ts-alignment-element">catamarã</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">cruzeiro</span>
<span class="ts-alignment-element">de</span> alto <span class="ts-alignment-element">desempenho</span> <span class="ts-alignment-element">pode</span>
<span class="ts-alignment-element">tipicamente</span> <span class="ts-alignment-element">superar</span> <span class="ts-alignment-element">até</span>
<span class="ts-alignment-element">mesmo</span> <span class="ts-alignment-element">os</span>
<span class="ts-alignment-element">melhores</span> <span class="ts-alignment-element">monocascos no contravento.</span> <span class="ts-alignment-element">Dado</span> <span class="ts-alignment-element">o</span>
<span class="ts-alignment-element">seu</span> <span class="ts-alignment-element">peso</span>
<span class="ts-alignment-element">leve</span> <span class="ts-alignment-element">e</span>
<span class="ts-alignment-element">área vélica generosa,</span> <span class="ts-alignment-element">deve-se</span> <span class="ts-alignment-element">prestar
muita</span> <span class="ts-alignment-element">atenção</span> <span class="ts-alignment-element">à</span> <span class="ts-alignment-element">escolha
correta</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">velas</span> <span class="ts-alignment-element">para</span>
<span class="ts-alignment-element">permanecer</span> <span class="ts-alignment-element">seguro</span> <span class="ts-alignment-element">em</span>
<span class="ts-alignment-element">todas</span> <span class="ts-alignment-element">as</span>
<span class="ts-alignment-element">condições.</span> <span class="ts-alignment-element">As</span> <span class="ts-alignment-element">estratégias</span>
<span class="ts-alignment-element">para</span> <span class="ts-alignment-element">gerenciar</span>
<span class="ts-alignment-element">condições</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">tempestade</span>
<span class="ts-alignment-element">devem</span> <span class="ts-alignment-element">se</span>
<span class="ts-alignment-element">concentrar</span> <span class="ts-alignment-element">em</span> <span class="ts-alignment-element">velocidades</span>
<span class="ts-alignment-element">mais</span> <span class="ts-alignment-element">altas,</span>
<span class="ts-alignment-element">esforços</span> <span class="ts-alignment-element">mais</span> <span class="ts-alignment-element">baixos</span>
<span class="ts-alignment-element">e</span> <span class="ts-alignment-element">equilíbrio.</span></span></span><br />
<span style="font-family: verdana, sans-serif;"><span lang="PT" style="line-height: 107%;"><span class="ts-alignment-element"><br /></span></span></span>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2_dRMFsRIiBsN3MBV4ZwTJAvh7upzJvJLeSI-C57n5jHjLgSJWw3RIeamaQ7cyWcSZAHGWidD3xUnWE9BXlxnbxZTOz4RRfFa65HWlvAH99Igzi5VMWyyJAunv8xlYEudrtOjWLTm9wvw/s1600/Bolinas.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="839" data-original-width="1420" height="378" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2_dRMFsRIiBsN3MBV4ZwTJAvh7upzJvJLeSI-C57n5jHjLgSJWw3RIeamaQ7cyWcSZAHGWidD3xUnWE9BXlxnbxZTOz4RRfFa65HWlvAH99Igzi5VMWyyJAunv8xlYEudrtOjWLTm9wvw/s640/Bolinas.png" width="640" /></a></div>
<span class="ts-alignment-element" style="font-family: verdana, sans-serif;"><span lang="PT" style="line-height: 107%;"><br /></span></span>
<span class="ts-alignment-element" style="font-family: verdana, sans-serif;"><span lang="PT" style="line-height: 107%;">Alguns</span></span><span lang="PT" style="font-family: verdana, sans-serif; line-height: 107%;"> <span class="ts-alignment-element">catamarãs</span> <span class="ts-alignment-element">não</span>
<span class="ts-alignment-element">são</span> <span class="ts-alignment-element">facilmente</span>
<span class="ts-alignment-element">categorizados</span> <span class="ts-alignment-element">dentro</span> <span class="ts-alignment-element">desses</span>
<span class="ts-alignment-element">dois</span> <span class="ts-alignment-element">grupos,</span>
<span class="ts-alignment-element">e</span> as <span class="ts-alignment-element">estratégias</span>
<span class="ts-alignment-element">para</span> <span class="ts-alignment-element">manuseá-los</span>
<span class="ts-alignment-element">variam</span> <span class="ts-alignment-element">e</span> <span class="ts-alignment-element">devem</span>
<span class="ts-alignment-element">ser</span> a<span class="ts-alignment-element">notadas.</span>
<span class="ts-alignment-element">Você</span> <span class="ts-alignment-element">precisa</span>
<span class="ts-alignment-element">fazer</span> <span class="ts-alignment-element">uma</span>
<span class="ts-alignment-element">avaliação</span> <span class="ts-alignment-element">franca</span> <span class="ts-alignment-element">do</span>
<span class="ts-alignment-element">seu</span> <span class="ts-alignment-element">próprio</span>
<span class="ts-alignment-element">barco</span> <span class="ts-alignment-element">antes</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">se</span>
<span class="ts-alignment-element">aventurar</span> <span class="ts-alignment-element">em</span> <span class="ts-alignment-element">mar
aberto.</span> <span class="ts-alignment-element">O</span> <span class="ts-alignment-element">fabricante/construtor</span> <span class="ts-alignment-element">do</span> <span class="ts-alignment-element">barco (ou
o fabricante das velas)</span> <span class="ts-alignment-element">também</span> <span class="ts-alignment-element">deve</span> <span class="ts-alignment-element">lhe</span>
<span class="ts-alignment-element">dar</span> <span class="ts-alignment-element">um</span>
<span class="ts-alignment-element">gráfico ou guia</span> de <span class="ts-alignment-element">seleção</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">velas</span> <span class="ts-alignment-element">especificando</span>
<span class="ts-alignment-element">limites</span> <span class="ts-alignment-element">seguros</span> <span class="ts-alignment-element">de</span>
cada <span class="ts-alignment-element">vela</span> <span class="ts-alignment-element">para</span> <span class="ts-alignment-element">quaisquer</span>
<span class="ts-alignment-element">condições.</span> <span class="ts-alignment-element">Se</span> <span class="ts-alignment-element">tal guia</span>
<span class="ts-alignment-element">não</span> <span class="ts-alignment-element">existir,</span>
<span class="ts-alignment-element">um</span> <span class="ts-alignment-element">simples</span>
<span class="ts-alignment-element">inclinômetro</span> <span class="ts-alignment-element">pode</span> <span class="ts-alignment-element">ser</span>
<span class="ts-alignment-element">útil.</span></span></div>
<div class="MsoNormal">
<span lang="PT" style="font-family: verdana, sans-serif; line-height: 107%;"><span class="ts-alignment-element"><br /></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiam57xT7lVCbNzuC3bQ68QNm-l_daLPq3GaejQRsddIegIkulxAtiXW40oWEHFDYeW6mV3CpKRhWxMfHeak5_DeWNsI7YhHXElW8JSLT4S3tY-eEek7_xkLXDmmJ1anhxkqVx_KBxkjG1v/s1600/Tabelas+de+velas+x+vento+real.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="567" data-original-width="1410" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiam57xT7lVCbNzuC3bQ68QNm-l_daLPq3GaejQRsddIegIkulxAtiXW40oWEHFDYeW6mV3CpKRhWxMfHeak5_DeWNsI7YhHXElW8JSLT4S3tY-eEek7_xkLXDmmJ1anhxkqVx_KBxkjG1v/s640/Tabelas+de+velas+x+vento+real.png" width="640" /></a></div>
<div class="MsoNormal">
<span lang="PT" style="font-family: verdana, sans-serif; line-height: 107%;"><span class="ts-alignment-element"> <span style="font-size: x-small;">Exemplo de guia indicativo de utilização de velas de acordo com a intensidade do vento</span></span></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;"><br /></span></span></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;">Especificamente,</span></span><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">a</span> <span class="ts-alignment-element">maioria</span> <span class="ts-alignment-element">dos</span>
<span class="ts-alignment-element">catamarãs</span> <span class="ts-alignment-element">navegam de forma tranquila</span> <span class="ts-alignment-element">e</span> <span class="ts-alignment-element">segura</span>
<span class="ts-alignment-element">a</span> <span class="ts-alignment-element">6-7</span>
<span class="ts-alignment-element">graus</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">adernamento,</span> <span class="ts-alignment-element">medido</span> <span class="ts-alignment-element">em</span>
<span class="ts-alignment-element">águas</span> <span class="ts-alignment-element">calmas,</span>
<span class="ts-alignment-element">ou</span> <span class="ts-alignment-element">no</span>
<span class="ts-alignment-element">cavado</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">uma</span>
<span class="ts-alignment-element">onda.</span> <span class="ts-alignment-element">À</span>
<span class="ts-alignment-element">medida</span> <span class="ts-alignment-element">que</span> <span class="ts-alignment-element">o</span>
<span class="ts-alignment-element">barco</span> <span class="ts-alignment-element">se</span>
<span class="ts-alignment-element">aproxima</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">10</span>
<span class="ts-alignment-element">graus</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">adernamento,</span> <span class="ts-alignment-element">o</span> <span class="ts-alignment-element">casco</span>
<span class="ts-alignment-element">de</span> barla<span class="ts-alignment-element">vento</span> <span class="ts-alignment-element">estará</span>
<span class="ts-alignment-element">perto</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">levantar.</span> <span class="ts-alignment-element">É</span> <span class="ts-alignment-element">certo</span>
<span class="ts-alignment-element">que</span> <span class="ts-alignment-element">um</span>
<span class="ts-alignment-element">catamarã</span> <span class="ts-alignment-element">não</span> <span class="ts-alignment-element">deve</span>
<span class="ts-alignment-element">levantar</span> <span class="ts-alignment-element">o</span> <span class="ts-alignment-element">casco</span>
<span class="ts-alignment-element">de barla</span> <span class="ts-alignment-element">durante</span> <span class="ts-alignment-element">uma</span>
<span class="ts-alignment-element">travessia</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">cruzeiro!</span></span><o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;"><br /></span></span></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;">Quando</span></span><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">você</span> <span class="ts-alignment-element">estiver</span>
<span class="ts-alignment-element">navegando</span> <span class="ts-alignment-element">seu</span> <span class="ts-alignment-element">catamarã,</span>
<span class="ts-alignment-element">você</span> <span class="ts-alignment-element">deve</span>
<span class="ts-alignment-element">fazer</span> <span class="ts-alignment-element">a</span>
<span class="ts-alignment-element">si</span> <span class="ts-alignment-element">mesmo</span>
<span class="ts-alignment-element">algumas</span> <span class="ts-alignment-element">perguntas</span> <span class="ts-alignment-element">críticas.</span>
<span class="ts-alignment-element">Suas</span> <span class="ts-alignment-element">proas</span>
<span class="ts-alignment-element">afundam</span> <span class="ts-alignment-element">nas</span> <span class="ts-alignment-element">ondas no
contravento? Suas proas fazem pressão para afundar</span> <span class="ts-alignment-element">quando</span> <span class="ts-alignment-element">navegam</span>
<span class="ts-alignment-element">rápido a favor do vento?</span> <span class="ts-alignment-element">Seu</span> <span class="ts-alignment-element"><i>bridgedeck</i></span>
<span class="ts-alignment-element">é</span> <span class="ts-alignment-element">alto</span>
<span class="ts-alignment-element">o</span> <span class="ts-alignment-element">suficiente</span>
<span class="ts-alignment-element">para</span> não <span class="ts-alignment-element">ficar</span> <span class="ts-alignment-element">batendo
nas ondas quando em</span> <span class="ts-alignment-element">orça</span> <span class="ts-alignment-element">em</span> <span class="ts-alignment-element">um</span>
<span class="ts-alignment-element">mar</span> <span class="ts-alignment-element">confuso?</span>
<span class="ts-alignment-element">O</span> <span class="ts-alignment-element">tempo</span>
<span class="ts-alignment-element">ruim</span> <span class="ts-alignment-element">logo</span>
<span class="ts-alignment-element">revelará</span> <span class="ts-alignment-element">qualquer</span> <span class="ts-alignment-element">deficiência.</span>
<span class="ts-alignment-element">Planeje</span> <span class="ts-alignment-element">aproveitar da melhor maneira</span> <span class="ts-alignment-element">os</span> <span class="ts-alignment-element">pontos</span>
<span class="ts-alignment-element">fortes</span> <span class="ts-alignment-element">do</span> <span class="ts-alignment-element">seu</span>
<span class="ts-alignment-element">catamarã</span> <span class="ts-alignment-element">e</span> <span class="ts-alignment-element">minimizar</span>
<span class="ts-alignment-element">seus pontos fracos.</span></span><o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><b><span lang="PT" style="line-height: 107%;"><br /></span></b></span></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><b><span lang="PT" style="line-height: 107%;">Táticas</span></b></span><b><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">tempestade<o:p></o:p></span></span></b></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;"><br /></span></span></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;">Lazeira a sotavento</span></span><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">é</span> <span class="ts-alignment-element">a</span> <span class="ts-alignment-element">primeira</span>
<span class="ts-alignment-element">consideração</span> <span class="ts-alignment-element">que</span> <span class="ts-alignment-element">determinará</span>
<span class="ts-alignment-element">suas</span> <span class="ts-alignment-element">táticas</span>
<span class="ts-alignment-element">para</span> <span class="ts-alignment-element">as</span>
<span class="ts-alignment-element">condições</span> <span class="ts-alignment-element">dadas.</span> <span class="ts-alignment-element">Você</span>
<span class="ts-alignment-element">está</span> <span class="ts-alignment-element">em</span>
<span class="ts-alignment-element">águas</span> <span class="ts-alignment-element">abertas</span>
<span class="ts-alignment-element">e</span> é <span class="ts-alignment-element">capaz</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">desviar</span>
<span class="ts-alignment-element">do mau-tempo?</span> <span class="ts-alignment-element">Ou</span> <span class="ts-alignment-element">você</span>
<span class="ts-alignment-element">está</span> <span class="ts-alignment-element">navegando</span>
<span class="ts-alignment-element">ao</span> <span class="ts-alignment-element">longo</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">uma</span>
<span class="ts-alignment-element">costa</span> <span class="ts-alignment-element">com</span>
<span class="ts-alignment-element">espaço</span> <span class="ts-alignment-element">limitado</span> <span class="ts-alignment-element">a
sotavento?</span></span><o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;"><br /></span></span></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;">Catamarã de</span></span><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">charter:</span> <span class="ts-alignment-element">Se</span> <span class="ts-alignment-element">você</span>
<span class="ts-alignment-element">tem</span> <span class="ts-alignment-element">lazeira</span>
<span class="ts-alignment-element">limitada a sotavento,</span> <span class="ts-alignment-element">então</span> <span class="ts-alignment-element">você</span>
<span class="ts-alignment-element">precisa</span> <span class="ts-alignment-element">configurar</span> <span class="ts-alignment-element">o</span>
<span class="ts-alignment-element">seu</span> <span class="ts-alignment-element">barco</span>
<span class="ts-alignment-element">para</span> <span class="ts-alignment-element">fazer</span>
<span class="ts-alignment-element">progressos</span> <span class="ts-alignment-element">para barlavento.</span> <span class="ts-alignment-element">A</span> <span class="ts-alignment-element">maioria</span>
<span class="ts-alignment-element">dos</span> <span class="ts-alignment-element">catamarãs</span>
<span class="ts-alignment-element">construídos</span> <span class="ts-alignment-element">para</span> <span class="ts-alignment-element">o</span>
<span class="ts-alignment-element">mercado</span> <span class="ts-alignment-element">charter</span> <span class="ts-alignment-element">tem</span>
<span class="ts-alignment-element">apenas</span> <span class="ts-alignment-element">uma</span> <span class="ts-alignment-element">vela de
proa,</span> <span class="ts-alignment-element">uma</span> <span class="ts-alignment-element">genoa de enrolar,</span> <span class="ts-alignment-element">que</span> <span class="ts-alignment-element">será</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">uso</span>
<span class="ts-alignment-element">limitado</span> <span class="ts-alignment-element">em</span> <span class="ts-alignment-element">condições</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">tempestade.</span>
<span class="ts-alignment-element">Em</span> <span class="ts-alignment-element">tal</span>
<span class="ts-alignment-element">barco,</span> <span class="ts-alignment-element">o</span> <span class="ts-alignment-element">velame</span>
<span class="ts-alignment-element">de</span> mau-<span class="ts-alignment-element">tempo</span> <span class="ts-alignment-element">pode</span>
<span class="ts-alignment-element">se</span> <span class="ts-alignment-element">resumir</span>
<span class="ts-alignment-element">à vela mestra</span> <span class="ts-alignment-element">rizada.</span> <span class="ts-alignment-element">Ao</span>
<span class="ts-alignment-element">navegar</span> <span class="ts-alignment-element">apenas com a mestra bem rizada,</span> <span class="ts-alignment-element">o</span> <span class="ts-alignment-element"><i>traveler</i></span>
<span class="ts-alignment-element">deve</span> <span class="ts-alignment-element">ser</span>
bem <span class="ts-alignment-element">folgado</span> <span class="ts-alignment-element">para</span> <span class="ts-alignment-element">criar</span>
<span class="ts-alignment-element">potência</span> <span class="ts-alignment-element">suficiente</span> <span class="ts-alignment-element">para</span>
<span class="ts-alignment-element">permitir que o barco avance.</span> </span></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span lang="PT" style="line-height: 107%;"><span class="ts-alignment-element">Você</span> <span class="ts-alignment-element">pode</span>
<span class="ts-alignment-element">monitorar</span> <span class="ts-alignment-element">seu</span> <span class="ts-alignment-element">rumo em
relação solo</span> <span class="ts-alignment-element">no</span> <span class="ts-alignment-element">GPS</span> <span class="ts-alignment-element">e</span>
<span class="ts-alignment-element">também</span> <span class="ts-alignment-element">usar</span> <span class="ts-alignment-element">referências</span>
<span class="ts-alignment-element">visuais</span> <span class="ts-alignment-element">(se</span> <span class="ts-alignment-element">perto</span>
<span class="ts-alignment-element">da</span> <span class="ts-alignment-element">costa)</span>
<span class="ts-alignment-element">para</span> <span class="ts-alignment-element">acompanhar</span>
<span class="ts-alignment-element">seu</span> <span class="ts-alignment-element">progresso.</span></span><o:p></o:p></span></div>
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<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;">Verifique</span></span><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">o</span> <span class="ts-alignment-element">equilíbrio</span> <span class="ts-alignment-element">do</span>
<span class="ts-alignment-element">leme.</span> <span class="ts-alignment-element">Se</span>
<span class="ts-alignment-element">o</span> <span class="ts-alignment-element">piloto</span>
<span class="ts-alignment-element">automático</span> <span class="ts-alignment-element">está</span> <span class="ts-alignment-element">lutando,</span>
<span class="ts-alignment-element">com</span> <span class="ts-alignment-element">os</span>
<span class="ts-alignment-element">lemes</span> <span class="ts-alignment-element">indicando</span>
<span class="ts-alignment-element">forte tendência de orça (<i>weather helm</i>),</span>
<span class="ts-alignment-element">folgue</span> <span class="ts-alignment-element">a</span> <span class="ts-alignment-element">escota da
mestra</span> <span class="ts-alignment-element">para</span> <span class="ts-alignment-element">induzir</span> <span class="ts-alignment-element">mais</span>
<span class="ts-alignment-element">torção</span> (<i>twist</i>) <span class="ts-alignment-element">na</span> <span class="ts-alignment-element">valuma.</span>
<span class="ts-alignment-element">Isso</span> <span class="ts-alignment-element">vai</span>
<span class="ts-alignment-element">tirar</span> <span class="ts-alignment-element">aliviar
o</span> <span class="ts-alignment-element">piloto.</span> <span class="ts-alignment-element">Se</span> <span class="ts-alignment-element">o</span> <span class="ts-alignment-element">leme</span> <span class="ts-alignment-element">estiver</span>
<span class="ts-alignment-element">neutro,</span> <span class="ts-alignment-element">a</span> <span class="ts-alignment-element">escota da
mestra</span> <span class="ts-alignment-element">pode</span> <span class="ts-alignment-element">ser</span> <span class="ts-alignment-element">mais</span>
<span class="ts-alignment-element">caçada.</span> <span class="ts-alignment-element">O</span> <span class="ts-alignment-element">objetivo</span>
<span class="ts-alignment-element">é</span> <span class="ts-alignment-element">avançar</span>
<span class="ts-alignment-element">sem</span> <span class="ts-alignment-element">derivar
para sotavento.</span> <span class="ts-alignment-element">Você</span> <span class="ts-alignment-element">deve</span> <span class="ts-alignment-element">ser</span>
<span class="ts-alignment-element">capaz</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">alcançar</span> <span class="ts-alignment-element">um</span> <span class="ts-alignment-element">ritmo</span>
<span class="ts-alignment-element">confortável</span> <span class="ts-alignment-element">e</span> <span class="ts-alignment-element">tranquilo</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">5-7</span>
<span class="ts-alignment-element">nós</span> <span class="ts-alignment-element">em</span>
<span class="ts-alignment-element">quase</span> <span class="ts-alignment-element">todas</span>
<span class="ts-alignment-element">as</span> <span class="ts-alignment-element">condições.</span>
<span class="ts-alignment-element">Se</span> <span class="ts-alignment-element">o</span>
<span class="ts-alignment-element">estado</span> <span class="ts-alignment-element">do</span> <span class="ts-alignment-element">mar</span>
<span class="ts-alignment-element">dificultar</span> <span class="ts-alignment-element">isso,</span> <span class="ts-alignment-element">ligue</span>
<span class="ts-alignment-element">o</span> <span class="ts-alignment-element">motor</span>
<span class="ts-alignment-element">de sotavento</span> <span class="ts-alignment-element">para</span> <span class="ts-alignment-element">fazer</span>
<span class="ts-alignment-element">um</span> <span class="ts-alignment-element">melhor</span>
<span class="ts-alignment-element">progresso</span> <span class="ts-alignment-element">para</span> <span class="ts-alignment-element">barla.</span></span><o:p></o:p></span></div>
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<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;"><br /></span></span></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;">Catamarã</span></span><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">de</span> alto <span class="ts-alignment-element">desempenho:</span> <span class="ts-alignment-element">Um</span>
<span class="ts-alignment-element">catamarã</span> <span class="ts-alignment-element">de</span> alto <span class="ts-alignment-element">desempenho
terá</span> <span class="ts-alignment-element">mais</span> <span class="ts-alignment-element">facilidade</span> <span class="ts-alignment-element">para</span>
<span class="ts-alignment-element">sair</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">uma</span> situação de <span class="ts-alignment-element">lazeira</span> <span class="ts-alignment-element">limitada
a sotavento.</span> <span class="ts-alignment-element">Se</span> <span class="ts-alignment-element">as</span> <span class="ts-alignment-element">condições</span>
<span class="ts-alignment-element">forem</span> <span class="ts-alignment-element">severas,</span>
<span class="ts-alignment-element">é</span> <span class="ts-alignment-element">mais</span>
<span class="ts-alignment-element">seguro</span> <span class="ts-alignment-element">levantar</span> <span class="ts-alignment-element">a</span>
<span class="ts-alignment-element">bolina de sotavento</span> <span class="ts-alignment-element">e</span> <span class="ts-alignment-element">navegar</span>
<span class="ts-alignment-element">apenas</span> <span class="ts-alignment-element">com a de barla.</span> <span class="ts-alignment-element">Dessa</span> <span class="ts-alignment-element">forma,</span>
<span class="ts-alignment-element">se</span> <span class="ts-alignment-element">o</span>
<span class="ts-alignment-element">barco</span> <span class="ts-alignment-element">ficar</span>
<span class="ts-alignment-element">com excesso de potência</span> <span class="ts-alignment-element">e</span> <span class="ts-alignment-element">o</span> <span class="ts-alignment-element">casco</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">barla</span> <span class="ts-alignment-element">começar</span>
<span class="ts-alignment-element">a</span> <span class="ts-alignment-element">levantar,</span>
<span class="ts-alignment-element">a</span> <span class="ts-alignment-element">bolina</span>
<span class="ts-alignment-element">sairá</span> <span class="ts-alignment-element">da
água</span> <span class="ts-alignment-element">e</span> <span class="ts-alignment-element">o</span> <span class="ts-alignment-element">barco</span>
<span class="ts-alignment-element">vai</span> <span class="ts-alignment-element">andar</span>
de <span class="ts-alignment-element">lado,</span> <span class="ts-alignment-element">ao invés</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">continuar</span> <span class="ts-alignment-element">a</span> <span class="ts-alignment-element">adernar.</span>
<span class="ts-alignment-element">Em</span> <span class="ts-alignment-element">barcos</span>
<span class="ts-alignment-element">com bolinas tipo guilhotina,</span> <span class="ts-alignment-element">você</span> <span class="ts-alignment-element">precisará</span>
<span class="ts-alignment-element">equilibrar</span> <span class="ts-alignment-element">o</span> <span class="ts-alignment-element">leme.</span>
<span class="ts-alignment-element">Muitos</span> <span class="ts-alignment-element">catamarãs</span> <span class="ts-alignment-element">com
bolinas guilhotina exigem</span> <span class="ts-alignment-element">um</span> <span class="ts-alignment-element">estai de proa</span> <span class="ts-alignment-element">interno</span> <span class="ts-alignment-element">carregando</span>
<span class="ts-alignment-element">uma</span> buja de <span class="ts-alignment-element">temporal ou</span> <span class="ts-alignment-element"><i>staysail</i></span>
<span class="ts-alignment-element">para</span> <span class="ts-alignment-element">conseguir</span>
<span class="ts-alignment-element">isso,</span> <span class="ts-alignment-element">embora</span>
<span class="ts-alignment-element">uma</span> <span class="ts-alignment-element">mestra</span>
<span class="ts-alignment-element">bem</span> <span class="ts-alignment-element">rizada</span>
<span class="ts-alignment-element">poderá ser</span> o <span class="ts-alignment-element">suficiente</span> <span class="ts-alignment-element">se</span>
<span class="ts-alignment-element">as</span> <span class="ts-alignment-element">bolinas</span>
<span class="ts-alignment-element">não</span> <span class="ts-alignment-element">estiverem
posicionadas</span> <span class="ts-alignment-element">muito</span> <span class="ts-alignment-element">para</span> <span class="ts-alignment-element">a</span>
<span class="ts-alignment-element">proa.</span> <span class="ts-alignment-element">Mais</span>
uma <span class="ts-alignment-element">vez,</span> <span class="ts-alignment-element">experimente</span> <span class="ts-alignment-element">no</span>
<span class="ts-alignment-element">seu</span> <span class="ts-alignment-element">barco</span>
<span class="ts-alignment-element">para</span> <span class="ts-alignment-element">ver</span>
<span class="ts-alignment-element">como</span> <span class="ts-alignment-element">ele</span>
<span class="ts-alignment-element">se comporta.</span> <span class="ts-alignment-element">Como</span> <span class="ts-alignment-element">acontece</span>
<span class="ts-alignment-element">com</span> os <span class="ts-alignment-element">barcos de charter,</span> <span class="ts-alignment-element">o</span> <span class="ts-alignment-element">barco</span>
<span class="ts-alignment-element">navegará</span> <span class="ts-alignment-element">bem apenas com a mestra</span> <span class="ts-alignment-element">se</span> <span class="ts-alignment-element">o</span> <span class="ts-alignment-element"><i>traveler</i></span> <span class="ts-alignment-element">estiver bem folgado</span> <span class="ts-alignment-element">e</span> <span class="ts-alignment-element">a</span> <span class="ts-alignment-element">valuma</span> <span class="ts-alignment-element">regulada</span>
<span class="ts-alignment-element">para</span> equilibrar <span class="ts-alignment-element">o</span> <span class="ts-alignment-element">leme.</span></span><o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span lang="PT" style="line-height: 107%;"><span class="ts-alignment-element"><br /></span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUmW18yI0O8TCHuON6GjWCNbkKBoHCjwpzRxokKaIuEBOF2ggOllL3kqxrq_yRqguBxvgo_xIqhti4kWpuyiHnRq5xCadS1NUXMeRuqg6-VfsFVRbiRBpZ0xJL7cO7tZqVxvYrHhaz5rZa/s1600/Estrat%25C3%25A9gias+mau-tempo+catamar%25C3%25A3+02.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="229" data-original-width="600" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUmW18yI0O8TCHuON6GjWCNbkKBoHCjwpzRxokKaIuEBOF2ggOllL3kqxrq_yRqguBxvgo_xIqhti4kWpuyiHnRq5xCadS1NUXMeRuqg6-VfsFVRbiRBpZ0xJL7cO7tZqVxvYrHhaz5rZa/s640/Estrat%25C3%25A9gias+mau-tempo+catamar%25C3%25A3+02.png" width="640" /></a></div>
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<span style="background-color: white; color: #00001e; font-size: 13px; font-style: italic;"> </span><span style="background-color: white; color: #00001e; font-style: italic;"><span style="font-family: verdana, sans-serif; font-size: x-small;">Ondas rebentando pelo través são o pior inimigo de um catamarã</span></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;"><br /></span></span></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;">Um</span></span><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">catamarã</span> com bolina canivete <span class="ts-alignment-element">se comporta de maneira bastante parecida com</span> <span class="ts-alignment-element">um de bolina guilhotina,</span> <span class="ts-alignment-element">exceto</span> <span class="ts-alignment-element">que</span>
<span class="ts-alignment-element">você</span> <span class="ts-alignment-element">pode</span>
<span class="ts-alignment-element">trimar a mestra para</span> mais <span class="ts-alignment-element">desempenho</span> <span class="ts-alignment-element">e</span>
<span class="ts-alignment-element">alterar</span> <span class="ts-alignment-element">o</span> <span class="ts-alignment-element">ângulo</span>
<span class="ts-alignment-element">da bolina</span> <span class="ts-alignment-element">para</span> <span class="ts-alignment-element">equilibrar</span>
<span class="ts-alignment-element">o</span> <span class="ts-alignment-element">leme.</span>
<o:p></o:p></span></span></div>
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<span style="font-family: verdana, sans-serif;"><span lang="PT" style="line-height: 107%;"><span class="ts-alignment-element"><br /></span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIFf4L3X8_7WbzlI5fK6hDDcrTiHx_-IyseVabID7H0uLH4LTmZBhfEnlqkn3LPZuVhDyX_6MBK86S97uZ-ddwX3DMfIhTm1gAwEtZcAJb90Yy-ykZ9n_IyiAzyTlOpQuixLO2BCuIpkUW/s1600/Estrat%25C3%25A9gias+mau-tempo+catamar%25C3%25A3+03.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="482" data-original-width="600" height="514" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIFf4L3X8_7WbzlI5fK6hDDcrTiHx_-IyseVabID7H0uLH4LTmZBhfEnlqkn3LPZuVhDyX_6MBK86S97uZ-ddwX3DMfIhTm1gAwEtZcAJb90Yy-ykZ9n_IyiAzyTlOpQuixLO2BCuIpkUW/s640/Estrat%25C3%25A9gias+mau-tempo+catamar%25C3%25A3+03.png" width="640" /></a></div>
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<span style="font-family: verdana, sans-serif;"><span lang="PT" style="line-height: 107%;"><span class="ts-alignment-element"> </span></span></span><span style="background-color: white; color: #00001e; font-size: 13px; font-style: italic;"><span style="font-family: verdana, sans-serif;">Trimarãs estão sujeitos aos mesmos riscos com ondas rebentando pelo través</span></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;"><br /></span></span></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;">Muitos</span></span><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">dos</span> <span class="ts-alignment-element">catamarãs</span>
<span class="ts-alignment-element">de</span> alto <span class="ts-alignment-element">desempenho</span> <span class="ts-alignment-element">atuais</span>
<span class="ts-alignment-element">podem</span> <span class="ts-alignment-element">navegar</span>
<span class="ts-alignment-element">a</span> <span class="ts-alignment-element">até</span>
<span class="ts-alignment-element">14</span> <span class="ts-alignment-element">nós</span>
<span class="ts-alignment-element">em contravento</span> <span class="ts-alignment-element">nas</span> <span class="ts-alignment-element">condições</span>
<span class="ts-alignment-element">ideais.</span> <span class="ts-alignment-element">Em</span> <span class="ts-alignment-element">condições</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">vendaval,</span>
<span class="ts-alignment-element">a singradura</span> <span class="ts-alignment-element">deve</span> <span class="ts-alignment-element">ser</span>
<span class="ts-alignment-element">confortável</span> <span class="ts-alignment-element">e</span> <span class="ts-alignment-element">segura,</span>
<span class="ts-alignment-element">na</span> <span class="ts-alignment-element">faixa</span>
de <span class="ts-alignment-element">velocidade</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">7-9</span>
<span class="ts-alignment-element">nós.</span> Diminuir <span class="ts-alignment-element">a</span> <span class="ts-alignment-element">velocidade</span>
<span class="ts-alignment-element">alivia os esforços sobre o</span> <span class="ts-alignment-element">barco,</span> <span class="ts-alignment-element">e</span>
<span class="ts-alignment-element">certamente</span> <span class="ts-alignment-element">também sobre</span> <span class="ts-alignment-element">a</span> <span class="ts-alignment-element">tripulação.</span></span><o:p></o:p></span></div>
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<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><b><span lang="PT" style="line-height: 107%;"><br /></span></b></span></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><b><span lang="PT" style="line-height: 107%;">Estratégia de</span></b></span><b><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">tempestade<o:p></o:p></span></span></b></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;"><br /></span></span></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;">Se</span></span><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">o</span> <span class="ts-alignment-element">curso</span>
<span class="ts-alignment-element">desejado</span> <span class="ts-alignment-element">o</span> <span class="ts-alignment-element">coloca</span>
<span class="ts-alignment-element">em</span> <span class="ts-alignment-element">través,</span>
<span class="ts-alignment-element">você</span> <span class="ts-alignment-element">precisa</span>
<span class="ts-alignment-element">tomar</span> <span class="ts-alignment-element">uma</span>
<span class="ts-alignment-element">decisão.</span> <span class="ts-alignment-element">Nada</span> <span class="ts-alignment-element">coloca</span>
<span class="ts-alignment-element">mais esforço</span> <span class="ts-alignment-element">sobre</span> <span class="ts-alignment-element">um</span>
<span class="ts-alignment-element">catamarã</span> <span class="ts-alignment-element">do</span> <span class="ts-alignment-element">que</span>
<span class="ts-alignment-element">uma</span> <span class="ts-alignment-element">onda</span>
<span class="ts-alignment-element">estourando</span> <span class="ts-alignment-element">pelo través.</span> <span class="ts-alignment-element">Apesar de</span> <span class="ts-alignment-element">quase</span>
<span class="ts-alignment-element">todo moderno</span> <span class="ts-alignment-element">catamarã de cruzeiro</span> <span class="ts-alignment-element">ser</span> <span class="ts-alignment-element">projetado</span>
<span class="ts-alignment-element">de acordo com as regras de</span> <span class="ts-alignment-element">classificação CE</span> <span class="ts-alignment-element">A-1</span> <span class="ts-alignment-element">para</span>
<span class="ts-alignment-element">águas</span> <span class="ts-alignment-element">abertas,</span>
<span class="ts-alignment-element">um</span> <span class="ts-alignment-element">impacto</span>
<span class="ts-alignment-element">a</span> <span class="ts-alignment-element">90</span>
<span class="ts-alignment-element">graus</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">uma</span> <span class="ts-alignment-element">parede</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">água</span>
<span class="ts-alignment-element">atingindo</span> <span class="ts-alignment-element">o costado alto e reto e</span> as <span class="ts-alignment-element">grandes</span> janelas <span class="ts-alignment-element">de um catamarã, colocará</span> <span class="ts-alignment-element">seu</span> <span class="ts-alignment-element">barco</span>
<span class="ts-alignment-element">em</span> <span class="ts-alignment-element">risco</span>
<span class="ts-alignment-element">máximo.</span> <span class="ts-alignment-element">Escolha</span> <span class="ts-alignment-element">um</span>
<span class="ts-alignment-element">curso</span> <span class="ts-alignment-element">que</span>
<span class="ts-alignment-element">coloque</span> <span class="ts-alignment-element">as</span> <span class="ts-alignment-element">ondas</span>
<span class="ts-alignment-element">e</span> <span class="ts-alignment-element">o</span>
<span class="ts-alignment-element">vento</span> <span class="ts-alignment-element">à</span>
<span class="ts-alignment-element">proa</span> <span class="ts-alignment-element">ou</span>
na <span class="ts-alignment-element">popa</span> <span class="ts-alignment-element">do</span> <span class="ts-alignment-element">través.</span></span><o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span lang="PT" style="line-height: 107%;"><span class="ts-alignment-element"><br /></span></span></span></div>
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<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;">Se</span></span><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">você</span> <span class="ts-alignment-element">sabe</span>
<span class="ts-alignment-element">para</span> <span class="ts-alignment-element">que</span>
<span class="ts-alignment-element">lado</span> <span class="ts-alignment-element">o</span>
<span class="ts-alignment-element">vento</span> <span class="ts-alignment-element">vai</span>
<span class="ts-alignment-element">mudar,</span> <span class="ts-alignment-element">você</span> <span class="ts-alignment-element">pode</span>
<span class="ts-alignment-element">tomar</span> <span class="ts-alignment-element">melhores</span>
<span class="ts-alignment-element">decisões.</span> <span class="ts-alignment-element">Por</span> <span class="ts-alignment-element">exemplo,</span>
<span class="ts-alignment-element">se</span> <span class="ts-alignment-element">você</span>
<span class="ts-alignment-element">sabe</span> <span class="ts-alignment-element">que</span>
<span class="ts-alignment-element">o vento vai orçar</span> <span class="ts-alignment-element">durante</span> <span class="ts-alignment-element">uma</span>
<span class="ts-alignment-element">travessia,</span> <span class="ts-alignment-element">talvez</span> <span class="ts-alignment-element">você</span>
<span class="ts-alignment-element">devesse</span> <span class="ts-alignment-element">mirar</span> <span class="ts-alignment-element">acima</span>
<span class="ts-alignment-element">do</span> <span class="ts-alignment-element">seu</span>
<span class="ts-alignment-element">curso</span> <span class="ts-alignment-element">para</span>
<span class="ts-alignment-element">começar.</span> <span class="ts-alignment-element">Se</span> <span class="ts-alignment-element">você sabe
que o vento vai folgar</span> <span class="ts-alignment-element">ao</span> <span class="ts-alignment-element">longo</span> <span class="ts-alignment-element">da</span>
<span class="ts-alignment-element">travessia,</span> <span class="ts-alignment-element">mire</span> a<span class="ts-alignment-element">baixo.</span>
<span class="ts-alignment-element">Repito,</span> <span class="ts-alignment-element">não</span> <span class="ts-alignment-element">importa</span>
<span class="ts-alignment-element">o</span> <span class="ts-alignment-element">que</span>
<span class="ts-alignment-element">você</span> <span class="ts-alignment-element">escolha</span>
<span class="ts-alignment-element">fazer,</span> <span class="ts-alignment-element">evite</span> mares <span class="ts-alignment-element">pelo
través!</span> <span class="ts-alignment-element">Seu</span> <span class="ts-alignment-element">barco</span> <span class="ts-alignment-element">absorverá</span>
<span class="ts-alignment-element">impactos</span> <span class="ts-alignment-element">muito</span> <span class="ts-alignment-element">melhor</span>
<span class="ts-alignment-element">se</span> <span class="ts-alignment-element">eles</span>
<span class="ts-alignment-element">não</span> <span class="ts-alignment-element">estiverem</span>
<span class="ts-alignment-element">em</span> <span class="ts-alignment-element">um</span>
<span class="ts-alignment-element">ângulo</span> <span class="ts-alignment-element">reto</span> <span class="ts-alignment-element">com</span>
<span class="ts-alignment-element">o</span> <span class="ts-alignment-element">seu</span>
<span class="ts-alignment-element">rumo.</span></span><o:p></o:p></span></div>
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<span style="font-family: verdana, sans-serif;"><span lang="PT" style="line-height: 107%;"><span class="ts-alignment-element"><br /></span></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXJwMtMzrtsPqAc-oYxdUhG1jjGNjWIyyvj_jzgSID0VgaWHqe_QlYB0d_g0BCwnlD_mgh0sQ8OBN2QIpY_vGiLgu46x5v7cvWMiFJkZIn-sNdlSI-sU5JHDYd8iJEl7CpDNN_KjvVf4uu/s1600/Estrat%25C3%25A9gias+mau-tempo+catamar%25C3%25A3+05.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="286" data-original-width="600" height="304" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXJwMtMzrtsPqAc-oYxdUhG1jjGNjWIyyvj_jzgSID0VgaWHqe_QlYB0d_g0BCwnlD_mgh0sQ8OBN2QIpY_vGiLgu46x5v7cvWMiFJkZIn-sNdlSI-sU5JHDYd8iJEl7CpDNN_KjvVf4uu/s640/Estrat%25C3%25A9gias+mau-tempo+catamar%25C3%25A3+05.png" width="640" /></a></div>
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<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;">As</span></span><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">combinações</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">vela</span> <span class="ts-alignment-element">serão</span>
<span class="ts-alignment-element">semelhantes</span> <span class="ts-alignment-element">às</span> <span class="ts-alignment-element">mencionadas</span>
<span class="ts-alignment-element">acima,</span> <span class="ts-alignment-element">com</span> <span class="ts-alignment-element">o</span>
<span class="ts-alignment-element"><i>traveler</i></span> <span class="ts-alignment-element">ajustado</span> <span class="ts-alignment-element">bem</span>
<span class="ts-alignment-element">para</span> <span class="ts-alignment-element">sotavento.</span>
<span class="ts-alignment-element">Preste</span> <span class="ts-alignment-element">atenção</span> <span class="ts-alignment-element">ao</span>
<span class="ts-alignment-element">ângulo</span> <span class="ts-alignment-element">de adernamento.</span> <span class="ts-alignment-element">É</span> <span class="ts-alignment-element">difícil</span>
<span class="ts-alignment-element">e</span> <span class="ts-alignment-element">lento</span>
<span class="ts-alignment-element">sair</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">uma</span> <span class="ts-alignment-element">tempestade</span>
<span class="ts-alignment-element">em</span> <span class="ts-alignment-element">través.</span>
<span class="ts-alignment-element">Na</span> <span class="ts-alignment-element">dúvida,</span>
<span class="ts-alignment-element">tome</span> <span class="ts-alignment-element">mais
um</span> <span class="ts-alignment-element">rizo,</span> <span class="ts-alignment-element">e</span> <span class="ts-alignment-element">não</span>
<span class="ts-alignment-element">tenha</span> <span class="ts-alignment-element">pressa</span>
<span class="ts-alignment-element">em</span> <span class="ts-alignment-element">tirá-los,</span>
<span class="ts-alignment-element">mesmo</span> <span class="ts-alignment-element">que</span>
<span class="ts-alignment-element">você</span> <span class="ts-alignment-element">sinta</span>
<span class="ts-alignment-element">que</span> <span class="ts-alignment-element">o</span>
<span class="ts-alignment-element">vento</span> <span class="ts-alignment-element">está</span>
<span class="ts-alignment-element">moderando.</span> <span class="ts-alignment-element">Se</span> <span class="ts-alignment-element">seu</span>
<span class="ts-alignment-element">catamarã</span> <span class="ts-alignment-element">tem</span> <span class="ts-alignment-element">bolinas,</span>
<span class="ts-alignment-element">mantenha</span> <span class="ts-alignment-element">a</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">sotavento</span> <span class="ts-alignment-element">levantada,</span>
<span class="ts-alignment-element">e</span> <span class="ts-alignment-element">a</span>
<span class="ts-alignment-element">de barlavento</span> <span class="ts-alignment-element">baixada.</span> <span class="ts-alignment-element">Fique</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">olho</span>
<span class="ts-alignment-element">no</span> <span class="ts-alignment-element">equilíbrio</span>
<span class="ts-alignment-element">do</span> <span class="ts-alignment-element">leme</span>
<span class="ts-alignment-element">e</span> <span class="ts-alignment-element">ajuste</span>
<span class="ts-alignment-element">a</span> <span class="ts-alignment-element">escota
da mestra</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">acordo,</span> <span class="ts-alignment-element">para</span>
<span class="ts-alignment-element">obter</span> <span class="ts-alignment-element">equilíbrio.</span></span><o:p></o:p></span></div>
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<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;"><br /></span></span></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;">A</span></span><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">maioria</span> <span class="ts-alignment-element">das</span>
<span class="ts-alignment-element">condições</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">vendaval</span>
<span class="ts-alignment-element">são</span> <span class="ts-alignment-element">previstas</span>
<span class="ts-alignment-element">com</span> <span class="ts-alignment-element">bastante</span>
<span class="ts-alignment-element">antecedência.</span> <span class="ts-alignment-element">O</span> velejador <span class="ts-alignment-element">experiente</span>
<span class="ts-alignment-element">posicionará</span> <span class="ts-alignment-element">seu</span> <span class="ts-alignment-element">catamarã</span>
<span class="ts-alignment-element">para</span> <span class="ts-alignment-element">evitá-los</span>
<span class="ts-alignment-element">ou</span> <span class="ts-alignment-element">pelo</span>
<span class="ts-alignment-element">menos</span> <span class="ts-alignment-element">será</span>
<span class="ts-alignment-element">capaz</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">navegar</span> <span class="ts-alignment-element">no</span> <span class="ts-alignment-element">quadrante</span>
<span class="ts-alignment-element">traseiro</span> <span class="ts-alignment-element">ou</span> <span class="ts-alignment-element">de vento
a favor</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">sistemas</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">baixa</span> <span class="ts-alignment-element">pressão.</span>
<span class="ts-alignment-element">Uma</span> <span class="ts-alignment-element">vez</span>
<span class="ts-alignment-element">que</span> <span class="ts-alignment-element">você</span>
<span class="ts-alignment-element">conheça o</span> <span class="ts-alignment-element">seu</span> <span class="ts-alignment-element">barco</span>
<span class="ts-alignment-element">e tenha</span> <span class="ts-alignment-element">experimentado</span> <span class="ts-alignment-element">um</span> <span class="ts-alignment-element">vendaval</span>
<span class="ts-alignment-element">ou</span> <span class="ts-alignment-element">dois,</span>
<span class="ts-alignment-element">navegar</span> <span class="ts-alignment-element">nessas</span> <span class="ts-alignment-element">condições</span>
<span class="ts-alignment-element">pode,</span> <span class="ts-alignment-element">em</span>
<span class="ts-alignment-element">breve,</span> <span class="ts-alignment-element">causar</span> <span class="ts-alignment-element">algumas</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">suas
melhores lembranças</span> <span class="ts-alignment-element">de navegadas.</span></span><o:p></o:p></span></div>
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<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><b><span lang="PT" style="line-height: 107%;"><br /></span></b></span></span></div>
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<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><b><span lang="PT" style="line-height: 107%;">Quando</span></b></span><b><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">as</span> <span class="ts-alignment-element">coisas</span> <span class="ts-alignment-element">ficam</span>
<span class="ts-alignment-element">feias</span><o:p></o:p></span></b></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;"><br /></span></span></span></div>
<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;">Em</span></span><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">um</span> <span class="ts-alignment-element">catamarã de</span> <span class="ts-alignment-element">charter,</span> <span class="ts-alignment-element">os</span> <span class="ts-alignment-element">lemes</span>
<span class="ts-alignment-element">curtos e</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">baixo</span>
<span class="ts-alignment-element">aspecto</span> <span class="ts-alignment-element">estão</span> <span class="ts-alignment-element">frequentemente</span>
<span class="ts-alignment-element">no</span> <span class="ts-alignment-element">fluxo
de</span> <span class="ts-alignment-element">água</span> <span class="ts-alignment-element">turbulento</span> <span class="ts-alignment-element">sob</span>
<span class="ts-alignment-element">o</span> <span class="ts-alignment-element">casco.</span>
<span class="ts-alignment-element">Não</span> <span class="ts-alignment-element">espere</span>
<span class="ts-alignment-element">que</span> <span class="ts-alignment-element">eles</span>
<span class="ts-alignment-element">tenham</span> <span class="ts-alignment-element">uma</span> <span class="ts-alignment-element">aderência</span>
<span class="ts-alignment-element">firme</span> <span class="ts-alignment-element">ou</span>
<span class="ts-alignment-element">uma</span> rápida <span class="ts-alignment-element">resposta</span> em mudanças <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">direção.</span>
<span class="ts-alignment-element">Mares</span> <span class="ts-alignment-element">íngremes</span>
<span class="ts-alignment-element">e</span> <span class="ts-alignment-element">confusos</span>
<span class="ts-alignment-element">podem</span> <span class="ts-alignment-element">ser</span>
<span class="ts-alignment-element">um</span> <span class="ts-alignment-element">desafio</span>
<span class="ts-alignment-element">para</span> <span class="ts-alignment-element">este</span>
<span class="ts-alignment-element">tipo</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">barco.</span> <span class="ts-alignment-element">Até</span> <span class="ts-alignment-element">certo</span>
<span class="ts-alignment-element">ponto,</span> <span class="ts-alignment-element">mais</span> <span class="ts-alignment-element">velocidade</span>
<span class="ts-alignment-element">ajuda,</span> <span class="ts-alignment-element">mas</span> <span class="ts-alignment-element">o</span>
<span class="ts-alignment-element">objetivo</span> <span class="ts-alignment-element">final</span> <span class="ts-alignment-element">nas</span>
<span class="ts-alignment-element">condições</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">tempestade</span>
<span class="ts-alignment-element">é</span> <span class="ts-alignment-element">evitar</span>
<span class="ts-alignment-element">que</span> <span class="ts-alignment-element">as
proas</span> <span class="ts-alignment-element">atinjam</span> <span class="ts-alignment-element">a</span> <span class="ts-alignment-element">próxima</span>
<span class="ts-alignment-element">onda</span> <span class="ts-alignment-element">à</span>
<span class="ts-alignment-element">frente</span> <span class="ts-alignment-element">e que</span> <span class="ts-alignment-element">as</span>
popas <span class="ts-alignment-element">sejam arrastadas</span> <span class="ts-alignment-element">por</span> <span class="ts-alignment-element">ondas</span>
<span class="ts-alignment-element">maiores</span> <span class="ts-alignment-element">que</span> arrebentam pela <span class="ts-alignment-element">ré.</span></span><o:p></o:p></span></div>
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<div class="MsoNormal">
<span style="font-family: verdana, sans-serif;"><span lang="PT" style="line-height: 107%;"><span class="ts-alignment-element"><br /></span></span></span></div>
<div class="MsoNormal">
<span class="ts-alignment-element" style="font-family: verdana, sans-serif;"><span lang="PT" style="line-height: 107%;">Arrastar alças cabo</span></span><span lang="PT" style="font-family: verdana, sans-serif; line-height: 107%;"> <span class="ts-alignment-element">pode</span> <span class="ts-alignment-element">ser</span> <span class="ts-alignment-element">uma</span>
<span class="ts-alignment-element">estratégia</span> <span class="ts-alignment-element">muito</span> <span class="ts-alignment-element">eficaz.</span>
<span class="ts-alignment-element">Há</span> <span class="ts-alignment-element">várias</span>
<span class="ts-alignment-element">maneiras</span> <span class="ts-alignment-element">de</span> <span class="ts-alignment-element">fazer</span>
<span class="ts-alignment-element">isso.</span> <span class="ts-alignment-element">Um</span>
<span class="ts-alignment-element">cabo longo</span> <span class="ts-alignment-element">pode</span> <span class="ts-alignment-element">ser</span>
<span class="ts-alignment-element">arrastado</span> <span class="ts-alignment-element">em</span> <span class="ts-alignment-element">um</span>
<span class="ts-alignment-element">grande</span> <span class="ts-alignment-element">laço</span> <span class="ts-alignment-element">com</span>
<span class="ts-alignment-element">as</span> <span class="ts-alignment-element">extremidades</span>
<span class="ts-alignment-element">presas</span> <span class="ts-alignment-element">em</span> <span class="ts-alignment-element">cada</span>
<span class="ts-alignment-element">popa,</span> <span class="ts-alignment-element">ou</span>
<span class="ts-alignment-element">um</span> <span class="ts-alignment-element">pode</span>
<span class="ts-alignment-element">ser</span> <span class="ts-alignment-element">arrastado</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">cada</span>
<span class="ts-alignment-element">popa,</span> <span class="ts-alignment-element">com</span>
<span class="ts-alignment-element">comprimentos</span> <span class="ts-alignment-element">variando</span> <span class="ts-alignment-element">para</span>
<span class="ts-alignment-element">ajudar</span> <span class="ts-alignment-element">a</span> <span class="ts-alignment-element">equilibrar</span>
<span class="ts-alignment-element">os</span> <span class="ts-alignment-element">lemes.</span>
<span class="ts-alignment-element">Uma</span> <span class="ts-alignment-element">alça</span>
<span class="ts-alignment-element">mais</span> <span class="ts-alignment-element">longa</span>
<span class="ts-alignment-element">arrastada</span> <span class="ts-alignment-element">do casco de sotavento,</span> <span class="ts-alignment-element">por</span> <span class="ts-alignment-element">exemplo,</span>
<span class="ts-alignment-element">pode</span> <span class="ts-alignment-element">minimizar</span>
a tendência d<span class="ts-alignment-element">o</span> <span class="ts-alignment-element">leme</span> <span class="ts-alignment-element">à orça.</span>
<span class="ts-alignment-element">Ou</span> <span class="ts-alignment-element">você</span>
<span class="ts-alignment-element">pode</span> <span class="ts-alignment-element">montar</span>
<span class="ts-alignment-element">um</span> <span class="ts-alignment-element">bridão</span>
<span class="ts-alignment-element">que</span> <span class="ts-alignment-element">permite</span>
<span class="ts-alignment-element">ajustar</span> <span class="ts-alignment-element">a</span> <span class="ts-alignment-element">posição</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">uma</span>
<span class="ts-alignment-element">única</span> <span class="ts-alignment-element">alça</span>
<span class="ts-alignment-element">mais</span> <span class="ts-alignment-element">longa</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">um</span>
<span class="ts-alignment-element">lado</span> <span class="ts-alignment-element">para</span>
<span class="ts-alignment-element">o</span> <span class="ts-alignment-element">outro.</span>
<span class="ts-alignment-element">O</span> <span class="ts-alignment-element">objetivo</span>
<span class="ts-alignment-element">é</span> <span class="ts-alignment-element">segurar</span>
<span class="ts-alignment-element">as popas</span> <span class="ts-alignment-element">um</span> <span class="ts-alignment-element">pouco</span>
<span class="ts-alignment-element">no</span> <span class="ts-alignment-element">vento</span>
<span class="ts-alignment-element">e</span> <span class="ts-alignment-element">evitar</span>
<span class="ts-alignment-element">que</span> <span class="ts-alignment-element">o</span>
<span class="ts-alignment-element">catamarã</span> <span class="ts-alignment-element">atravesse</span> <span class="ts-alignment-element">em</span>
<span class="ts-alignment-element">ondas</span> <span class="ts-alignment-element">maiores
que arrebentem.</span> <span class="ts-alignment-element">O</span> <span class="ts-alignment-element">comprimento</span> <span class="ts-alignment-element">da(s)</span>
<span class="ts-alignment-element">alça(s)</span> <span class="ts-alignment-element">deve</span> <span class="ts-alignment-element">ser</span>
<span class="ts-alignment-element">ajustado</span> <span class="ts-alignment-element">para</span> <span class="ts-alignment-element">alcançar</span>
<span class="ts-alignment-element">a</span> <span class="ts-alignment-element">velocidade</span>
<span class="ts-alignment-element">ideal</span> <span class="ts-alignment-element">do</span>
<span class="ts-alignment-element">barco</span> <span class="ts-alignment-element">dentro</span>
<span class="ts-alignment-element">do</span> <span class="ts-alignment-element">padrão</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">onda</span>
<span class="ts-alignment-element">para</span> <span class="ts-alignment-element">manter</span>
<span class="ts-alignment-element">velocidades</span> <span class="ts-alignment-element">decentes</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">6-12</span> <span class="ts-alignment-element">nós,</span>
<span class="ts-alignment-element">enquanto</span> <span class="ts-alignment-element">impede</span> <span class="ts-alignment-element">que</span>
<span class="ts-alignment-element">o barco</span> <span class="ts-alignment-element">surfe</span> <span class="ts-alignment-element">na</span>
<span class="ts-alignment-element">próxima</span> <span class="ts-alignment-element">onda,</span> <span class="ts-alignment-element">que</span>
<span class="ts-alignment-element">pode</span> <span class="ts-alignment-element">cobrir
de água o</span> <span class="ts-alignment-element">convés</span> <span class="ts-alignment-element">de proa.</span></span></div>
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<br />
<span class="ts-alignment-element" style="font-family: verdana, sans-serif;"><span lang="PT" style="line-height: 107%;">Quanto</span></span><span lang="PT" style="font-family: verdana, sans-serif; line-height: 107%;"> <span class="ts-alignment-element">às</span> <span class="ts-alignment-element">velas</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">tempestade,</span>
<span class="ts-alignment-element">estas</span> <span class="ts-alignment-element">variam</span>
<span class="ts-alignment-element">muito</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">barco</span> <span class="ts-alignment-element">para</span>
<span class="ts-alignment-element">barco.</span> <span class="ts-alignment-element">Em</span> <span class="ts-alignment-element">geral,</span>
<span class="ts-alignment-element">se</span> <span class="ts-alignment-element">o</span>
<span class="ts-alignment-element">catamarã tem</span> <span class="ts-alignment-element">um</span> <span class="ts-alignment-element"><i>flybridge</i></span>
<span class="ts-alignment-element">com</span> <span class="ts-alignment-element">uma</span>
<span class="ts-alignment-element">retranca bem</span> <span class="ts-alignment-element">alta,</span> <span class="ts-alignment-element">você
deve</span> <span class="ts-alignment-element">baixar a mestra</span> <span class="ts-alignment-element">cedo</span> <span class="ts-alignment-element">e</span>
<span class="ts-alignment-element">se</span> <span class="ts-alignment-element">concentrar</span>
<span class="ts-alignment-element">em</span> <span class="ts-alignment-element">usar</span>
<span class="ts-alignment-element">seus</span> <span class="ts-alignment-element">bujas.</span>
<span class="ts-alignment-element">O</span> <span class="ts-alignment-element">rumo</span>
<span class="ts-alignment-element">mais</span> <span class="ts-alignment-element">confortável</span>
<span class="ts-alignment-element">será</span> <span class="ts-alignment-element">diretamente
a favor</span> <span class="ts-alignment-element">do</span> <span class="ts-alignment-element">trem</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">ondas,</span> <span class="ts-alignment-element">mas</span> <span class="ts-alignment-element">muitas</span>
<span class="ts-alignment-element">bujas</span> <span class="ts-alignment-element">vão</span>
<span class="ts-alignment-element">ficar</span> <span class="ts-alignment-element">dando
jibes de um lado para o outro</span> <span class="ts-alignment-element">continuamente,</span>
<span class="ts-alignment-element">desgastando</span> <span class="ts-alignment-element">tanto</span> <span class="ts-alignment-element">a</span>
<span class="ts-alignment-element">vela</span> <span class="ts-alignment-element">quanto</span>
<span class="ts-alignment-element">os</span> <span class="ts-alignment-element">nervos</span>
<span class="ts-alignment-element">da</span> <span class="ts-alignment-element">tripulação.</span>
<span class="ts-alignment-element">Para</span> <span class="ts-alignment-element">parar</span>
<span class="ts-alignment-element">essas manobras</span> <span class="ts-alignment-element">irritantes,</span> <span class="ts-alignment-element">tente</span>
<span class="ts-alignment-element">passar</span> <span class="ts-alignment-element">um cabo mais aberto, para prevenir os jibes.</span> <span class="ts-alignment-element">Caso</span> <span class="ts-alignment-element">contrário,</span>
<span class="ts-alignment-element">você</span> <span class="ts-alignment-element">talvez
tenha que</span> <span class="ts-alignment-element">orçar um pouco, para um rumo
de alheta ou ¾, para manter</span> <span class="ts-alignment-element">a</span> <span class="ts-alignment-element">buja mais</span> <span class="ts-alignment-element">estável.</span></span></div>
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<span class="ts-alignment-element" style="font-family: verdana, sans-serif;"><span lang="PT" style="line-height: 107%;">Em</span></span><span lang="PT" style="font-family: verdana, sans-serif; line-height: 107%;"> <span class="ts-alignment-element">um</span> <span class="ts-alignment-element">catamarã
de alto desempenho,</span> <span class="ts-alignment-element">você</span> <span class="ts-alignment-element">pode</span> <span class="ts-alignment-element">levantar</span>
<span class="ts-alignment-element">ambas</span> <span class="ts-alignment-element">as</span>
<span class="ts-alignment-element">bolinas</span> <span class="ts-alignment-element">e</span> <span class="ts-alignment-element">experimentar</span>
<span class="ts-alignment-element">talvez</span> <span class="ts-alignment-element">os</span> <span class="ts-alignment-element">melhores</span>
<span class="ts-alignment-element">dias</span> <span class="ts-alignment-element">de</span>
<span class="ts-alignment-element">sua</span> <span class="ts-alignment-element">vida</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">vela.</span>
<span class="ts-alignment-element">A velocidade</span> <span class="ts-alignment-element">é</span> <span class="ts-alignment-element">sua</span>
<span class="ts-alignment-element">amiga.</span> <span class="ts-alignment-element">As proas</span> <span class="ts-alignment-element">de</span>
um <span class="ts-alignment-element">catamarã de alto desempenho</span> <span class="ts-alignment-element">moderno</span> <span class="ts-alignment-element">subirão</span>
<span class="ts-alignment-element">à</span> <span class="ts-alignment-element">medida</span>
<span class="ts-alignment-element">que</span> <span class="ts-alignment-element">ele</span>
<span class="ts-alignment-element">ganhar</span> <span class="ts-alignment-element">velocidade,</span> <span class="ts-alignment-element">e</span>
<span class="ts-alignment-element">não</span> <span class="ts-alignment-element">há</span>
<span class="ts-alignment-element">desvantagens</span> <span class="ts-alignment-element">em</span> <span class="ts-alignment-element">ir</span>
<span class="ts-alignment-element">mais</span> <span class="ts-alignment-element">rápido.</span> </span></div>
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<span style="font-family: verdana, sans-serif;"><span lang="PT" style="line-height: 107%;"><span class="ts-alignment-element">Quanto</span> <span class="ts-alignment-element">mais</span> <span class="ts-alignment-element">próximo</span>
d<span class="ts-alignment-element">a</span> <span class="ts-alignment-element">velocidade</span>
<span class="ts-alignment-element">do</span> <span class="ts-alignment-element">trem</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">ondas</span>
<span class="ts-alignment-element">você</span> <span class="ts-alignment-element">navegar,</span>
<span class="ts-alignment-element">mais</span> <span class="ts-alignment-element">suave</span>
<span class="ts-alignment-element">o</span> <span class="ts-alignment-element">andamento</span>
<span class="ts-alignment-element">se</span> <span class="ts-alignment-element">torna,</span>
<span class="ts-alignment-element">e</span> <span class="ts-alignment-element">menos</span>
<span class="ts-alignment-element">chance</span> <span class="ts-alignment-element">você</span> <span class="ts-alignment-element">tem</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">sofrer</span>
<span class="ts-alignment-element">o</span> <span class="ts-alignment-element">impacto</span>
<span class="ts-alignment-element">de</span> uma <span class="ts-alignment-element">onda grande.</span> <span class="ts-alignment-element">A</span> <span class="ts-alignment-element">seleção</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">velas</span>
<span class="ts-alignment-element">pode</span> <span class="ts-alignment-element">ser</span>
<span class="ts-alignment-element">uma</span> <span class="ts-alignment-element">mestra
bem rizada</span> <span class="ts-alignment-element">ou</span> <span class="ts-alignment-element">uma</span> <span class="ts-alignment-element">buja</span>
<span class="ts-alignment-element">caçada para o trilho de fora.</span> <span class="ts-alignment-element">Mesmo</span> <span class="ts-alignment-element">em</span>
<span class="ts-alignment-element">50-60</span> <span class="ts-alignment-element">nós</span>
<span class="ts-alignment-element">de</span> <span class="ts-alignment-element">vento,</span>
<span class="ts-alignment-element">a singradura</span> <span class="ts-alignment-element">será</span> <span class="ts-alignment-element">suave</span>
<span class="ts-alignment-element">e</span> <span class="ts-alignment-element">confortável</span>
<span class="ts-alignment-element">enquanto</span> <span class="ts-alignment-element">você</span> <span class="ts-alignment-element">navega</span>
<span class="ts-alignment-element">a</span> <span class="ts-alignment-element">15-25</span>
<span class="ts-alignment-element">nós.</span> <span class="ts-alignment-element">Verifique</span>
<span class="ts-alignment-element">sempre</span> <span class="ts-alignment-element">o</span> <span class="ts-alignment-element">equilíbrio</span>
<span class="ts-alignment-element">do</span> <span class="ts-alignment-element">leme</span>
<span class="ts-alignment-element">para</span> manter <span class="ts-alignment-element">os</span> <span class="ts-alignment-element">lemes</span>
<span class="ts-alignment-element">e</span> <span class="ts-alignment-element">pilotos</span>
apenas <span class="ts-alignment-element">levemente</span> <span class="ts-alignment-element">carregados.</span></span><o:p></o:p></span></div>
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<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;"><br /></span></span></span></div>
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<span style="font-family: verdana, sans-serif;"><span class="ts-alignment-element"><span lang="PT" style="line-height: 107%;">Um</span></span><span lang="PT" style="line-height: 107%;"> <span class="ts-alignment-element">catamarã</span> <span class="ts-alignment-element">é</span>
<span class="ts-alignment-element">uma</span> <span class="ts-alignment-element">escolha</span>
<span class="ts-alignment-element">legítima</span> <span class="ts-alignment-element">para</span> <span class="ts-alignment-element">cruzeiro</span>
<span class="ts-alignment-element">em alto mar e longas travessias.</span> <span class="ts-alignment-element">Como</span> <span class="ts-alignment-element">muitos</span>
<span class="ts-alignment-element">convertidos</span> <span class="ts-alignment-element">já devem ter</span> <span class="ts-alignment-element">lhe</span> <span class="ts-alignment-element">dito,</span>
<span class="ts-alignment-element">os</span> <span class="ts-alignment-element">catamarãs</span>
<span class="ts-alignment-element">são</span> <span class="ts-alignment-element">simplesmente</span>
<span class="ts-alignment-element">mais</span> <span class="ts-alignment-element">confortáveis</span>
<span class="ts-alignment-element">em mar aberto</span> <span class="ts-alignment-element">e,</span> <span class="ts-alignment-element">manuseados</span>
<span class="ts-alignment-element">corretamente,</span> <span class="ts-alignment-element">sua</span> <span class="ts-alignment-element">segurança</span>
<span class="ts-alignment-element">é</span> <span class="ts-alignment-element">excelente.</span>
Boas travessias<span class="ts-alignment-element">!</span></span><o:p></o:p></span></div>
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<span style="font-family: verdana, sans-serif;"><b><span lang="PT">Como “estacionar” seu catamarã </span></b><b><span lang="PT"><o:p></o:p></span></b></span></div>
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<span style="font-family: verdana, sans-serif;"><span lang="PT">"Estacionar o Catamarã" é um método eficaz para parar em qualquer
lugar e manter sua posição, do mesmo modo que “capear” em um monocasco. Cam Lewis
estacionou seu maxi-catamarã, Explorer, ao largo do Cabo Horn em uma tempestade
de 70 nós para permitir que um furacão passasse durante sua épica tentativa de
Recorde Julio Verne (navegação de volta ao mundo em menos de 80 dias, fazendo
referência à famosa obra do autor, de mesmo título. Hoje, o recorde pertence à
Francis Joyon e sua tripulação, com o mega-trimarã IDEC, e é de 40d 23h 30m e
30s). Para estacionar, rize bem a mestra, solte o <i>traveler</i> todo para sotavento
e cace bem a escota. Se você tem bolinas, levante-as até a metade, então amarre
o timão para que os lemes estejam empurrando o barco para barlavento. O catamarã
ficará em um curso seguro e bem orçado, à deriva de lado a aproximadamente 1/2 nó.
Se você precisa de uma pausa na pauleira de contravento, ou precisa esperar a luz
do dia para se aproximar do seu destino, estacionar pode ser uma estratégia eficaz.
O movimento é tão suave enquanto estacionado que muitos utilizam essa estratégia
para realizar reparos enquanto estão no mar em todas as condições. Seu catamarã
vai parecer uma grande quadra de tênis no meio do redemoinho.</span><span lang="PT"><o:p></o:p></span></span><br />
<span style="font-family: verdana, sans-serif;"><span lang="PT"><br /></span></span>
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</div>Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0tag:blogger.com,1999:blog-4863736667311029265.post-43224688604675067512020-06-03T17:24:00.000-03:002020-06-03T17:24:15.694-03:00CRUZEIRANDO COM SEU MULTICASCO - Designs de velas para ventos folgados, opções e técnicas de manuseio <div style="text-align: justify;">
<span style="line-height: 107%;"><span style="font-family: "verdana" , sans-serif; font-size: xx-small;">Traduzido
do original <a href="https://www.northsails.com/sailing/en/2020/05/cruising-your-multihull-downwind-designs-handling-and-techniques-with-expert-ben-kelly">https://www.northsails.com/sailing/en/2020/05/cruising-your-multihull-downwind-designs-handling-and-techniques-with-expert-ben-kelly</a></span></span></div>
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<span style="line-height: 107%;"><span style="border-color: initial; border-image: initial; border-width: initial; height: 1em; margin-left: 0.07em; margin-right: 0.07em; vertical-align: -0.1em; width: 1em;"><img alt="📸" class="emoji" draggable="false" src="https://s.w.org/images/core/emoji/12.0.0-1/svg/1f4f8.svg" style="background-color: white; background-image: none; border: none; box-shadow: none; box-sizing: border-box; color: #666666; display: inline; font-family: "lumin sans light", lumin, "source sans pro", arial, verdana, sans-serif; font-style: italic; height: 1em; margin: 0px 0.07em; max-width: 100%; padding: 0px; text-align: center; vertical-align: -0.1em; width: 1em;" /></span><span style="background-color: white; color: #666666; font-family: "lumin sans light" , "lumin" , "source sans pro" , "arial" , "verdana" , sans-serif; font-style: italic; text-align: center;"> Amory Ross</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglWGFsnX7GPdc65RGuJYgDTDA6wcw_RYuC1kezZxjRdP0zLUWP2yAYt9cwNA16ruqsMdd_AZE4xFhzv-FX-Y8LggOx3ITGxEcreH8ra-HrJPw76wZ_G2DmtIEBRtHYSGuHgfqA4HDvQ_Ak/s1600/Velas+ventos+folgados+cats+cruzeiro+01.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="875" data-original-width="1197" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglWGFsnX7GPdc65RGuJYgDTDA6wcw_RYuC1kezZxjRdP0zLUWP2yAYt9cwNA16ruqsMdd_AZE4xFhzv-FX-Y8LggOx3ITGxEcreH8ra-HrJPw76wZ_G2DmtIEBRtHYSGuHgfqA4HDvQ_Ak/s1600/Velas+ventos+folgados+cats+cruzeiro+01.jpg" /></a></div>
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<span style="font-family: Verdana, sans-serif;">O cruzeiro com multicascos se
tornou um passatempo muito popular, mesmo entre os velejadores mais
competitivos. Os mares de todo o mundo viram, nos últimos anos, um aumento
considerável na popularidade de multicascos de cruzeiro com capacidade para mar
aberto. Esses barcos são ótimas plataformas para a vida ao ar livre que
desfrutamos em locais de clima ameno, além de serem fáceis de conduzir por uma
tripulação reduzida como, por exemplo, um casal. <o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;"><br /></span></div>
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<span style="font-family: Verdana, sans-serif;">Neste artigo veremos as
diferentes técnicas aplicáveis aos multicascos de cruzeiro e dicas sobre como
pode aproveitar ao máximo suas velas.<o:p></o:p></span></div>
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<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;"><br /></span></span></div>
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<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;">O design desses barcos evoluiu para maximizar o
espaço da cabine com mastros mais altos e mais potentes e bujas autoacambantes.
Essas velas e sistemas têm benefícios significativos no manuseio das velas,
tornando a cambada um processo simples; no entanto, ao não ultrapassar o mastro,
como uma genoa tradicional, esses planos vélicos geralmente carecem de área, o
que leva a um desempenho lento em condições de ventos mais leves. Na North
Sails, os designers têm trabalhado duro para oferecer soluções para todos os
estilos de multicascos que melhoram o desempenho, mas ainda permitem facilidade
de manuseio. <i>(Nota do Tradutor – o autor do texto original em inglês
trabalha na North Sails da Austrália, em Brisbane).</i></span></span></div>
<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;"><i><br /></i></span></span>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjShMWjarDk33Nt2TnBArc_dgqpNlBl7SYieh7UxPQtjfsq1oG2Yr7FSdpmftU_imdXhMwnzoN7BWogX8x2UmsabOLBXw4RidSuJQrGNQOnZ9O0bCMwor51bI-qKPwVmusuMh4RiFfgUm1M/s1600/Velas+ventos+folgados+cats+cruzeiro+02.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="833" data-original-width="1600" height="333" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjShMWjarDk33Nt2TnBArc_dgqpNlBl7SYieh7UxPQtjfsq1oG2Yr7FSdpmftU_imdXhMwnzoN7BWogX8x2UmsabOLBXw4RidSuJQrGNQOnZ9O0bCMwor51bI-qKPwVmusuMh4RiFfgUm1M/s640/Velas+ventos+folgados+cats+cruzeiro+02.jpg" width="640" /></a></div>
<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;"><i><br /></i></span></span>
<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;"><i><br /></i></span></span>
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<span style="font-family: Verdana, sans-serif;"><b>Compreendendo o gráfico de uso</b><o:p></o:p></span></div>
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<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;">
<span style="line-height: 107%;">As plotagens mudam dependendo do desempenho do
barco. Barcos mais rápidos podem não desenvolver os ângulos mais abertos que o
G2 oferece. Um G-Zero estável pode ser projetado com sobreposição suficiente
para entrar na faixa de uso do G1.</span></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiyfMlrFNSZWgs28sFEsJFNiQXf6x1vLPuzpWzOfJvo1ETPAae_6khuyPn85MzCLQwpM6yUAJDLTtY2ONGJIzXEKuXrL3wf_gSP6aEVFC6ZA9lkKCMg3cMl3Szh5drfdWc5P4WNfXcyXM3/s1600/Velas+ventos+folgados+cats+cruzeiro+03.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="889" data-original-width="1600" height="355" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiyfMlrFNSZWgs28sFEsJFNiQXf6x1vLPuzpWzOfJvo1ETPAae_6khuyPn85MzCLQwpM6yUAJDLTtY2ONGJIzXEKuXrL3wf_gSP6aEVFC6ZA9lkKCMg3cMl3Szh5drfdWc5P4WNfXcyXM3/s640/Velas+ventos+folgados+cats+cruzeiro+03.jpg" width="640" /></a></div>
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<span style="font-family: Verdana, sans-serif;"><b>Como você explica a diferença?</b><o:p></o:p></span></div>
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<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;">
<span style="line-height: 107%;">Determine a circunferência (ou “cintura”) a
meia-altura da vela. Usando o gráfico de uso, você verá as faixas de uso de
cada vela, determinados por ângulos e velocidades do vento aparente.</span></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvoKbuBP1YYgK8UEBVSL0hIH3pvXZklWvzHaZGq9kdxRBFWjj6VtrejDtIhTqGIHZxLL2Tch2ki57oEVH6kA8XNvaAGz5Y5dvXiA3OCe5yTRDtKpd4LF8muuS-JT9oGhIOgL7rFNdSe8Gu/s1600/Velas+ventos+folgados+cats+cruzeiro+04.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="832" data-original-width="1600" height="332" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvoKbuBP1YYgK8UEBVSL0hIH3pvXZklWvzHaZGq9kdxRBFWjj6VtrejDtIhTqGIHZxLL2Tch2ki57oEVH6kA8XNvaAGz5Y5dvXiA3OCe5yTRDtKpd4LF8muuS-JT9oGhIOgL7rFNdSe8Gu/s640/Velas+ventos+folgados+cats+cruzeiro+04.jpg" width="640" /></a></div>
<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;"><span style="line-height: 107%;"><br /></span></span></span>
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<span style="font-family: Verdana, sans-serif;"><b>O Screecher Code 55<o:p></o:p></b></span></div>
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<span style="font-family: Verdana, sans-serif;"><br /></span></div>
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<span style="font-family: Verdana, sans-serif;">Para um barco que não tem uma
genoa que ultrapasse o mastro, o Screecher Code 55 é a primeira vela a
considerar.<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;"><br /></span></div>
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<span style="font-family: Verdana, sans-serif;">Esta vela é armada no gurupés e é
construída em materiais laminados para se comportar como uma genoa tradicional
em ventos fracos, podendo navegar a até 15 graus dos ângulos de vento real da
buja autocambante, obtendo um ganho considerável no desempenho em vento fraco.<o:p></o:p></span></div>
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<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;"><span style="line-height: 107%;"><br /></span></span></span></div>
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<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;">
<span style="line-height: 107%;">O Code 55 foi projetado para lidar com as cargas
consideráveis geradas ao ser usado no contravento, mesmo em condições leves,
com o benefício adicional de poderem ser usados em ângulos mais folgados à
medida que o vento aumenta, aumentando consideravelmente a faixa de uso. As
opções recomendadas são um cabo de torque de alta qualidade com um enrolador de
baixo para cima (<i>bottom-up furling</i>). Uma faixa de velcro para impedir o
desenrolamento acidental oferece um nível extra de segurança. Se sua
preferência é armazenar a vela içada, um tape anti-UV leve pode ser adicionado.
Na Austrália, essas velas são tradicionalmente conhecidas como <i>'Screechers'</i>.</span></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl0IyoEg9tcfNpEDeE0mplHaTU2F6JEVSVzuaJAlIC_UD-HJQIz3dv1Tio-XC-lwfCRW98KfezRLwOWbbWyPfDDzthq9LbGfDjf9vpF3j11CyM1ITXXpCQQ67qrX_VwgTI-60lbbh0sbyC/s1600/Velas+ventos+folgados+cats+cruzeiro+05.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="1536" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl0IyoEg9tcfNpEDeE0mplHaTU2F6JEVSVzuaJAlIC_UD-HJQIz3dv1Tio-XC-lwfCRW98KfezRLwOWbbWyPfDDzthq9LbGfDjf9vpF3j11CyM1ITXXpCQQ67qrX_VwgTI-60lbbh0sbyC/s640/Velas+ventos+folgados+cats+cruzeiro+05.jpg" width="640" /></a></div>
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<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;"><span style="line-height: 107%;"><br /></span></span></span>
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<span style="font-family: Verdana, sans-serif;"><b>O G-Zero</b><o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;"><br /></span></div>
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<span style="font-family: Verdana, sans-serif;">O G-Zero é a vela de ventos
folgados mais popular em multicascos de cruzeiro, oferecendo grande versatilidade
em uma ampla gama de ângulos de vento.<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;"><br /></span></div>
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<span style="font-family: Verdana, sans-serif;">O G-Zero é o
“melhor-de-dois-mundos” pela facilidade de manuseio e longas navegadas em vento
folgado bem-sucedidas. Os G-Zeros apresentam uma forma mais cheia e uma cintura
mais larga em comparação com um <i>screecher</i>. </span></div>
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<span style="font-family: Verdana, sans-serif;"><br /></span></div>
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<span style="font-family: Verdana, sans-serif;">Eles geralmente são
projetados para serem usados com as escotas passando por fora dos estais
laterais, e se sobressaem nos ventos do través apertado até o través folgado. G-Zeros
são compatíveis tanto com enroladores <i>bottom-up</i> quanto <i>top-down</i> ou
ainda podem ser usados com um <i>snuffer</i> (“meia” ou “camisão”). <o:p></o:p></span></div>
<div style="text-align: justify;">
<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;"><span style="line-height: 107%;"><br /></span></span></span></div>
<div style="text-align: justify;">
<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;">
<span style="line-height: 107%;">Essas velas podem ter tapes anti-UV, mas, devido
à leveza na sua construção, o mais recomendável é abaixar a vela quando não
estiver em uso e não ter anti-UV, para um desempenho ideal. Os cruzeiristas às
vezes usam essas velas sem a vela mestra e, aproveitando a largura do
multicasco e usando a escota mais aberta, conseguem velejar em ângulos bem rasos.</span></span></span></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJUGer8ixb6sjDqDfjaKxQgE56wBD5naYQUPYixb9JhriDZMrGCoVYx8PSAlpvZbAHeKN3DI72UDayaklHcxrG3iXmqW_gZwdxSsXEvBCHJN3Yc4z9YI9vlZA2qbbSK2AVBanegYImHt_1/s1600/Velas+ventos+folgados+cats+cruzeiro+06.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="1536" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJUGer8ixb6sjDqDfjaKxQgE56wBD5naYQUPYixb9JhriDZMrGCoVYx8PSAlpvZbAHeKN3DI72UDayaklHcxrG3iXmqW_gZwdxSsXEvBCHJN3Yc4z9YI9vlZA2qbbSK2AVBanegYImHt_1/s640/Velas+ventos+folgados+cats+cruzeiro+06.jpg" width="640" /></a></div>
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<span style="font-family: Verdana, sans-serif;"><b>O <i>runner</i> G2 assimétrico
(ou A2)</b><o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Para os velejadores que desejam o
máximo em eficiência em ventos folgados, mas menos foco na facilidade de uso, o
assimétrico A2 é a resposta!<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Essas velas são projetadas com
profundidade e cintura bem cheias para obter a melhor velocidade na empopada e maior
VMG (<i>Velocity-Made-Good</i>, ou seja, velocidade efetiva em relação ao
destino, boia ou marca) para cobrir o maior número de milhas. Por ser
especificamente otimizado para ângulos de velejo mais rasos, sugerimos que um
inventário contínuo deva ter uma opção de vela través adicional para preencher
a lacuna entre as velas de proa e esta vela. Para facilitar o uso por tripulações
reduzidas, recomendamos um <i>snuffer</i> ou um enrolador tipo <i>top-down</i>.<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">O uso de um <i>barber-hauler</i>
para alterar os ângulos e posições das escotas pode aumentar significativamente
a faixa de ângulos de navegação e intensidades de vento de uso da vela. Se a parte
superior da testa dobrar primeiro, à medida que você solta a vela e arriba,
você deve desviar a escota mais para frente e para fora, para estabilizar a
vela, de modo que a testa se feche de maneira uniforme – isso é particularmente
importante ao usar o piloto automático para minimizar a necessidade de ajustes.
É comum que os cruzeiristas usem essas velas sem a vela mestra, mas lembre-se
sempre de usar o amantilho e a escota da mestra como se fossem um “estai de
popa”, para maior segurança e suporte ao mastro.<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><b>O <i>barber-hauler</i> para cruzeiristas</b><o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Estes são sistemas de redução
razoavelmente leves, tipicamente variando de 2: 1-6: 1. Eles têm uma variedade
de usos a bordo de qualquer barco, mas, com velas para ventos folgados com um
ponto fixo de escota, ao invés de um carrinho em um trilho, eles permitem
alterar facilmente o ângulo e o ajuste da escota, enquanto continuam desviando
o esforço da escota pra o moitão principal e a respectiva catraca.<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">O sistema funciona melhor com uma
patesca, que permite o menor atrito possível ao defletir a escota; no entanto, pode
ser tão simples quanto um anel de baixa fricção, manilha de engate (“gato”) ou mesmo
um mosquetão.<o:p></o:p></span></div>
<div style="text-align: justify;">
<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;"><span style="line-height: 107%;"><br /></span></span></span></div>
<div style="text-align: justify;">
<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;">
<span style="line-height: 107%;">Nas formas mais simples e mesmo sem um sistema
de redução, depois de conhecer seus requisitos do modo de navegação em ventos
bem folgados/popa rasa, esse ajuste pode ser obtido com uma tira fixa ou pedaço
de cabo a frente do estai e pode ser preparado antes mesmo que a vela seja
içada. Um sistema de redução que pode ser ajustado sob carga, no entanto,
oferecerá um melhor desempenho e estabilidade, além de cumprir um duplo papel, como
segurança da retranca contra um jibe acidental e também manter a vela mestra
estável, se você não tiver um burro.</span></span></span></div>
<div style="text-align: justify;">
<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;"><span style="line-height: 107%;"><br /></span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT6fzaQEzkW81jtCtynmawcItPX5U0kbs5RkmrCXDli2W1YFHJOEVWF0XpFB-7JBfcEQooUE1ZgHPgnQianinniDIHLioj7OFfsiSJHsyc60_mo_OvfvwLqCqmuIHzBhVTskYmJsOFBzx6/s1600/Velas+ventos+folgados+cats+cruzeiro+07.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="1532" height="427" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT6fzaQEzkW81jtCtynmawcItPX5U0kbs5RkmrCXDli2W1YFHJOEVWF0XpFB-7JBfcEQooUE1ZgHPgnQianinniDIHLioj7OFfsiSJHsyc60_mo_OvfvwLqCqmuIHzBhVTskYmJsOFBzx6/s640/Velas+ventos+folgados+cats+cruzeiro+07.jpg" width="640" /></a></div>
<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;"><span style="line-height: 107%;"><br /></span></span></span>
<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;"><span style="line-height: 107%;"><br /></span></span></span>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><b>Ângulos de navegação e técnicas para
obter melhores resultados no manuseio</b><o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Seja um <i>snuffer</i> ou um enrolador
<i>top-down</i> ou <i>bottom-up</i>, há algumas coisas que você pode fazer para
tornar o processo de içamento ou recolhimento da vela o mais bem-sucedido
possível.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">A primeira coisa a estabelecer é a
melhor direção do barco em relação ao vento verdadeiro. Isso vai depender
bastante da intensidade do vento, mais orçado em ventos mais fracos e mais arribado
em ventos mais fortes.<o:p></o:p></span></div>
<div style="text-align: justify;">
<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;"><span style="line-height: 107%;"><br /></span></span></span></div>
<div style="text-align: justify;">
<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;">
<span style="line-height: 107%;">Se você estiver muito orçado, com qualquer uma
das opções acima a vela vai abrir muito rapidamente e em um ritmo não
controlado, causando maior impacto nas escotas e panejamento da vela, e
tornando a manobra de caçar as escotas muito mais demorada e trabalhosa.</span></span></span></div>
<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;"><span style="line-height: 107%;"><br /></span></span></span>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmaz9Fbtkm_ODm5sIQfMgWtJ24oIhbZAyJiZlZ73PLsK8luphP1n7UFMzbuA1PZ_kCUkZ4naOrXl7SODSL9piI9a0uHmokMAqiOHOfnKXu2DtfNxtxawD_QRMGBxGlGAyIvwIzkGp-N0E1/s1600/Velas+ventos+folgados+cats+cruzeiro+08.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="1536" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmaz9Fbtkm_ODm5sIQfMgWtJ24oIhbZAyJiZlZ73PLsK8luphP1n7UFMzbuA1PZ_kCUkZ4naOrXl7SODSL9piI9a0uHmokMAqiOHOfnKXu2DtfNxtxawD_QRMGBxGlGAyIvwIzkGp-N0E1/s640/Velas+ventos+folgados+cats+cruzeiro+08.jpg" width="640" /></a></div>
<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;"><span style="line-height: 107%;"><br /></span></span></span>
<span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;"><span style="line-height: 107%;"><br /></span></span></span>
<span style="line-height: 107%;"></span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">O mesmo vale para o enrolamento
ou o “abafamento” (com um <i>snuffer)</i> de uma vela; o rumo deve estar
suficientemente arribado para aliviar a pressão na vela. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Com um <i>snuffer</i>,
é possível deixar um bom comprimento das escotas passado na catraca ou no cunho
antes de abrir a vela. Depois de ter decidido o melhor ângulo da vela, você
deve experimentar a configuração das escotas e chegará à conclusão de que em
algumas faixas de vento, a vela se infla e fica perto da configuração necessária
com apenas um pequeno ajuste. Se você estiver desenrolando uma vela navegando
bem arribado, vai poderá soltar o cabo do enrolador e caçar a escota sem carga
significativa. A partir deste ponto, você pode alterar o curso e ajustar a vela
conforme necessário, sem panejar. Ao mesmo tempo, navegar arribado demais pode
tornar a vela instável e arriscar um jibe acidental ou enrolar a vela ao redor
do estai de proa (o famoso “sutiã”).<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><b>O caminho do cabo do enrolador deve
ser simples e permitir que ele corra de maneira livre e desimpedida para melhores
resultados</b><o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Considere enrolar ou “abafar” a
vela para fazer o jibe, especialmente em ventos mais fortes, e baixe as velas <b><u>antes</u></b>
do mau tempo e não quando já estiver no meio da tempestade!<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Minhas sugestões para ângulos de içamento
e recolhimento do A2 são as seguintes; se você registrar as suas próprias
experiências em seu barco e sempre usá-las, seu velejo nos ventos folgados não
será apenas mais agradável, mas também prolongará significativamente a vida
útil de suas velas, adriças e escotas.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
</div>
<ul>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">0-5 nós - Proa de 145 graus do
vento verdadeiro</span></li>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">5-12 nós - Proa de 155 graus do
vento verdadeiro</span></li>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">12-18 nós - Proa de 165 graus do
vento verdadeiro</span></li>
</ul>
<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Acima de 18 nós de vento, a
maioria dos multicascos não precisará de um A2 para obter um ótimo VMG a favor
do vento.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><b>Outras informações valiosas
sugeridas para registrar e manter à mão como referências são:</b><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
</div>
<ul>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;"><span style="mso-list: Ignore;">·<span style="font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><!--[endif]-->Quando tomar rizos na vela mestra;</span></li>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;"><span style="mso-list: Ignore;">·<span style="font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><!--[endif]-->Quando e quanto <i>barber-hauler</i> usar nas
várias faixas de intensidade de vento e ângulos de velejo em relação ao vento;</span></li>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;"><span style="mso-list: Ignore;">·<span style="font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><!--[endif]-->Quando enrolar parcialmente as velas de proa; e
assim por diante...</span></li>
</ul>
<div class="separator" style="clear: both; text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib1G5Kt1Ad46n_TdpisdkT-VQ3IbHwvhCL7rcmYKLornohVTriL7aZrn2Ke-JDlpFQBDFqsUsTgvp4dLky4IaBnLhA8kyy3eVom_b5GlOJrI-Qzd8TPwTGN4dljvP0awdppJsZcz0r75fR/s1600/Velas+ventos+folgados+cats+cruzeiro+09.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="1537" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib1G5Kt1Ad46n_TdpisdkT-VQ3IbHwvhCL7rcmYKLornohVTriL7aZrn2Ke-JDlpFQBDFqsUsTgvp4dLky4IaBnLhA8kyy3eVom_b5GlOJrI-Qzd8TPwTGN4dljvP0awdppJsZcz0r75fR/s640/Velas+ventos+folgados+cats+cruzeiro+09.jpg" width="640" /></a></div>
<div>
<i style="text-indent: -18pt;"><span style="font-size: x-small;"><span style="font-family: Calibri, sans-serif; line-height: 107%;"><br /></span></span></i></div>
<div>
<i style="text-indent: -18pt;"><span style="font-size: x-small;"><span style="font-family: Calibri, sans-serif; line-height: 107%;"><br /></span></span></i></div>
<div style="text-align: justify;">
<i style="text-indent: -18pt;"><span style="font-size: x-small;"><span style="font-family: Calibri, sans-serif; line-height: 107%;">*</span><span style="line-height: 107%;"><span style="font-family: Verdana, sans-serif;">Nota
do Tradutor: O texto original, em inglês, foi escrito por um colaborador da
North Sails na Austrália, portanto, a nomenclatura das velas e suas
características se referem aos produtos dessa veleria. Outras velerias podem
utilizar nomenclaturas diversas para velas com desenhos e/ou finalidades semelhantes. </span></span></span></i></div>
<!--[if !supportLists]--><br />
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<o:p></o:p></div>
<span style="font-family: Verdana, sans-serif;"><span style="line-height: 107%;"></span></span>Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com1tag:blogger.com,1999:blog-4863736667311029265.post-48291697783775685012020-05-28T12:29:00.002-03:002020-05-28T12:29:32.281-03:00Qual catamarã de cruzeiro tem o melhor desempenho ... e isso realmente importa?<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: Verdana, sans-serif;">O debate sobre o desempenho dos
catamarãs de cruzeiro<o:p></o:p></span></b></div>
<br />
<span style="font-family: Verdana, sans-serif;">Traduzido do original </span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><a href="https://catamaranguru.com/brokerage/catamaran-reviews/the-cruising-catamaran-performance-debate">https://catamaranguru.com/brokerage/catamaran-reviews/the-cruising-catamaran-performance-debate</a></span><o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<img height="368" src="https://catamaranguru.com/images/articles/Catamarans/reviews/catana-cruising-catamarans.jpg" width="640" /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Recentemente, um cliente nos
alertou sobre um vídeo no YouTube, postado por um revendedor de catamarãs, que
é flagrantemente enganoso e impreciso. De acordo com esse revendedor, os catamarãs
de todos os fabricantes de, exceto os da marca Fountaine Pajot, são lentos,
inseguros, pouco marinheiros e inadequados para serem um catamarã de
cruzeiro.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Embora eu concorde que a marca
Fountaine Pajot é um excelente produto (vendemos muitos deles), certamente não
é o ÚNICO catamarã de cruzeiro bom no mundo. Existem muitos produtos
disponíveis que são tão bons e, como muitas outras coisas, quando se trata de
escolher um barco de cruzeiro, muitas vezes a escolha se resume à preferência
pessoal, especialmente nesta categoria de catamarã de cruzeiro.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">O revendedor, no vídeo em questão,
concentra-se especificamente no desempenho supostamente superior do Fountaine
Pajot em comparação com algumas das marcas concorrentes na categoria de cruzeiro,
como Leopard, Nautitech, Bali e Lagoon.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">O fato é que há muito pouca
diferença na velocidade entre catamarãs de comprimento semelhante nesta
categoria. Todos esses catamarãs são cascos de deslocamento e navegam
praticamente à velocidade do casco com eventuais planeios. Portanto, quando conduzidos
com eficiência, esses barcos devem ter desempenho muito semelhante. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Ouvimos termos como a relação
potência/peso (ou área vélica e deslocamento) sendo frequentemente usados pelos
vendedores das várias marcas como um indicador de desempenho. Embora esse seja
definitivamente um fator, e certamente tenha um efeito na aceleração e no
desempenho em ventos mais fracos, não é o único fator. Algumas marcas de
catamarã serão mais rápidas em regatas de percurso curto, enquanto outras serão
melhores em longas travessias.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<img height="331" src="https://catamaranguru.com/images/articles/Catamarans/reviews/cruising-catamarans-2.jpg" width="640" /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">O que se deve considerar também é
que, durante o cruzeiro, o desempenho de um catamarã será determinado pelo
estado do mar, bem como pela velocidade e direção do vento. Em ventos fracos,
provavelmente haveria um <i>screecher</i> ou um balão assimétrico e, em ventos fortes,
as velas provavelmente seriam rizadas, o que significa que, no modo de
cruzeiro, a maioria dos planos vélicos é otimizada para as condições. Portanto,
ao avaliar o desempenho de um catamarã de cruzeiro, há muitos fatores a serem
levados em consideração. Esta não é uma discussão simples ou já resolvida.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Fatores e cálculos do desempenho
de catamarãs<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Para exibir os diferentes fatores
e cálculos relevantes no desempenho do catamarã, fomos ao site Multihull
Dynamics (<a href="http://www.multihulldynamics.com/default.asp">http://www.multihulldynamics.com/default.asp</a>)
para obter dados<span style="mso-spacerun: yes;"> </span>e extraímos alguns
números dos dois barcos mais mencionados no vídeo do revendedor, como Lagoon e
Fountaine Pajot. Aqui está o que encontramos no site da Multihull Dynamics:<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<img height="292" src="https://catamaranguru.com/images/articles/Catamarans/reviews/fp-helia-44-sailing.jpg" width="640" /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Número de Bruce - Esta é uma
relação potência/peso para o potencial de velocidade relativa na comparação entre
barcos. Ele leva em consideração o deslocamento e a área vélica da mestra e do
triângulo de proa (genoa 100%) do Fontaine Pajot modelo Helia 44. Aqui o Lagoon
450 foi melhor, com 1.07 contra 1.04 do Helia 44.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Velocidade-base - Um indicador
derivado empiricamente da velocidade que um determinado barco pode atingir em
média durante um período de 24 horas (melhor média diária) sob uma variedade de
condições. Aqui, novamente, o Lagoon teve números melhores com 9,82 nós contra
9,46 nós no FP Helia 44 - isso explica por que os Lagoons são tão bem-sucedidas
nas longas travessias oceânicas como, por exemplo, o rally ARC.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">KSP – número Kelsail Sailing
Performance é uma medida do potencial de velocidade relativa de um barco. Leva
em consideração a área vélica, deslocamento e comprimento na linha d’água.
Quanto maior o número, maior a velocidade prevista para o barco. Aqui, o FP
Helia 44, com 6,06, tem números melhores que os do Lagoon 450, que chega em
6,02 - o Helia é um barco mais leve.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">TR - Texel Rating fornece um
sistema de handicap para barcos que variam amplamente diferentes navegando
juntos em uma regata. A fórmula é essencialmente o inverso da fórmula da
velocidade-base, com constantes aplicadas para tornar os resultados úteis. O
sistema de rating Texel permite o cálculo do tempo para navegar uma determinada
distância. Assim, espera-se que um barco com um TR mais alto leve mais tempo do
início ao fim do que um barco com um TR mais baixo. O Lagoon 450 ficou com 141,
contra os 144 do Helia 44.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Curiosamente, o Leopard 45 apresentou
números melhores que os do Lagoon e do FP, como segue: Número de Bruce - 1,25;
Velocidade-Base 10,65; KSP 7,68 e TR 122.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Os números do Antares PDQ44 são
muito semelhantes aos do Helia 44 e do Lagoon 450.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Infelizmente, não havia dados
disponíveis para os projetos mais atuais da Bali ou da Nautitech.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">* OBSERVAÇÃO: Todos os dados
citados aqui foram retirados do site da Multihull Dynamics <span style="mso-spacerun: yes;"> </span>e apresentados de boa-fé, mas sem garantias
sobre a precisão dos mesmos.<o:p></o:p></span></div>
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<a href="https://catamaranguru.com/images/articles/Catamarans/reviews/Lagoon-vs-Helia44.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><a href="https://catamaranguru.com/images/articles/Catamarans/reviews/Lagoon-vs-Helia.png" imageanchor="1"><img border="0" height="283" src="https://catamaranguru.com/images/articles/Catamarans/reviews/Lagoon-vs-Helia.png" width="320" /></a></div>
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<span style="font-family: Verdana, sans-serif;">>> Acesse o site da Multihull Dynamics </span><span style="font-family: Verdana, sans-serif;">(</span><a href="http://www.multihulldynamics.com/default.asp" style="font-family: Verdana, sans-serif;">http://www.multihulldynamics.com/default.asp</a><span style="font-family: Verdana, sans-serif;">) </span><span style="font-family: Verdana, sans-serif;">para obter uma explicação completa dos
gráficos.</span></div>
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<span style="font-family: Verdana, sans-serif;">A conclusão deste exercício é que
todos esses barcos são essencialmente embarcações de cruzeiro muito
semelhantes, com características de desempenho muito próximas, tanto que as
diferenças são quase irrelevantes e, definitivamente, não devem ser um fator
preponderante na escolha de um barco nesta categoria. Ao escolher um catamarã
de cruzeiro, existem muitos outros fatores que devem ser considerados, como
qualidade, conforto, habitabilidade, equipamentos, segurança, valor de revenda
etc.<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Enquanto o revendedor da
Fountaine Pajot elogia o suposto desempenho superior de sua marca, dados reais
mostram que os <span style="mso-spacerun: yes;"> </span>Lagoon ganharam mais rallies
de cruzeiro ARC do que qualquer outra marca de catamarã de cruzeiro. </span></div>
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<span style="font-family: Verdana, sans-serif;">Essas
dificilmente são as estatísticas de indicam que se trata "apenas de um
catamarã de charter que navega num raio de 50 milhas náuticas e não tem desempenho",
como afirma esse revendedor. Como exemplo, confira estes resultados dos rallies
ARC e ARC +, nos quais os Lagoon têm consistentemente andado bem:<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">2016 Resultados Oficiais no ARC +
Trans-Atlantic<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Spirit, Lagoon 450 Flybridge – 1º Multicasco<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Cat’Leya, Lagoon 52 Sportop – 2º Multicasco<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Sea to Sky, Lagoon 450 – 3º Multicasco<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Dreamcatcher, Lagoon 52 – 4º Multicasco<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Sumore, Lagoon 570 – 5º Multicasco<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Opptur, Lagoon 500 – 6º Multicasco<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Lea, Lagoon 52 – 10º Multicasco<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">2015: 380 Havhunden, 1º no ARC+
Multicasco no tempo corrigido<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">2013: 620 Enigma, 1º no ARC+
Multicasco no tempo corrigido<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">2012: 560 Feliz, 1º no ARC+ Multicasco
no tempo real<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">2011: 560 Blue Ocean, 1º no ARC+
Multicasco no tempo corrigido e 3º no ARC Multicasco no tempo real<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">2010: 620 Lady Boubou, 1º no ARC
Multicasco e 11º geral no tempo real<o:p></o:p></span></div>
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<img height="640" src="https://catamaranguru.com/images/articles/Catamarans/reviews/Zuri10.jpg" width="501" /></div>
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<span style="font-family: Verdana, sans-serif;">Isto NÃO é uma indicação de quão
bom ou ruim é um barco em relação a outro, mas sim uma indicação do viés do
revendedor!<span style="mso-spacerun: yes;"> </span>Temos certeza de que esse
debate continuará, mas nossa opinião é de que se deve olhar para o barco no
geral e não ficar focar em questões que podem ou não ter sido “fabricadas” por
vendedores tendenciosos. Como dissemos antes, muitas vezes se resume à
preferência pessoal.<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Catamarãs de cruzeiro de alto
desempenho<o:p></o:p></span></div>
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<img height="480" src="https://catamaranguru.com/images/articles/Catamarans/reviews/HH-catamarans.jpg" width="640" /></div>
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<span style="font-family: Verdana, sans-serif;">Como sabemos, navegar contra o
vento com um catamarã de cruzeiro sem bolinas é difícil, porque o barco tem
muita deriva/declinação. Os catamarãs de alto desempenho, no entanto, podem
facilmente conseguir isso, pois são uma “raça” completamente diferente e podem
realmente velejar em velocidades vertiginosas, orçar bem, navegar com um sopro de
brisa e cambar quase sobre o próprio eixo. Os catamarãs nesta categoria são os Outremer,
Catana, HH Catamarans, Gunboat e Tag Yachts, para citar apenas alguns. Leia
tudo sobre eles neste artigo de David Schmidt da Sail Magazine (leiam a recente
tradução no meu blog <a href="https://trovaosailing.blogspot.com/2020/05/traduzido-do-original-httpswww.html">https://trovaosailing.blogspot.com/2020/05/traduzido-do-original-httpswww.html</a><span style="mso-spacerun: yes;"> </span>ou o original, em inglês <a href="http://www.sailmagazine.com/multihulls/performance-cruising-cats-set-new-standards-in-sailing-speed/">http://www.sailmagazine.com/multihulls/performance-cruising-cats-set-new-standards-in-sailing-speed/</a>).<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Catamarãs de cruzeiro de alto
desempenho estão se tornando mais populares e há muito mais no mercado do que
apenas cinco anos atrás, mas não são para todos, especialmente se você não é um
velejador mais experiente. Bolinas e mastros maiores requerem mais habilidade e
prática do que as do cruzeiristas médio.<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Temos corrido regatas em
diferentes catamarãs há anos e sempre nos divertimos muito velejando e surfando
a velocidades de mais de 15 nós. Mas, por mais divertido que seja, pode ser uma
navegada bastante dura em más condições e pode deixar a tripulação cansada e
tensa, porque é preciso atenção constante. A essas velocidades, qualquer erro
pode ser catastrófico, pois há muito esforço sobre a mastreação e o velame.
Portanto, não se engane, velejar rápido em condições um pouco piores é um
trabalho árduo, especialmente quando você navega com tripulação reduzida.<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Quando apenas nós dois navegamos
em nosso próprio barco, realmente apreciamos o prazer de deslizar pela água a 8
a 10 nós, relaxados e confortáveis. Gostaríamos muito de ser capazes de deslizar
rapidamente mesmo com ventos muito fracos? Claro, gostaríamos de possuir um
Outremer ou Catana! Mas esse tipo de catamarã de alto desempenho custará
provavelmente o dobro do preço de um catamarã de cruzeiro “comum”. Vale a pena
o investimento para o cruzeirista médio? Discutível.<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Com o avanço da tecnologia, mais
pessoas conseguirão eventualmente dominar esses catamarãs de alto desempenho e
poderão bancá-los, à medida que os custos diminuírem, mas até o momento,
acreditamos que o velejador médio pode divertir-se navegando a uma velocidade razoável
rumo ao seu destino, com a segurança e descontração de um catamarã de cruzeiro normal,
conforme discutido acima. O fato é que um ou dois nós de velocidade, que PODE
ser a diferença entre esses catamarãs de cruzeiro, não farão tanta diferença
assim na sua travessia.<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Em resumo<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Portanto, para concluir a
discussão, os revendedores sempre são algo tendenciosos quanto aos produtos que
representam. Os fabricantes se esforçam bastante e gastam muito dinheiro
treinando suas redes de revendedores para que conheçam profundamente os
produtos e os representem bem aos olhos do público comprador. Eles esperam
legitimamente a lealdade de seus revendedores e esperam que eles apresentem uma
imagem positiva para o consumidor. Todos nós entendemos isso. No entanto,
quando os revendedores achincalham e deturpam sua concorrência com as questões inventadas
para vender seus próprios produtos, fazem um desserviço ao público comprador e
à indústria em geral.<o:p></o:p></span></div>
<br />Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0tag:blogger.com,1999:blog-4863736667311029265.post-79628412422090036602020-05-25T20:26:00.000-03:002020-05-25T20:29:00.444-03:00Catamarãs de cruzeiro de alto desempenho estabelecem novos padrões de velocidade à vela<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: "verdana" , sans-serif;">Traduzido do original </span><a href="https://www.sailmagazine.com/multihulls/performance-cruising-cats-set-new-standards-in-sailing-speed" style="font-family: Verdana, sans-serif; text-align: justify;">https://www.sailmagazine.com/multihulls/performance-cruising-cats-set-new-standards-in-sailing-speed</a><br />
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<span style="font-family: "verdana" , sans-serif;">Nathanael G. Herreshoff não quis
(necessariamente) desencadear uma revolução no design de barcos quando lançou o
catamarã Amaryllis, em 1875, mas foi exatamente o que aconteceu ...
eventualmente. Os estudantes de história vão se lembrar que o Amaryllis foi
prontamente banido das regatas organizadas, principalmente porque derrotou os
monocascos por larga margem. Ainda assim, a notícia se espalhou: os catamarãs
eram muito rápidos e navegavam sem adernar. Eles também oferecem outras
vantagens em comparação aos monocascos, como muito espaço no convés.
Infelizmente, a opinião popular exerceu sua pressão usual sobre proprietários,
designers e construtores, e os catamarãs de cruzeiro de alto desempenho ficaram
em segundo plano até a década de 1960.<o:p></o:p></span></div>
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<img height="428" src="https://www.sailmagazine.com/.image/c_limit%2Ccs_srgb%2Cq_auto:good%2Cw_600/MTQ4OTg4MTIwMjY3MzAxOTQz/mhs13-hr3-fespeed-top.webp" width="640" /></div>
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<span style="font-family: "verdana" , sans-serif; font-size: x-small;">Um TAG 60 levantando o casco de barlavento</span></div>
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<span style="font-family: "verdana" , sans-serif;">“Os primeiros catamarãs modernos
surgiram das regatas”, diz Marc Van Peteghem, do famoso escritório de design náutico
francês <span style="mso-spacerun: yes;"> </span>VPLP, que projetou alguns dos
multicascos mais rápidos do mundo. “A origem do multicasco de cruzeiro de alto
desempenho remonta a um longínquo passado. Foi o designer americano Dick Newick
quem iniciou essa evolução. Seu conceito era simplicidade e leveza. As formas
eram muito orgânicas e os perfis bem baixos. De muitas maneiras, eles foram
altamente revolucionários, dadas as limitações de materiais e conhecimentos da
época. ” <o:p></o:p></span></div>
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<img alt="A Sig 45 shows a burst of speed off the California coast " height="640" src="https://www.sailmagazine.com/.image/t_share/MTQ4OTg4MTIwMjY3NDMzMDE1/sig45-300x.jpg" width="488" /></div>
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<span style="font-family: "verdana" , sans-serif; font-size: x-small;"><span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_0">Um</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_1">Sig</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_2">45</span> exibe <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_4">uma</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_5">explosão</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_6">de</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_7">velocidade</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_8">ao</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_9">largo</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_10">da</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_11">costa</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_12">da</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_13">Califórnia</span></span></div>
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<span style="font-family: "verdana" , sans-serif;">Os projetos agora icônicos de
Newick atraíram os velejadores que adotavam o espírito de simplicidade, design
e construção leves e almejavam singraduras diárias na casa dos 3 dígitos. Esses
cruzeiristas com visão de futuro não estavam interessados em se conformar com o status quo da vela de monocasco, pois a forma de casco escolhida por
Newick era o trimarã, e seus métodos de construção envolviam cascos laminados
de madeira moldada a frio (embora seus projetos fossem tipicamente vendidos
como planos de linhas). </span></div>
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<span style="font-family: "verdana" , sans-serif;">Poucos projetos de Newick ocupavam poitas em frente às
instalações do sofisticado New York Yacht Club em Harbor Court, na esnobe Newport,
Rhode Island, mas muitos de seus barcos fizeram travessias marítimas
impressionantemente rápidas, deliciando seus proprietários e forjando uma lenda
entre os marujos de alto-mar.<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;">Outros multicascos de cruzeiro
orientados para o desempenho surgiram durante as décadas de 1980 e 1990, e fizeram
fama nos Estados Unidos, principalmente barcos dos estaleiros franceses Catana
e Outremer. O brilhante designer de Massachusetts, Chris White, também começou
a chamar atenção com sua linha inovadora de catamarãs “Atlantic”, cujas
configurações de layout apresentavam um cockpit localizado à gente da cabine
principal. O que diferenciava esses barcos dos projetos de cruzeiro mais tranquilos
eram características como alto <i>clearance</i> do convés central,
superestruturas baixas, cascos estreitos e construção leve de compósitos.
Estimulados pelos avanços de projeto e construção de multicascos de regata,
conceitos como construção em compósitos, mastros-asa e, eventualmente, mastros
de fibra de carbono começaram a encontrar espaço nos multicascos de cruzeiro.<o:p></o:p></span></div>
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<img alt="The Nautitech 442 proves you don’t need daggerboards to enjoy fast passage times" height="390" src="https://www.sailmagazine.com/.image/t_share/MTQ4OTg4MTIwMjY3NTY0MDg3/nautitech442.jpg" width="400" /></div>
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<span style="font-family: "verdana" , sans-serif; font-size: x-small;"><span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_0">O</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_1">Nautitech</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_2">442</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_3">prova</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_4">que</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_5">você</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_6">não</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_7">precisa</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_8">de</span> bolinas "guilhotina" <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_10">para</span> fazer travessias rápidas</span></div>
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<span style="font-family: "verdana" , sans-serif;">Também nessa época, o designer
Ian Farrier começou a aparecer manchetes náuticas internacionais com sua linha de
trimarãs dobráveis Corsair, incluindo o F-22 e o agora icônico F-27 (um
participante do Sailboat Hall of Fame em 2004). Esses barcos tornaram a
navegação rápida acessível a um grande número de velejadores, muitos dos quais
cresceram navegando Hobie-Cats na sua praia local e agora queriam um multicasco
de cruzeiro que pudesse oferecer acomodações confortáveis (o suficiente),
além de proporcionar emoções da alta velocidade e a conveniência de serem rebocáveis.
Ainda assim, a maioria dos velejadores tradicionais continuava relutante em
aceitar esse novo paradigma de cruzeiro rápido, e os multicascos permaneceram
em grande restritos aos domínios dos barcos de charter ou dos puros-sangues de
regata. </span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">Então, no final de 1999, Peter Johnstone - da família dos criadores dos
veleiros J, como o J24 etc. - partiu para encontrar uma alternativa ao seu
monocasco de cruzeiro de 70 pés. Johnstone <span style="mso-spacerun: yes;"> </span>queria algo rápido e confortável, mas que
também apresentasse o tipo de desempenho ao qual ele estava acostumado em
maxi-catamarãs de alta performance, como Playstation e Team Adventure.
Johnstone finalmente contratou os veteranos de multicascos da Costa Oeste
Morrelli & Melvin para elaborar o projeto de um catamarã de cruzeiro de
alto desempenho de 62 pés que acabaria por servir como protótipo para sua agora
famosa linha Gunboat, e que ele teria construído sob encomenda no estaleiro
Harvey Yachts, na África do Sul. A família partiu para o cruzeiro a bordo do
TRIBE em 2001 e Johnstone rapidamente percebeu que isso podia ser algo importante:
um barco com proas invertidas, bolinas tipo guilhotina e um design voltado para
o desempenho, capaz de singraduras diárias de 300 a 400 milhas náuticas em regime
de cruzeiro com um navegada confortável.<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;">Em janeiro de 2010, me vi sentado
no confortável sofá do Gunboat 66, Sugar Daddy , contemplando a escolha do
proprietário Bruce Slayden de um Sauvignon Blanc acompanhado com tacos de peixe
Ahi recém cozidos, quando alguém notou a velocidade: 21,7 nós, velas caçadas,
condução com piloto automático . Eu me belisquei: raro é o dia em que alguém
pode saborear um almoço cinco estrelas enquanto navega a mais de 20 nós, nem um
único fio de cabelo fora do lugar. Mas velejar a bordo do bem equipado Gunboat
de Slayden no Canal de Molokai, no Hawaii, não é exatamente uma travessia
"cotidiana".<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<img alt="A squadron of Gunboats race in the Caribbean " height="426" src="https://www.sailmagazine.com/.image/t_share/MTQ4OTg4MTIwMjY3NzYwNjk1/multiplecat-gunboat.jpg" width="640" /></div>
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<br /></div>
<div role="label">
<span style="font-family: "verdana" , sans-serif; font-size: x-small;"><span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_0">Uma</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_1">esquadra</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_2">de</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_3">Gunboats</span> em regata <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_5">no</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_6">Caribe</span></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">Olhando pelas muitas janelas da
cabine do Sugar Daddy , com uma visão quase de 360 graus, vi que o muito temido
Canal de Molokai mantinha sua reputação, com 25 a 30 nós de vento e mar de dois
metros. No entanto, era óbvio que Sugar Daddy estava perfeitamente equilibrado,
com suas grandes e poderosas proas subindo nas ondas, enquanto suas bolinas de
fibra de carbono forneciam bastante sustentação. Tendo navegado a bordo de uma
grande quantidade de monocascos rápidos - incluindo Volvo Open de 70 e os
super-máxis de 100 pés - fiquei impressionado com o fato de mais de 20 nós
parecerem tão suaves e civilizados, mas uma rápida olhada em Bruce revelou que
estávamos só agora começando a ver a verdadeira magia de Sugar Daddy. Bruce sabia:
ele e sua esposa, Nora, e sua tripulação percorreram mais de 70.000 milhas a
bordo de três diferentes Gunboats. "Eu realmente sentia falta da nossa
casa quando estávamos navegando", diz Nora. "Agora é o
contrário."<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<img alt="The Outremer 5X shows off its slim hulls, powerful rig and plumb bows " height="305" src="https://www.sailmagazine.com/.image/t_share/MTQ4OTg4MTIwMjY2Nzc3NjU1/outremer.jpg" width="400" /></div>
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<br /></div>
<div role="label">
<span style="font-family: "verdana" , sans-serif; font-size: x-small;"><span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_0">O</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_1">Outremer</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_2">5X</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_3">exibe</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_4">seus</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_5">cascos</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_6">esguios,</span> mastreação potente <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_9">e</span> proas retas</span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">Navegando pelo Canal de Molokai,
a visão de Johnstone de um catamarã de cruzeiro de alto desempenho subitamente
fez sentido. Se estivéssemos em condições semelhantes a bordo do J/44 do meu
pai, os coletes salva-vidas e os cintos de segurança - não o Ahi
recém-capturado – estariam no menu do dia, juntamente com rostos salgados e as
indefectíveis roupas de mau tempo. <o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<img alt="Lightweight construction is a hallmark of the MC²60" height="400" src="https://www.sailmagazine.com/.image/t_share/MTQ4OTg4MTIwMjY2ODQzMTkx/mc2-60.jpg" width="295" /></div>
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<br /></div>
<div role="label">
<span style="font-family: "verdana" , sans-serif; font-size: x-small;"><span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_0">Construção</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_1">leve</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_2">é</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_3">a</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_4">marca</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_5">registrada</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_6">do</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_7">MC²60</span></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;">"A categoria de grandes multicascos
de cruzeiro de desempenho não existia quando começamos o Gunboat", diz
Johnstone. “Ninguém pensou que um multicasco de cruzeiro pudesse andar contra o
vento, mas passamos pelo Volvo 70 com um Gunboat 66 em uma recente parada na
Volvo Ocean Race na Cidade do Cabo. Trocamos bordos por 10 milhas - andávamos
um pouco mais rápidos e num ângulo um pouco mais aberto.” Trabalho
impressionante, considerando que o Volvo Open 70 é um dos monocasco mais rápidos
(e mais desconfortáveis) que existe e é tripulado por equipes cheias de
profissionais experientes - muito diferente do Sugar Daddy.<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;">Atualmente, os estaleiros estão
construindo mais catamarãs de cruzeiro de alto desempenho, cada um oferecendo
uma mistura diferente de características de desempenho e de cruzeiro, obtidas
pelo uso de novos materiais, alocação criativa de peso e design aprimorado dos
apêndices (bolinas e lemes), juntamente com o foco nas comodidades a bordo. O
objetivo é velocidade, desempenho e conforto em alto-mar, tanto em vento forte
quanto, mais importante, nos ares fracos em que os monocascos ficam boiando.
"Um catamarã de bom desempenho pode navegar 1,2 a 1,5 vezes mais rápido do
que a velocidade do vento em algumas condições, o que significa menos tempo de motorando
e mais tempo velejando", diz Greg Young, designer do TAG 60.<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;">"Dizem que os proprietários
de barcos podem escolher dois dos três seguintes: velocidade, conforto ou baixo
custo", diz Hugo Le Breton, fundador da Le Breton Yachts, criadores da
linha SIG de catamarãs de cruzeiro de alto desempenho. "Você não pode ter
um barco rápido, confortável e barato, tudo ao mesmo tempo." Embora o custo seja obviamente
importante, Van Peteghem enfatiza que o peso é a verdadeira chave do
desempenho. "Quanto mais leve um barco, maior o desempenho", diz ele.
“Outra maneira de expressar isso é que o catamarã de alto desempenho encontra o
equilíbrio ideal entre conforto, desempenho e custo - enquanto enfatiza o
desempenho.” Por causa disso, os catamarãs de cruzeiro atuais, orientados para
o desempenho, adotaram a construção em compósitos (cascos, bolinas, mastreação
e aparelhamento), designs sofisticados, planos vélicos altamente adaptáveis e
um espírito de que “o leve é o certo”.<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<img alt="The Neel 45 represents the cutting edge in performance cruising trimaran design " height="235" src="https://www.sailmagazine.com/.image/t_share/MTQ4OTg4MTIwNTM2NzIwNDM5/neel45_0.jpg" width="400" /></div>
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<br /></div>
<div role="label">
<span style="font-family: "verdana" , sans-serif; font-size: x-small;"><span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_0">O</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_1">Neel</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_2">45</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_3">representa</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_4">a</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_5">vanguarda</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_6">no </span></span><span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_9" style="font-family: "verdana" , sans-serif; font-size: x-small;">design</span><span style="font-family: "verdana" , sans-serif; font-size: x-small;"> </span><span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_8" style="font-family: "verdana" , sans-serif; font-size: x-small;">de</span><span style="font-family: "verdana" , sans-serif; font-size: x-small;"> </span><span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_10" style="font-family: "verdana" , sans-serif; font-size: x-small;">trimarãs de alto </span><span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_7" style="font-family: "verdana" , sans-serif; font-size: x-small;">desempenho</span><span style="font-family: "verdana" , sans-serif; font-size: x-small;"> </span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;">Embora todos concordem que a
fibra de carbono é muito superior à fibra de vidro tradicional, o custo não
pode ser ignorado. "Você obtém muito mais desempenho por dólar construindo
cascos mais longos e mais estreitos, com materiais menos dispendiosos",
diz Phil Berman, presidente da Balance Catamarans. "Prefiro usar núcleos
de espuma, anteparas de epóxi pré-impregnadas, resinas estervinílicas ou epóxi
e E-glass com acabamento de gelcoat se o esforço for para reduzir os
custos". Berman não está sozinho no uso de fibra de vidro. “Você não
precisa usar carbono em tudo para conseguir um barco leve”, diz Raphael Blot,
que se uniu ao estaleiro australiano McConaghy para construir o MC²60 (Blot é
dono do primeiro MC²60). "Prova disso é que estamos um pouco acima das 9
toneladas, enquanto alguns catamarãs de 60 pés de carbono têm mais de 15."
O ponto crítico, diz Blot, é usar carbono onde produz os maiores retornos, ao
mesmo tempo em que se concentram em bolinas assimétricas que estão situadas no
meio de cada casco, de modo a alcançar o equilíbrio certo e o <i>trim</i> do
casco.<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<img alt=" The plumb bows and narrow hulls on this Catana 59 are all business" height="419" src="https://www.sailmagazine.com/.image/t_share/MTQ4OTg4MTIwNTM2NTg5MzY3/cantana59.jpg" width="640" /></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-small;">As proas retas e os cascos estreitos deste Catana 59 mostram que ele não está para brincadeiras</span></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;">Embora todos os multicascos
tenham o potencial de se tornar um pouco assustadores ao navegar em ventos francos,
especialmente fortes, navegar no contravento não é fácil para um barco com dois
cascos e sem quilha. Muitos clientes de </span><i style="font-family: Verdana, sans-serif;">charter</i><span style="font-family: "verdana" , sans-serif;"> ficam frustrados ao
tentar uma orça apertada em seus “condomarãs”, mas os catamarãs com foco em
desempenho empregam bolinas (seja tipo “guilhotina” ou “canivete”) para
combater isso. “Bolinas são necessárias para apontar bons ângulos em qualquer catamarã
de alto desempenho”, diz Young, que usa bolinas assimétricas no seu Young 65.
“Ao angular as bolinas 10 graus, também introduzimos uma componente de sustentação
extra, além de minimizar qualquer impacto negativo em relação ao interior."
Young minimizou a ameaça de capotagem usando uma interessante mistura de
tecnologia. A TAG Yachts desenvolveu um incrível sistema de segurança que usa
células de carga na mastreação e um sensor de ângulo de adernamento que folga
automaticamente as escotas antes que o barco chegue a um ponto crítico ou
inseguro.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;">As bolinas também ajudam a
embarcação em outros pontos de navegação e em condições de mar adversas. “O que
muitas vezes os consumidores não se dão conta é que um catamarã com bolinas é
muito mais rápido do que um catamarã com mini-quilhas fixas, porque você reduz enormemente
o arrasto quando as bolinas são levantadas”, diz Berman. Segundo Johnstone, a
capacidade de levantar e abaixar as bolinas melhora a segurança em alto-mar.
"Quando fica realmente desagradável, com mais de 60 nós e os mares estão
confusos e violentos, a estratégia mais segura é correr com o vento
rapidamente, com as bolinas totalmente levantadas", diz Johnstone.
"Quando você é atingido de lado por uma onda quebrando, o barco simplesmente
“derrapa” de lado e dissipa a energia de impacto da onda."<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<img alt="An Atlantic 57 makes speed look easy in a stiff breeze" height="417" src="https://www.sailmagazine.com/.image/t_share/MTQ4OTg4MTIwNTM2NTIzODMx/atlantic57.jpg" width="640" /></div>
<div role="label">
<span style="font-family: "verdana" , sans-serif; font-size: x-small;"><span class="ts-alignment-element" data-is-focusable="true"><br /></span></span></div>
<div role="label">
<span style="font-family: "verdana" , sans-serif; font-size: x-small;"><span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_0">Um</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_1">Atlantic</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_2">57</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_3">faz</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_4">a</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_5">velocidade</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_6">parecer</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_7">fácil</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_8">em</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_9">uma</span> <span class="ts-alignment-element" data-is-focusable="true" id="tgtAlignment_10">brisa fresca</span></span></div>
<div role="label">
<span style="font-family: "verdana" , sans-serif; font-size: x-small;"><span class="ts-alignment-element" data-is-focusable="true"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;">O conforto a bordo é a principal
consideração final do projeto. Embora os regateiros fanáticos não se importem
com acomodações mínimas, a maioria das pessoas “normais” prefere algum
conforto. "Não há mais a obrigação de ter um barco espartano para ter um
barco de desempenho", diz Xavier Desmarest, da Outremer Catamarans.
"Todos os nossos barcos são projetados e construídos para oferecer o mesmo
conforto que você tem em casa." Dado que a maioria dos catamarãs voltados
para o desempenho são construídos de maneira personalizada ou semi-personalizada,
os proprietários de barcos novos têm o prazer de decidir quais confortos são
prioritários em alto-mar.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;">Por mais aventureira que possa parecer
uma travessia do Atlântico em quatro dias ou menos, qualquer um poderia se
acostumar com os turnos da madrugada passados em postos de comando secos e abrigados.
No entanto, a tecnologia moderna ajuda a reduzir o peso aqui também. “Se
'sacrifício' significa trazer um iPod em vez de uma coleção de CDs, um Kindle
em vez de livros, e simplesmente deixar algumas coisas não essenciais em casa,
nossos clientes acham que vale a pena”, diz Le Breton.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;">A America's Cup há muito tempo
tem servido como um importante laboratório de ideias para o design de vela de
alto desempenho, com a tecnologia aplicável chegando aos mercados de produção e
customizado. Historicamente, pouco disso passou para a multidão de
multicascos, mas a 34ª America's Cup, com seus catamarãs e hidrofólios com vela-asa
de 72 pés, pode ter sido a exceção. "O principal subproduto que veremos da
America's Cup será em materiais e tecnologias avançados de construção, uma
melhor compreensão da dinâmica da navegação com vento aparente e, espero,
melhores programas de previsão de velocidade", diz Young. Outros
concordam. "Há muito a ser aprendido sobre as vantagens e desvantagens
entre formas de casco de baixo arrasto e volume na proa, e sobre formatos de
lemes", diz Le Breton. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;">Quando questionado se a
tecnologia da vela-asa poderia algum dia entrar no mercado de catamarãs de
cruzeiro de alto desempenho, o conselho de Le Breton é "nunca diga
nunca", enquanto Young fala sobre uma vela sólida rizável que ele está
desenvolvendo. Embora haja risco mínimo de um casal de cruzeiristas quebrar o
recorde transatlântico do Banque Populaire V em um multicasco de cruzeiro tão
cedo, há uma excelente chance de que a próxima geração de multicascos focados
em desempenho se beneficie de formas mais refinadas (cascos, apêndices e
velas), materiais compostos avançados e melhores programas de design. <o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;">Demorou “apenas” 138 anos, mas finalmente
os catamarãs de alto desempenho se tornaram uma tendência expressiva na vela -
da America’s Cup ao seu iate clube local. Hoje, o Amaryllis de Herreshoff ocupa
uma posição de destaque no universo dos projetos de multicascos, os projetos de
Newick são icônicos e os cruzeiristas sérios de todas as latitudes entendem que
um segundo casco pode tornar a vida muito mais agradável. <o:p></o:p></span></div>
<br />Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0tag:blogger.com,1999:blog-4863736667311029265.post-20625986579045160222020-05-24T00:01:00.001-03:002020-05-24T03:14:29.245-03:00Dez Erros Comuns na Compra de um Barco<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBlplGFSSA-ZOJCCx3269Y6c_0e4SpIzcMk86thhRNP91UvMpIgS3q7HoiK40jHazzoowlAluw0_2N2KWdINls2xqhiFotJkCs8sAAbuDK3Gg03zCvQZXeZujDKBS2HI0-qZjQthJl1mja/s1600/victor-garcia-oui26DmifNs-unsplash.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1245" data-original-width="1600" height="496" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBlplGFSSA-ZOJCCx3269Y6c_0e4SpIzcMk86thhRNP91UvMpIgS3q7HoiK40jHazzoowlAluw0_2N2KWdINls2xqhiFotJkCs8sAAbuDK3Gg03zCvQZXeZujDKBS2HI0-qZjQthJl1mja/s640/victor-garcia-oui26DmifNs-unsplash.jpg" width="640" /></a></div>
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<u><span style="font-family: "verdana" , sans-serif;">1. Não considerar as
necessidades futuras<o:p></o:p></span></u></div>
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<span style="font-family: "verdana" , sans-serif;">Pense à frente. Famílias com
crianças pequenas devem levar em consideração como desejam usar o barco à
medida que as crianças crescem.<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;">Os iniciantes no esporte supõem
que vão gostar de velejar e que vão<span style="mso-spacerun: yes;">
</span>aumentar a utilização de seu barco no futuro, à medida que forem se
acostumando mais. Uma família com interesses variados na água deve tentar
definir os limites de uso futuro para o qual deseja usar o barco. E aí, comprar
um barco adequado para essas atividades. A maioria dos barcos é projetada para
fins específicos, por isso é inteligente encontrar um que se adapte a um
determinado estilo de vida. Não compre um barco de regatas se o plano for
cruzeirar ou morar a bordo – e vice-versa.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjulz_JtQS1_UxXZw0WWqPTFD-TC4iOqanzpYYvJKcYY1BWiSlSw0ouud1NEDsBJsePTY_wOUYTILpIdoX-8DvFvD-VHUJZloqSxtXBIcFZbI5-xsuUeAEhiMk-dXXa3yIFNjA1H4bD_3C3/s1600/alexander-andrews-faYQEssh4Ks-unsplash.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1068" data-original-width="1600" height="425" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjulz_JtQS1_UxXZw0WWqPTFD-TC4iOqanzpYYvJKcYY1BWiSlSw0ouud1NEDsBJsePTY_wOUYTILpIdoX-8DvFvD-VHUJZloqSxtXBIcFZbI5-xsuUeAEhiMk-dXXa3yIFNjA1H4bD_3C3/s640/alexander-andrews-faYQEssh4Ks-unsplash.jpg" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTvX_Wz_uAzh1drSwWBy325WzF3wPRocICJOrCDTakCfWSt_8rtv0HtJCvUsWqzzekXNeAhcMz467lSH4y5rWD9zWTV54QoSCPDi9PM-6PCd4etguJ5KojT_CJq5mt5IFSbI1RlhoVH37Z/s1600/alex-block-R-vEolhiyAY-unsplash.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1012" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTvX_Wz_uAzh1drSwWBy325WzF3wPRocICJOrCDTakCfWSt_8rtv0HtJCvUsWqzzekXNeAhcMz467lSH4y5rWD9zWTV54QoSCPDi9PM-6PCd4etguJ5KojT_CJq5mt5IFSbI1RlhoVH37Z/s640/alex-block-R-vEolhiyAY-unsplash.jpg" width="403" /></a></div>
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<span style="font-family: "verdana" , sans-serif;"><u>2. Comprar um barco muito
pequeno (ou muito grande)</u><o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;">A manutenção de um barco não é
barata, por isso é natural querer comprar o menor barco para atender às
necessidades básicas. O problema é que, após uma ou duas temporadas, a maioria
das pessoas evolui e ultrapassa o seu barco e quer um maior. Trocar o barco 1
pelo barco 2 significa ter que pagar duas comissões de vendas. A maioria das
pessoas pode economizar dinheiro comprando o barco um pouco maior de cara.<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;">Comprar um barquinho de 16 pés
pode parecer a coisa certa a fazer no primeiro momento, mas a maioria das
pessoas supera-os rapidamente. Além disso, eles geralmente são limitados à
navegação em águas protegidas, em pequenos lagos, rios e baías. Mas gastando
apenas um pouco mais com um barco um pouco maior, resultará em um barco de
maior porte, capaz de navegar em lagos maiores e em águas costeiras, o que
expande em muito o horizonte a ser explorado.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOW-0buGus369UHatQ8XBJ00M0ea5YXlM1bTW2T4CXWt0iFuttWu_5Zy0lwh2xFrq9vg1p7YTKmphTh4pOMloFA4Dir32-UNqmEwzAPII8jpLN6aYe9yDJYS4uGQrf0heLmLH6xkYrMpxW/s1600/robert-hoffmann-JId8zngG3ys-unsplash.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1067" data-original-width="1600" height="425" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOW-0buGus369UHatQ8XBJ00M0ea5YXlM1bTW2T4CXWt0iFuttWu_5Zy0lwh2xFrq9vg1p7YTKmphTh4pOMloFA4Dir32-UNqmEwzAPII8jpLN6aYe9yDJYS4uGQrf0heLmLH6xkYrMpxW/s640/robert-hoffmann-JId8zngG3ys-unsplash.jpg" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhijZ5HBf2veoSGhzqZ-C4Csn9gQnEITPrx0Lw0ijUwbiT-wb5xuRbgLMg0lI1p-BAQWh6P3gTDbnqa78zEkN4daXlvs4ljwE6OhUS_bDVZQxCri4dpGebCQ7wSmt4-TdaBfFcY6gdyJ5SC/s1600/craig-cameron-J7wc9brCLBs-unsplash.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1068" data-original-width="1600" height="425" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhijZ5HBf2veoSGhzqZ-C4Csn9gQnEITPrx0Lw0ijUwbiT-wb5xuRbgLMg0lI1p-BAQWh6P3gTDbnqa78zEkN4daXlvs4ljwE6OhUS_bDVZQxCri4dpGebCQ7wSmt4-TdaBfFcY6gdyJ5SC/s640/craig-cameron-J7wc9brCLBs-unsplash.jpg" width="640" /></a></div>
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<span style="font-family: "verdana" , sans-serif;">Por outro lado, muitas pessoas
têm a tendência de querer comprar o maior barco que caiba no seu orçamento, não
atentando para o fato de que os custos de abrigo e manutenção de um barco podem
chegar a custar 10% do valor de compra ao ano, ou seja, acabam gastando todo o
dinheiro na compra e ficando sem ter como fazer frente aos custos de
manutenção. Até porque, quanto maior o barco, mais cara a manutenção, as peças,
motores, velas etc. Além disso, num barco maior, tudo também é maior – as vela
são mais pesadas para manusear, os esforços são maiores, a tripulação precisa
ser mais numerosa, enfim, tudo cresce proporcionalmente.<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;">Costumo aconselhar aos meus
clientes que adquiram o menor barco com o qual seja possível fazer o que eles
desejam, realizar o seu sonho náutico.<o:p></o:p></span></div>
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<u><span style="font-family: "verdana" , sans-serif;">3. Não consultar o cônjuge ou
companheiro</span></u></div>
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<span style="font-family: "verdana" , sans-serif;">Este é um erro fatal. Consulte o
cônjuge, mais que isso, envolva-o o quanto antes e com frequência. Na maioria
dos casais, o cônjuge tem poder de veto sobre as grandes despesas familiares.
Certifique-se de que o seu cônjuge esteja “dentro do projeto” antes de
prosseguir. Considere deixar seu cônjuge selecionar o barco (com a devida
orientação, é claro) para obter melhores resultados.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH0yr0zAtXh4bsxYwqC_rF41Zw4O7OSs5bwLO0hhyphenhypheniVcMjau3kWOVwKcKQ3736P_Md4rdPuQkA7ZkNrJhj9JEIe7_EpszTAkTsIxCG9hKKR2yq0gFLkNWG3N_ixxhm5HNJ0wvOX4RPdIti/s1600/andreas-ronningen-vMRMYoLQzwo-unsplash.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1067" data-original-width="1600" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH0yr0zAtXh4bsxYwqC_rF41Zw4O7OSs5bwLO0hhyphenhypheniVcMjau3kWOVwKcKQ3736P_Md4rdPuQkA7ZkNrJhj9JEIe7_EpszTAkTsIxCG9hKKR2yq0gFLkNWG3N_ixxhm5HNJ0wvOX4RPdIti/s640/andreas-ronningen-vMRMYoLQzwo-unsplash.jpg" width="640" /></a></div>
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<u><span style="font-family: "verdana" , sans-serif;">4. Não pesquisar devidamente</span></u></div>
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<span style="font-family: "verdana" , sans-serif;">Um barco é provavelmente a coisa
mais complexa que uma pessoa compra, geralmente mais do que uma casa, com a
qual a maioria das pessoas está familiarizada. Faça uma busca detalhada e leia
tudo o que há disponível sobre o tipo e tamanho de barco desejado. Se for o
caso, não se acanhe de contratar ajuda profissional, especialmente se você for
principiante. Costuma ser um dinheiro bem investido. Um comprador bem informado
tem muito mais probabilidade de ter uma experiência mais satisfatória.<o:p></o:p></span></div>
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<img alt="Buyer's Guide to Brokers And Dealers - Boat Trader Blog" height="245" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcQBKUIBOkKYPDgLJ0k94uKCJE02ALLz0uLwyf4jISK6b_-unXMQ&usqp=CAU" width="400" /></div>
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<u><span style="font-family: "verdana" , sans-serif;">5. Seguir cegamente conselhos
da Internet<o:p></o:p></span></u></div>
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<span style="font-family: "verdana" , sans-serif;">Ao pesquisar para a compra de um
barco, tenha cuidado ao valorizar demais os comentários encontrados nos fóruns
da Internet. Os autores muitas vezes têm alguma questão pessoal ou ficaram
chateados com o estaleiro ou vendedor e transferem esse descontentamento para o
produto. Algumas postagens são feitas por um concorrente contra o outro. Em
alguns casos, uma reclamação legítima não é mais válida porque a empresa mudou
de mãos ou já corrigiu o problema. Em resumo, o “Dr. Google” deve ser
consultado com o devido cuidado e parcimônia.<o:p></o:p></span></div>
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" 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<u><span style="font-family: "verdana" , sans-serif;">6. Presumir que comprar um
barco seja como comprar um carro<o:p></o:p></span></u></div>
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<span style="font-family: "verdana" , sans-serif;">A maioria dos velejadores não tem
ideia de quão poucos barcos novos são vendidos a cada ano. Provavelmente tantos
quantos são vendidos automóveis por semana, ou menos. Como resultado, todo o
processo de compra de um barco é diferente da compra de um carro. Por exemplo,
a maioria dos construtores de barcos menores não iniciará a construção do barco
até que haja o depósito do sinal. Em barcos maiores, muito poucos são vendidos
a cada ano. E mesmo os maiores revendedores não podem se dar ao luxo de ter uma
grande variedade de barcos à pronta entrega. Isso significa que os consumidores
devem fazer suas pesquisas em casa, depois visitar os revendedores e conhecer
quais são suas opções. Não presuma que um revendedor terá exatamente o que você
deseja em estoque – isso (quase) nunca é verdade. E no caso de barcos usados,
que são a maioria nos negócios que acontecem, a questão se torna ainda mais
crítica.<o:p></o:p></span></div>
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<img alt="Desmistificando o Feirão de Carros - Matel" height="345" 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" 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<u><span style="font-family: "verdana" , sans-serif;">7. Espremer demais o vendedor<o:p></o:p></span></u></div>
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<span style="font-family: "verdana" , sans-serif;">Embora muitos revendedores de
automóveis operem com uma margem de apenas 3 a 5% por carro, eles também vendem
centenas de automóveis a cada ano. Um revendedor de barcos vende apenas alguns
barcos novos a cada ano, mas ainda tem que pagar impostos altos, aluguéis, ter
uma equipe, pagar pelo treinamento e tudo o mais. Os revendedores de automóveis
ficam ricos - os revendedores de barcos não. A maioria está no negócio porque
ama barcos e navegar. Os consumidores que “forçam” na pechincha e querem sempre
levar muita vantagem, geralmente recebem muito menos.<o:p></o:p></span></div>
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<img alt="Cascos Enferrujados Boom Do - Foto gratuita no Pixabay" height="425" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcSom7n6jDafq_iMr3QIWZAu275EvMFQOh-cytJUr_DNB9liQBKM&usqp=CAU" width="640" /></div>
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<br /></div>
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<u><span style="font-family: "verdana" , sans-serif;">8. Supor que todos os barcos
sejam iguais<o:p></o:p></span></u></div>
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<u><span style="font-family: "verdana" , sans-serif;"><br /></span></u></div>
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<span style="font-family: "verdana" , sans-serif;">Novamente, muitos compradores de
barcos assumem que as leis, protocolos e padrões governamentais vigentes na
indústria automobilística também são aplicáveis à indústria náutica.<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">Não é bem assim. Os requisitos de
construção de barcos no Brasil são poucos e muito específicos. </span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">A ACOBAR
(Associação Brasileira dos Construtores de Barcos – <a href="http://acobar.org.br/">acobar.org.br</a>) vem
trabalhando forte, com grande sucesso, para padronizar os procedimentos
técnicos e construtivos, mas a adoção dos mesmos pelos construtores ainda é
voluntária. Os melhores construtores seguem conscientemente praticamente todos
os padrões, mas os pequenos construtores geralmente escolhem quais padrões
seguir, quando seguem algum. Tudo isso significa que uma pesquisa cuidadosa da
integridade do construtor de barcos é importante, bem como das características
do barco. </span></div>
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<span style="font-family: "verdana" , sans-serif;">No mercado de barcos usados, a maioria construídos muito antes da
adoção (ou mesmo, da existência) de quaisquer normas técnicas aplicáveis, o
cuidado precisa ser redobrado. </span></div>
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<span style="font-family: "verdana" , sans-serif;">A indústria náutica, no Brasil, é, na melhor das
hipóteses, em grande parte semiartesanal, ou seja, mesmo os maiores estaleiros raramente
possuem escala industrial de produção então, comparações com a indústria
automobilística são descabidas como comparar bananas com laranjas.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDlFB0t2mtjf-HibjoeC4dhfzNYVRyWDEYpg4kGK_qEn0TBnMOsn-f3zjypyRjx1PN_-uHP8PTBy8VzIp-BV4o8M-Zj6eZWDOC8bB5J7JW94u5AKyJNgy-ZO5rDCtbkq1tV29RN_Gsqhlq/s1600/eric-ward-CDDju8iCJMg-unsplash.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1067" data-original-width="1600" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDlFB0t2mtjf-HibjoeC4dhfzNYVRyWDEYpg4kGK_qEn0TBnMOsn-f3zjypyRjx1PN_-uHP8PTBy8VzIp-BV4o8M-Zj6eZWDOC8bB5J7JW94u5AKyJNgy-ZO5rDCtbkq1tV29RN_Gsqhlq/s640/eric-ward-CDDju8iCJMg-unsplash.jpg" width="640" /></a></div>
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<u><span style="font-family: "verdana" , sans-serif;">9. O melhor lugar para comprar
um barco é em um boat-show</span></u></div>
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<u><span style="font-family: "verdana" , sans-serif;"><br /></span></u></div>
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<span style="font-family: "verdana" , sans-serif;">Isso nem sempre é verdade. Na
verdade, existem outros momentos e locais em que os barcos podem ser comprados
a preços e/ou condições melhores. <o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">Para comprar um barco, o melhor é
deixar passar a alta temporada (verão), pois a demanda diminui e, no inverno, a
utilização costuma ser menor enquanto os custos de manutenção se mantêm, então
é o momento em que muitos proprietários resolvem vender seus barcos. Para
vender, é exatamente o contrário – a melhor época é um pouco antes do verão,
quando a demanda por embarcações aumenta. Pois todo mundo quer navegar na alta
estação.<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;">Dito tudo isso, um comprador deve
saber que ... ter muitos barcos lado a lado faz com que um boat-show seja um
ótimo lugar para entrar em muitos deles ao mesmo tempo e comparar características,
construção e acabamento, além das condições de venda.<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">Os estaleiros e revendas costumam
induzir os clientes a esperar pelos boat-shows para obter melhores condições,
mas essa tendência tem mudado nos últimos anos.<o:p></o:p></span></div>
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<img alt="Southampton Boat Show" height="230" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcR6IqLiFlwJkA42fjj20QZW1C2skLnPdExaCsxqEByLTRhj1Dql&usqp=CAU" width="400" /></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<u><span style="font-family: "verdana" , sans-serif;">10. Procurar um barco “de barbada”<o:p></o:p></span></u></div>
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<u><span style="font-family: "verdana" , sans-serif;"><br /></span></u></div>
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<span style="font-family: "verdana" , sans-serif;">Os dias de “liquidação” de barcos
terminaram. Após a crise financeira de 2008, muitos estaleiros foram forçados a
vender barcos quase a preço de custo para fazer fluxo de caixa.<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">No entanto, uma porcentagem
significativa de revendedores faliu. Da mesma forma, o número de estaleiros contraiu
em mais de 50%.<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;">Hoje, a maioria dos estaleiros responsáveis
monitora o estoque do revendedor e toma cuidado para não produzir em excesso.
Muitos, de fato, exigem um depósito/sinal do consumidor antes mesmo de iniciar
a construção. Essa prática vai no melhor interesse dos consumidores e dos
próprios revendedores e construtores.<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">Como resultado, um comprador de
barco que sabe exatamente qual marca e modelo deseja, deve contratar com
antecedência, dependendo do tamanho do barco, pois atualmente, a maioria dos
barcos com mais de 30 pés é feita sob encomenda.<o:p></o:p></span></div>
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<br /></div>
<br />Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0tag:blogger.com,1999:blog-4863736667311029265.post-29893548557190236462020-05-08T12:49:00.000-03:002020-05-08T12:49:37.736-03:00Por um abrigo seguro - a carência de infraestrutura náutica no litoral brasileiro!<span style="background-color: white; color: #262626; font-family: , "blinkmacsystemfont" , "segoe ui" , "roboto" , "helvetica" , "arial" , sans-serif; font-size: 14px;">Mexendo nos meus arquivos, encontrei este texto, o primeiro que escrevi para a </span><a class="notranslate" href="https://www.instagram.com/revistanautica/" style="background-color: white; border: 0px; font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-size: 14px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">@revistanautica</a><span style="background-color: white; color: #262626; font-family: , "blinkmacsystemfont" , "segoe ui" , "roboto" , "helvetica" , "arial" , sans-serif; font-size: 14px;">, lá em 2008. Infelizmente constato que quase nada mudou em termos de infraestrutura náutica. Quando vamos deixar de estar de costas para o mar? Precisamos fazer algo logo,</span> <a class="notranslate" href="https://www.instagram.com/ernesto_saothiago/" style="background-color: white; border: 0px; font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-size: 14px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">@ernesto_saothiago</a><span style="background-color: white; color: #262626; font-family: , "blinkmacsystemfont" , "segoe ui" , "roboto" , "helvetica" , "arial" , sans-serif; font-size: 14px;"> </span><a class="notranslate" href="https://www.instagram.com/maneferrari/" style="background-color: white; border: 0px; font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-size: 14px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">@maneferrari</a><span style="background-color: white; color: #262626; font-family: , "blinkmacsystemfont" , "segoe ui" , "roboto" , "helvetica" , "arial" , sans-serif; font-size: 14px;"> !</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir0dhq9CRiVgtrKihYMkKYc6ENBgYsjTRX2AJyy0zf3-diQIyxDDtC2ogeUp5-qKc0HhhTy6iR2Nxbf9T-bWYOvcyGEYcb6ulLBr_ICDSH5CHQM6gLxCPXHjI8BoMOHW2dqgWw07mu6LGM/s1600/Artigo+N%25C3%25A1utica+Sul.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1207" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir0dhq9CRiVgtrKihYMkKYc6ENBgYsjTRX2AJyy0zf3-diQIyxDDtC2ogeUp5-qKc0HhhTy6iR2Nxbf9T-bWYOvcyGEYcb6ulLBr_ICDSH5CHQM6gLxCPXHjI8BoMOHW2dqgWw07mu6LGM/s1600/Artigo+N%25C3%25A1utica+Sul.png" /></a></div>
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Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0tag:blogger.com,1999:blog-4863736667311029265.post-8998399633139655352020-05-05T21:18:00.001-03:002020-05-05T21:18:13.876-03:00Uma das principais leis do mar – quem é do mar se ajuda em caso de necessidade!<br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Em dezembro de 2019 fui procurado
pelo Gustavo Carneiro Leão, tripulante, e pelo Álvaro da Fonte, proprietário e
comandante, do trimarã “Centauro”, de Recife, irmão gêmeo do “Trovão”. Eles
estavam enfrentando um sério problema e esperavam que eu pudesse ajudar.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgywR_YrxXKAtUojnkUqNaVZzsXS5jDTKuETKeSjlCfk2mrPpKn_AK-rq-It_akkxZ2Jxwmcp4aoWhu_JWcEULxoXXBYNJ5C-XfYRP6bqzKE6zb-7AtdYoSVo9XVll4VLDjLU7nkGRvWN6/s1600/WhatsApp+Image+2020-05-04+at+11.34.05.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="816" data-original-width="1224" height="425" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgywR_YrxXKAtUojnkUqNaVZzsXS5jDTKuETKeSjlCfk2mrPpKn_AK-rq-It_akkxZ2Jxwmcp4aoWhu_JWcEULxoXXBYNJ5C-XfYRP6bqzKE6zb-7AtdYoSVo9XVll4VLDjLU7nkGRvWN6/s640/WhatsApp+Image+2020-05-04+at+11.34.05.jpeg" width="640" /></a></span></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><o:p></o:p></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Durante uma regata aconteceu um
dos maiores temores dos velejadores de multicascos - um <i>beam</i> (travessa) que
liga os cascos quebrou e eles só não sofreram um acidente mais grave porque
tiveram perícia para, rapidamente, contornar a situação. <o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixeuzi4VE0zgeGrvkpmQ6Nstw97W2snin3M2wTxCD9Dy_VnX2qivxq2KuZAk4Jvk45K9x_PeM6TCdWp5urmq-hkkYtn9n87MJDRjJugwyv-jZ8o65RbQzDff-Ptgcs3ZbdvLZ-ubS8luT7/s1600/WhatsApp+Image+2020-05-05+at+14.48.35+%25281%2529.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="899" data-original-width="1599" height="358" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixeuzi4VE0zgeGrvkpmQ6Nstw97W2snin3M2wTxCD9Dy_VnX2qivxq2KuZAk4Jvk45K9x_PeM6TCdWp5urmq-hkkYtn9n87MJDRjJugwyv-jZ8o65RbQzDff-Ptgcs3ZbdvLZ-ubS8luT7/s640/WhatsApp+Image+2020-05-05+at+14.48.35+%25281%2529.jpeg" width="640" /></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">A experiência prévia do
comandante Álvaro, tanto com o próprio “Centauro” que, uns 9 anos antes, recém
comprado, rompeu a travessa de popa, como com o famoso trimarã “Nativo” que, na
REFENO de 2014, rompeu os dois </span><i style="font-family: Arial, Helvetica, sans-serif;">beams</i><span style="font-family: Arial, Helvetica, sans-serif;"> e acabou naufragando, e de cuja
tripulação o comandante Álvaro fazia parte, foram decisivas para evitar que o
acidente tivesse consequências mais graves.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Álvaro relata que, ao escutar o
estralo, instantaneamente se deu conta que era o mesmo ruído que escutou no “Nativo”
por duas vezes seguidas, quando da ruptura das travessas. Imediatamente aproou
o barco e mandou baixar os panos, para reduzir os esforços sobre a mastreação e,
consequentemente, sobre a estrutura do barco. Em seguida, ligou o motor e
seguiu, em velocidade reduzida, para o clube, enquanto a tripulação
providenciava uma amarração emergencial para evitar que a travessa quebrada
batesse contra o costado do casco central e causasse ainda mais danos.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-a9LA62p_9w9dZUFWjPLT62qwpCkmDfj76j-U7IjhLSeKZFk7HDzudH2kAkuLRJUsBtcT6npaKT3K67Mh6inWq4_6dUj3Y9Ks1-ttdhgSSCV3Yw2pBKNV41gKsOM9otLyxKI7kV4T2cnj/s1600/WhatsApp+Image+2020-05-05+at+14.48.35+%25282%2529.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="899" data-original-width="1599" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-a9LA62p_9w9dZUFWjPLT62qwpCkmDfj76j-U7IjhLSeKZFk7HDzudH2kAkuLRJUsBtcT6npaKT3K67Mh6inWq4_6dUj3Y9Ks1-ttdhgSSCV3Yw2pBKNV41gKsOM9otLyxKI7kV4T2cnj/s640/WhatsApp+Image+2020-05-05+at+14.48.35+%25282%2529.jpeg" width="640" /></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Mas, agora, eles precisavam
construir um novo <i>beam</i> para substituir o rompido, mas não tinham as
especificações nem as dimensões corretas para isso. <o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdNRb9BqMfgU85irTJ0J4JA4pIRm9H8UhnZBlTBQiFqKik5pO5DJ81Vfjt2GQAp2kGNzp8xnjgdPkDnQqETPKrnUMPL2FeHqits2u22qEPZe5oPNuRPPeV2wVaPQZyw3np0iFUXLW9NWeI/s1600/WhatsApp+Image+2020-05-04+at+21.21.18.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="864" data-original-width="1152" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdNRb9BqMfgU85irTJ0J4JA4pIRm9H8UhnZBlTBQiFqKik5pO5DJ81Vfjt2GQAp2kGNzp8xnjgdPkDnQqETPKrnUMPL2FeHqits2u22qEPZe5oPNuRPPeV2wVaPQZyw3np0iFUXLW9NWeI/s640/WhatsApp+Image+2020-05-04+at+21.21.18.jpeg" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcd3VCMnPbtx-03o8kXxlq7aCBJerlVc8O966LlfFbyJtuwinMU5YzpKOv8aztcw3sD2yFLoNb6q8J9p-c6W7NTbPSi1lBYWqlj-jdtur2lOZ3C-KHIrWgMB2wlYM8w6G-4M5vpYbAoXuG/s1600/WhatsApp+Image+2020-05-05+at+13.41.01.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="648" data-original-width="1152" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcd3VCMnPbtx-03o8kXxlq7aCBJerlVc8O966LlfFbyJtuwinMU5YzpKOv8aztcw3sD2yFLoNb6q8J9p-c6W7NTbPSi1lBYWqlj-jdtur2lOZ3C-KHIrWgMB2wlYM8w6G-4M5vpYbAoXuG/s640/WhatsApp+Image+2020-05-05+at+13.41.01.jpeg" width="640" /></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Pesquisaram na internet, procurando
outros proprietários do modelo SeaClipper 28, e acabaram me encontrando. E
deram sorte pois, logo que adquiri o “Trovão”, encomendei do projetista, nos
EUA, um jogo de plantas do barco, já antecipando as reformas que eu sabia que
teria que acabar fazendo eventualmente. E, dentre essas plantas, tem uma mostrando
as travessas de maneira bem detalhada, com as dimensões exatas e as
especificações do material. Bingo! O pessoal do “Centauro” acertou na mosca!</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Passei uma cópia digitalizada da
planta, eles contrataram um marceneiro no Recife mesmo e puseram mãos-à-obra para
construir o novo <i>beam</i> frontal e devolver o “Centauro” o quanto antes
para o seu habitat natural – o mar!<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgarxMi2sD4qVPs9poRmUeLhTKCRG3D0KvSRkiPP5j6mXCxKeHA-wHKdwRDZcX4EBRA71idYf7NtAkjmCOM-ZgoBnO7OaWTSC4iUWWjF7JCLjeEK7tz4UF_Vzp0O_-dq5khwj0vJMZP7KYE/s1600/WhatsApp+Image+2020-05-05+at+13.41.01+%25282%2529.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="864" data-original-width="1152" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgarxMi2sD4qVPs9poRmUeLhTKCRG3D0KvSRkiPP5j6mXCxKeHA-wHKdwRDZcX4EBRA71idYf7NtAkjmCOM-ZgoBnO7OaWTSC4iUWWjF7JCLjeEK7tz4UF_Vzp0O_-dq5khwj0vJMZP7KYE/s640/WhatsApp+Image+2020-05-05+at+13.41.01+%25282%2529.jpeg" width="640" /></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">O acidente do “Centauro” <span style="mso-spacerun: yes;"> </span>fez acender um alerta na minha mente – o “Trovão”
tem mais ou menos a mesma idade e, até onde eu sei, seus <i>beams</i> ainda são
originais, ou seja, é importante eu dar uma boa revisada neles para não levar o
mesmo susto que eles tiveram. O ideal mesmo, por precaução, é substituir os <i>beams</i>
atuais, com 40 anos de idade e em estado de conservação desconhecido, por novos.
Mais um item para a lista (que só cresce...)! Mas é sempre preferível trocar <b><u>antes</u></b>
de quebrar...<o:p></o:p></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">O <i>beam</i> do “Centauro” ficou
pronto, perfeito, foi montado e o barco voltou para a água. E para minha
alegria, fiquei sabendo, esses dias, que foi o primeiro multicasco a cruzar a
linha de chegada da primeira regata em que participou depois de consertado,
tudo isso sem ter sido testado antes. <o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjanKJC6V81Z1lwia4MmaXW1wfYLIKEVwkPjmEDl5DJRFwBXoszSX5o2rs2jtyZw8TVwyhbEQOH5dOS8LTC_aJMpXN03RQUEfAJcinZWmaBIiYkc0GrDFZb1bKQ88fkyWNEgpgRZqSRq4Zk/s1600/WhatsApp+Image+2020-05-04+at+11.34.05+%25281%2529.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="816" data-original-width="1224" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjanKJC6V81Z1lwia4MmaXW1wfYLIKEVwkPjmEDl5DJRFwBXoszSX5o2rs2jtyZw8TVwyhbEQOH5dOS8LTC_aJMpXN03RQUEfAJcinZWmaBIiYkc0GrDFZb1bKQ88fkyWNEgpgRZqSRq4Zk/s640/WhatsApp+Image+2020-05-04+at+11.34.05+%25281%2529.jpeg" width="640" /></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Recebi os agradecimentos efusivos
do comandante Álvaro – meu caro, não é preciso me agradecer, apenas faça o
mesmo ao próximo velejador em necessidade que encontrar. </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Afinal, quem é do mar sempre
se ajuda em caso de aperto. Sucesso ao “Centauro” e à sua tripulação!</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">P.S. – O interessante de conversar
com outros proprietários do mesmo modelo de barco que se tem é poder trocar
ideias sobre as diferentes soluções que cada um deu para as questões e
problemas que vão surgindo. Por exemplo, o comandante Álvaro está me dando
ótimas ideias sobre o gurupés que pretendo instalar no “Trovão” e, também,
sobre os trampolins (redes) que ficam entre os cascos.<o:p></o:p></span></div>
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Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com4tag:blogger.com,1999:blog-4863736667311029265.post-10608653390706019912020-05-02T17:49:00.001-03:002020-05-02T17:49:09.080-03:00“Trovão” deixou de ser apenas o meu apelido náutico!<br />
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<span style="font-family: Verdana, sans-serif;">Desde maio do ano passado, ou
seja, há praticamente um ano, que “Trovão” deixou de ser apenas o meu apelido
náutico e passou a ser, também (e finalmente) o nome do meu barco!</span></div>
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<span style="font-family: Verdana, sans-serif;">O barco, no caso, um velho
trimarã amarelinho (batizado de “Trim”) que encontramos, minha esposa Lu(ciana) e
eu, “largado” há tempo (e “no tempo”) sobre uma carreta, no gramado do
CNT-Clube Náutico Tapense. O "Trim" é um SeaClipper 28, projetado pela dupla Jim Brown/John Marples.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW4UMQOAxPZ0CYj4jTKTI177lIHGRDFnSKOIwN3GlPPqRQOLMvSzQjqT9p3xLXh84dNAry0onlBlbs1JjJhx-S_vfTpM-6U3h2WZsSDeqfu0ZXcYI9O26Pt14X8x3kaqacl3jR6gtlYG5h/s1600/IV+redux+real+cabin.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1076" data-original-width="1600" height="430" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW4UMQOAxPZ0CYj4jTKTI177lIHGRDFnSKOIwN3GlPPqRQOLMvSzQjqT9p3xLXh84dNAry0onlBlbs1JjJhx-S_vfTpM-6U3h2WZsSDeqfu0ZXcYI9O26Pt14X8x3kaqacl3jR6gtlYG5h/s640/IV+redux+real+cabin.png" width="640" /></a></div>
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<span style="font-family: Verdana, sans-serif;">Não vou mentir pra vocês – pelo
tempo que o barco estava abandonado às intempéries, o aspecto dele estava bem
feinho. Sujo, cheio de mofo e, quando abrimos a cabine, SURPRESA!!! – dois
palmos de água dentro. A Lu ficou entre me olhar com cara de
incrédula/apavorada e sair correndo logo dali. Confesso que também me assustei
inicialmente com a visão. Mas, passado o susto, o “racional” tomou conta – o
barco está no seco, logo, essa água só pode ter entrado por cima (chuva); além
disso, entrou mas não saiu, o que quer dizer que o casco está íntegro, sem
vazamentos, e isso é bom!</span></div>
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<span style="font-family: Verdana, sans-serif;">Bom, passado o susto inicial e
considerando o trabalho que teríamos para limpar, consertar e deixar o barco em
condições de uso, fizemos uma proposta ao vendedor que não era muito mais do
que o valor das dívidas acumuladas junto ao clube pela estada do barco durante
alguns anos. Uma vez aceita, passamos à fase seguinte – “Operação Faxina
Pesada”!</span></div>
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<span style="font-family: Verdana, sans-serif;">Como a cidade de Tapes, onde
estava o barco, fica a um pouco mais de 100 km de Porto Alegre, onde moramos e
trabalhamos, íamos mexer no barco aos finais de semana, às vezes com a
companhia de familiares e amigos, gentilmente “intimados” a ajudar, atraídos
pela promessa de futuras velejadas.<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Na base do escovão, água
sanitária, lava-jato, etc. e muito “muque” (braço), conseguimos, aos poucos, ir
removendo a sujeira acumulada pelos anos de descaso, tornando o barco (um pouco
mais) habitável.<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Finalmente, depois de mais de um
mês indo a Tapes trabalhar no barco aos finais de semana, resolvemos aproveitar
um feriadão para trazê-lo para sua nova casa – o Clube dos Jangadeiros, em
Porto Alegre, onde tive minha iniciação na vela há quase 50 anos, pelas mãos do
meu pai, que velejava desde a (sua) adolescência. Mas antes, precisávamos
resolver um “pequeno” detalhe – como colocar o barco na água, pois não havia
rampa nem guindaste. Contratei uma retroescavadeira com um operador super safo,
que resolveu a questão num piscar de olhos – muito mais fácil do que eu
antecipei.</span></div>
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<span style="font-family: Verdana, sans-serif;">Missão n.º 1 cumprida – o barco
estava na água! Flutuando e sem vazamentos.<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Enquanto meus pais decidiram
pernoitar num hotel próximo do clube, a Lu e eu resolvemos dormir a
primeira noite no barco, para curtir a novidade. O problema é que, além do
frio, a cabine do “Trim” (futuro “Trovão”) é bastante acanhada e as camas são
bem estreitas. Em resumo, dormimos como sardinhas enlatadas.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0NqaIpbDksfaAnXod-jT_db2Au7CBUwTLZUy6J2qFZxyW7oHg_tFdh5rKvo2e-xflk7ag1gpovnunKeDK2MyJ2WNbqcluZht-dH5lbtcvJbYkV6YxdfHp2bszIsrUI5LcpbXWWwPuJLdY/s1600/03C13E2E-8139-469A-8E78-617D35CC44BE.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="900" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0NqaIpbDksfaAnXod-jT_db2Au7CBUwTLZUy6J2qFZxyW7oHg_tFdh5rKvo2e-xflk7ag1gpovnunKeDK2MyJ2WNbqcluZht-dH5lbtcvJbYkV6YxdfHp2bszIsrUI5LcpbXWWwPuJLdY/s640/03C13E2E-8139-469A-8E78-617D35CC44BE.jpg" width="360" /></a></div>
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<span style="font-family: Verdana, sans-serif;">Com a tripulação reforçada pelo
meu pai, encaramos, nós três, trazer o barco navegando pelas 65 milhas náuticas
da Lagoa dos Patos e do Rio Guaíba. O plano era sair de Tapes bem cedo ao
amanhecer, para evitar de chegar muito tarde e ter que atravessar a noite
navegando num barco ainda desconhecido para nós. Mas os planos têm uma maneira
bem própria de se realizarem, geralmente diferente da que imaginamos.</span></div>
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<span style="font-family: Verdana, sans-serif;">A saída atrasou, o vento demorou
a entrar, quando entrou era da direção desfavorável, as ondas estavam bem
picadas... vocês entenderam a situação, certo? Acabamos fazendo o percurso em
aproximadamente 15 horas, motorando o tempo todo, com ajuda da genoa, pois o vento, entre 10 e 15
nós de intensidade, era exatamente “na cara” – paciência - e, além disso, os
“torpedinhos” da testa da vela mestra estavam com folga nas costuras
(decorrente da idade) e acavalavam no trilho do mastro, impedindo a vela de ser
içada! Mas o dia estava lindo e o por-do-sol na lagoa foi fantástico!</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUvkGdVig1ZdSPDCVS_Jpwf0eD6V7tApC0xvviXriNyv1lLG9bDKfRww808rEfe7opuf4pGpytqlCZijDnavLcCnNcLmqNPnrdjpk_I-aschvQ_Bzzo24TdwGsLITORa81Se8XhbTCcS_L/s1600/CNT+CDJ+20190622+18.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1024" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUvkGdVig1ZdSPDCVS_Jpwf0eD6V7tApC0xvviXriNyv1lLG9bDKfRww808rEfe7opuf4pGpytqlCZijDnavLcCnNcLmqNPnrdjpk_I-aschvQ_Bzzo24TdwGsLITORa81Se8XhbTCcS_L/s640/CNT+CDJ+20190622+18.jpeg" width="640" /></a></div>
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<span style="font-family: Verdana, sans-serif;">Ao entrarmos no Guaíba, em
Itapuã, já era noite fechada, tipo 21:30/22:00, e fazia um friozinho razoável
(~15°C).</span></div>
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<span style="font-family: Verdana, sans-serif;"><br /></span></div>
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<span style="font-family: Verdana, sans-serif;">Por outro lado, entrar no Guaíba,
o nosso “quintal”, trouxe uma sensação de familiaridade, uma tranquilidade
decorrente do conhecimento, que ajudou a relaxar e tornar as últimas horas da
travessia mais sossegadas. Finalmente, ao redor da 01:00 da madrugada chegamos
ao nosso destino. O cansaço e o alívio eram tamanhos que só atracamos o barco e
“desmaiamos” ali mesmo.</span></div>
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<span style="font-family: Verdana, sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSn9fysiviXVI9afZCse8cMktkmWAIlBPB5biEnpDxo2TVLBXGraAdfe5gh2UtoqYxqUI5324GURPiPa69iQEEXABf3UJapSjrI5cUlrIR9nH_pisCP5EH_UqJxoKchVNSzqK5VQJ8AXgX/s1600/CNT+CDJ+20190622+12.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1024" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSn9fysiviXVI9afZCse8cMktkmWAIlBPB5biEnpDxo2TVLBXGraAdfe5gh2UtoqYxqUI5324GURPiPa69iQEEXABf3UJapSjrI5cUlrIR9nH_pisCP5EH_UqJxoKchVNSzqK5VQJ8AXgX/s640/CNT+CDJ+20190622+12.jpeg" width="640" /></a></span></div>
<span style="font-family: Verdana, sans-serif;"><o:p></o:p></span><br />
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<span style="font-family: Verdana, sans-serif;">Missão n.º 2 cumprida – o barco
estava finalmente em casa!</span></div>
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<span style="font-family: Verdana, sans-serif;">Nos próximos posts vou contar um
pouco das primeiras navegadas, dos consertos que temos que ir fazendo, da
cerimônia da troca de nome do barco, que contou com a ilustre presença de
Netuno, e outras aventuras.</span></div>
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<span style="font-family: Verdana, sans-serif;">Missões n.ºs 3, 4, 5, ... ainda
por cumprir!<o:p></o:p></span></div>
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<span style="font-family: Verdana, sans-serif;">Abraços e bons ventos!<o:p></o:p></span></div>
<br />Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com4tag:blogger.com,1999:blog-4863736667311029265.post-8286353940678589042020-04-29T18:33:00.000-03:002020-04-29T20:06:28.349-03:00Nova postagem, depois de muito tempo!<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;">Depois de um enorme hiato de
postagens, hoje estou reativando o blog para retomar a comunicação com que me
acompanha e tem interesse por assuntos ligados à náutica, especialmente à
vela/iatismo.<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="font-family: "verdana" , sans-serif;">Para tirar a “ferrugem” do
teclado, vou iniciar postando, ao longo dos próximos dias, alguns dos testes de
veleiros que realizei, vários deles publicados pela <a href="https://www.nautica.com.br/">RevistaNáutica</a>.<o:p></o:p></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;">E para começar, vou postar o
teste do catamarã Leopard 48, realizado em Santos num dia bastante ventoso, o
que permitiu explorar mais o barco.<o:p></o:p></span></div>
<span style="line-height: 107%;"><span style="font-family: "verdana" , sans-serif;">Boa leitura e curta as imagens do grande fotógrafo Alberto de Abreu Sodré (o "Cação")!</span></span><br />
<span style="line-height: 107%;"><span style="font-family: "verdana" , sans-serif;"><br /></span></span>
<span style="line-height: 107%;"><span style="font-family: "verdana" , sans-serif;">P.S. - Aproveitei e postei, também, algumas fotos que acabaram ficando de fora da edição da matéria.</span></span><br />
<span style="line-height: 107%;"><span style="font-family: "verdana" , sans-serif;"><br /></span></span>
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<span style="line-height: 107%;"><span style="font-family: "verdana" , sans-serif;"><br /></span></span>Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0Santos - SP, Brasil-23.9475247 -46.3367247-24.179862699999997 -46.6594482 -23.7151867 -46.014001199999996tag:blogger.com,1999:blog-4863736667311029265.post-49876646651614957502014-04-10T15:22:00.001-03:002014-04-10T15:22:09.806-03:00Palestra no Rio Boat ShowSexta-feira, 11/04, estarei participando como um dos palestrantes convidados, da palestra organizada pelo Jorge Nasseh, da Barracuda Composites sobre construção de embarcações. Quem puder, apareça!!!<br />
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Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0tag:blogger.com,1999:blog-4863736667311029265.post-68146041184292917902014-01-27T17:37:00.002-02:002014-01-27T17:37:10.256-02:00Os horários do 8º Boat Xperience mudaram<div style="text-align: center;">
<u style="font-family: Verdana, sans-serif;">Para o próximo final de semana, 31/01 e 01 e 02/02, a feira vai abrir às 14:00 e encerrar às 22:00.</u></div>
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Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0tag:blogger.com,1999:blog-4863736667311029265.post-44138409399976462522013-12-20T18:08:00.001-02:002013-12-20T18:08:13.532-02:00<div class="separator" style="clear: both; text-align: center;">
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<br />Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0tag:blogger.com,1999:blog-4863736667311029265.post-80134753576982807452013-12-13T14:17:00.003-02:002013-12-13T14:17:36.359-02:00<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Verdana, sans-serif; font-size: xx-small;">A Trovão Náutica deseja a todos Boas Festas e um 2014 de muitas navegadas!!</span></td></tr>
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<br />Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0tag:blogger.com,1999:blog-4863736667311029265.post-75134367043043765172013-10-11T17:17:00.002-03:002013-10-11T17:17:23.963-03:00Teste do catamarã Cat Flash 35 - Revista Náutica<div class="separator" style="clear: both; text-align: center;">
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<br />Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0tag:blogger.com,1999:blog-4863736667311029265.post-57405914638194738302013-09-25T17:57:00.002-03:002013-09-25T17:57:21.581-03:00parem as máquinas!!! oracle vence a america's cup<div class="postbody" style="background-color: #ececec; color: #323d4f; font-family: 'Lucida Grande', 'Trebuchet MS', Helvetica, Arial, sans-serif; font-size: 1.3em; line-height: 1.4em; margin: 0px; padding: 0px;">
depois de estar perdendo por 8 x 1, o time oracle venceu 8 regatas seguidas para manter a america's cup por 9 x 8, a maior virada da história.<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />parabéns aos dois times por uma série fantástica.<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />parabéns ao time oracle pela vitória e, principalmente, pela quebra de uma série de paradigmas.<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />quem foi que disse que catamarãs super-velozes iam tornar as regatas monótonas?<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />não lembro de ter assistido regatas tão emocionantes como essas.</div>
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Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0tag:blogger.com,1999:blog-4863736667311029265.post-22284979579470360412013-09-13T18:49:00.000-03:002013-09-13T18:49:14.323-03:00Venha Navegar: Acobar lança campanha de promoção à vida náutica<div class="separator" style="clear: both; text-align: center;">
<a href="http://bombarco.com.br/imagem?src=images/materias/2013-09-12_16-00-05_52320f35b9361.jpg&w=350&h=274&resize&crop" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="250" src="http://bombarco.com.br/imagem?src=images/materias/2013-09-12_16-00-05_52320f35b9361.jpg&w=350&h=274&resize&crop" width="320" /></a></div>
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<span style="font-family: Verdana, sans-serif;"><span style="color: #666666; line-height: 16px;">Inspirada na campanha “Welcome to the water”, do Conselho Internacional de Associações da Indústria Náutica (ICOMIA), a Associação Brasileira de Construtores de Barcos, (Acobar), lançará a campanha</span><span style="border: 0px; color: #666666; line-height: 16px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">“Venha Navegar”</span><span style="color: #666666; line-height: 16px;"> para promover a vida náutica e dar suporte aos construtores associados para que aumentem suas vendas e, consequentemente, a produção de embarcações, durante o São Paulo Boat Show 2013, que será realizado entre os dias 17 e 22 de outubro.</span><br style="color: #666666; line-height: 16px;" /><br style="color: #666666; line-height: 16px;" /><span style="color: #666666; line-height: 16px;">A ideia surgiu no último Rio Boat Show 2013, em um encontro entre o presidente da Acobar, Eduardo Colunna, e a executiva representante da Associação dos Construtores de Barcos dos EUA (NMMA), Julie Balzano. A partir deste encontro, estabeleceu-se uma parceria inédita entre estas entidades com o objetivo de trazer novos consumidores para o mercado nacional. Além da NMMA, a ICOMIA, que é representada na América Latina por Jorge Nasseh, vice-presidente da ACOBAR, é apoiadora do projeto.</span><br style="color: #666666; line-height: 16px;" /><br style="color: #666666; line-height: 16px;" /><span style="color: #666666; line-height: 16px;">Através de ações de divulgação em mídia espontânea, materiais impressos e um novo site exclusivo para a campanha, a entidade brasileira acredita que atingirá, ao longo dos próximos anos, plenamente seu objetivo. Para tanto, é fundamental a participação de todos os associados, pois os benefícios serão revertidos totalmente para eles.</span><br style="color: #666666; line-height: 16px;" /><br style="color: #666666; line-height: 16px;" /><span style="color: #666666; line-height: 16px;">“Queremos, enquanto instituição de fomento à indústria, dar ferramentas em todos os níveis no que tange à comunicação para que o vendedor e o construtor consigam alcançar o maior público possível. O objetivo é atingir uma expansão nunca vista antes em termos de visibilidade para o segmento náutico brasileiro”, afirma Eduardo Colunna.</span><br style="color: #666666; line-height: 16px;" /><br style="color: #666666; line-height: 16px;" /><span class="small" style="border: 0px; color: rgb(153, 153, 153) !important; font-style: italic !important; line-height: 16px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Redação Bombarco <a href="http://bombarco.com.br/noticias/exibir/venha-navegar-acobar-lanca-campanha-de-promocao-a-vida-nautica" target="_blank">http://bombarco.com.br/noticias/exibir/venha-navegar-acobar-lanca-campanha-de-promocao-a-vida-nautica</a><br />Fonte: BizzuEstrategia</span></span>Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0tag:blogger.com,1999:blog-4863736667311029265.post-67842038296668191782013-08-16T09:37:00.000-03:002013-08-16T09:37:00.031-03:00CAMPANHA PELA REJEIÇÃO DA PEC 283/2013 - NÃO AO IPVA SOBRE EMBARCAÇÕES (3)<h1 class="ha" style="background-attachment: inherit; background-clip: inherit; background-color: white; background-image: inherit; background-origin: inherit; background-size: inherit; border-right-color: inherit; border-right-style: inherit; border-right-width: inherit; color: #222222; font-family: arial, sans-serif; font-size: 18px; margin: 12px 1px 9px 0px; padding: 0px 0px 0px 8px;">
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<u>IPVA - naufragand<wbr></wbr>o no mar da ignorância</u></div>
<span class="J-J5-Ji" id=":165" style="display: inline-block; font-weight: normal; position: relative;"><div aria-label="Importante principalmente por causa das pessoas na conversa." class="pG" data-tooltip-align="b,l" data-tooltip-delay="1500" data-tooltip-html="Importante principalmente por causa das pessoas na conversa.<br><span class="aol">Clique para ensinar ao Gmail que esta conversa não é importante.</span>" id=":16i" role="img" style="cursor: pointer; display: inline-block; font-size: 0px; height: 19px; margin-bottom: -4px; margin-right: 13px; padding: 0px 7px 0px 10px; width: 19px;">
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<div class="gmail_extra" style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 13px;">
<b>por Fernando Previdi, analista de sistemas, largou carreira e vendeu a casa em São Paulo para <u><a href="http://go-avante.blogspot.com.br/2011/05/introdu-ins-pira-cao.html" target="_blank">morar a bordo de um barco</a>; </u></b><b>colaboração e revisão por Norberto Marcher Mühle, consultor jurídico e velejador</b></div>
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Você concorda com a <b>criação</b> de uma <b>TAXA ANUAL</b> para manutenção das ruas, avenidas, pontes, viadutos,
semáforos, faixas de pedestre, passarelas, órgãos de engenharia de tráfego e <b>para o custeio de muitos outros gastos e
mazelas que os Automóveis causam para a Sociedade e para a Administração
Pública</b>??!<o:p></o:p></div>
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<b>NÃO?<o:p></o:p></b></div>
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E o que tal cobrar IPVA dos
barcos que NÃO usam tais vias e infraestruturas públicas?!<o:p></o:p></div>
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Ah, mas você acha que
"barco" é coisa de "milionário" e por isso tem mesmo é que
pagar muito imposto independente de qualquer lógica???<o:p></o:p></div>
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Se você concordou com a última
afirmação então sugiro que leia esse texto com atenção, e que pesquise melhor
sobre o assunto, você pode estar <b>redondamente
enganado e cometendo uma tremenda injustiça</b>...<o:p></o:p></div>
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Seria cômico se não fosse trágico...
como é que alguém no Brasil ainda tem coragem de <b>apoiar o aumento de impostos</b>?<o:p></o:p></div>
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Com uma tremenda <b>inversão de valores</b>, no ápice da
insatisfação da sociedade com nosso podre e ineficiente governo – onde os
altíssimos impostos financiam os mensalões, privatarias, cartéis e afins – espertalhões
de plantão se aproveitam do momento político para confundir e por em prática, “às
pressas”, uma <b>proposta nefasta e danosa para
o setor náutico</b>, com enorme potencial de causar ainda mais distorções,
injustiças e até desemprego.<o:p></o:p></div>
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Sobre o IPVA, cabe lembrar que:<o:p></o:p></div>
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- O IPVA foi criado na
Constituinte de 88 para <b>substituir a
antiga TRU (Taxa Rodoviária Única)</b>, passando claramente para os Estados a
autoridade de tributar os veículos que circulam em vias públicas (terrestres, é
óbvio), determinando que 50% das receitas devem ser transferidas ao município
onde o Veículo está “licenciado”, cabendo a esses (municípios e estados) a
obrigação de cuidar das vias de tráfego, do transporte público e todo o sistema
e infraestrutura exigida pela utilização dos tais "Veículos
Automotores" (Terrestres e que circulam em vias públicas, É ÓBVIO) como
ruas, avenidas, pontes, viadutos, estradas, semáforos, faixas de pedestre,
passarelas, órgãos de engenharia de tráfego e muitos outros custos/investimentos
PÚBLICOS necessários ao uso de tais bens;<o:p></o:p></div>
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- A cobrança do IPVA aplica-se
(hoje) exclusivamente aos VEÍCULOS que <b>circulam
em Vias Públicas Terrestres</b> como: carros, motocicletas, ônibus, caminhões e
outros "veículos" devidamente emplacados e licenciados. Não se cobra
"IPVA" dos tratores, colheitadeiras, empilhadeiras, carros/motos de
competição, trens/metrôs e nem mesmo de carros/motos que circulam
exclusivamente em propriedades particulares. Também não se cobra
"IPVA" dos "elevadores" que são de fato "veículos
automotores". Se nos apegarmos ao "termo genérico", muitos
outros bens/objetos poderiam também ser tributados, bastaria apenas a
"fome" do legislador e a conivência da sociedade;<o:p></o:p></div>
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- Através de rastreamento dos
radares implantados nas vias públicas (terrestres, obviamente) o Estado de São
Paulo vem cruzando os dados do DENATRAN e identificando os veículos Licenciados
em outros Estados, e usando tal informação como base para justificar a cobrança
do IPVA em favor do Estado de São Paulo, deixando mais uma vez clara a <b>correlação do Imposto com a circulação dos
Veículos nas Vias Públicas Terrestres</b>.<o:p></o:p></div>
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Alguns dos motivos que fazem da
"proposta" de se cobrar "IPVA" de Barcos um absurdo:<o:p></o:p></div>
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- Observa-se em nossa
CONSTITUIÇÃO o fato de que a legitimidade para Legislar sobre a navegação
marítima/fluvial e transporte aquaviário <b>compete
exclusivamente à União</b> (e não aos Estados), lembrando o que citamos acima
de que por Lei o que se arrecada com o IPVA é distribuído entre o Estado (50%)
e o Município (50%) de onde o Veículo está "Licenciado" (não existe
"Licenciamento" de barco), <b><u>não
cabendo nenhum repasse à União e/ou Marinha e Capitania dos Portos</u></b>.<o:p></o:p></div>
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- Ainda ao observar a
Constituição Federal e também outras <b>Normas/Leis
pertinentes</b>, vê-se claramente <b>o uso
do termo "Veículo Automotor" referindo-se exclusivamente aos Veículos
Terrestres</b>, assim como a completa ausência do uso desse termo para
referir-se a Barcos ou Aviões, esses sempre sendo referenciados nas Normas
pertinentes de forma clara e objetiva como "Embarcações" e
"Aeronaves".<o:p></o:p></div>
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- Por fim observa-se ainda o
Código de Trânsito Brasileiro, que é usado por alguns "defensores" da
extensão da cobrança do IPVA para Embarcações (o puxadinho tributário),
definindo o "Veículo Automotor" como: “<i>todo veículo a motor de propulsão que circule por seus próprios meios,
e que serve normalmente para o transporte viário de pessoas e coisas, ou para a
tração viária de veículos utilizados para o transporte de pessoas e coisas</i>”;
porém tais defensores <b><u>omitem</u></b>
(de forma leviana ou por falta de perícia/competência) o que determina o
Capítulo 1 (Disposições Preliminares) do mesmo Código: “<i>Art. 1º O trânsito de qualquer natureza <b><u>nas VIAS TERRESTRES</u></b> do território nacional, <b><u>abertas à circulação</u></b>, rege-se
por este Código.</i>” (O QUE DE FORMA INDUBITÁVEL “EXCLUI” AS EMBARCAÇÕES).<o:p></o:p></div>
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Analisando os pontos acima compreende-se
os motivos de o <b>Supremo Tribunal Federal</b>
(STF) ter <b>JULGADO</b> como <b>INCONSTITUCIONAL a cobrança do “IPVA” das EMBARCAÇÕES</b>,
ao apreciar as Leis Estaduais (de alguns Estados) que, aproveitando-se do texto
genérico de nossa Constituição (Veículos Automotores), tentaram realizar tal
cobrança.<o:p></o:p></div>
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O que se vê agora é ainda mais asqueroso:
a tentativa de <b>mutilar</b> nossa <b>Constituição</b> aproveitando-se do momento
político conturbado para, no susto e no grito, e ao arrepio do que determina um
Estado Democrático, passar por cima das Leis e dos princípios básicos de
civilidade. Observa-se claramente na medida a tentativa de usar o
"jeitinho brasileiro" aproveitando-se de "brechas" (o puxadinho)
com <b><u>fins exclusivamente
arrecadatórios</u></b>, sem se importar com as <u>consequências</u> que podem
causar a um determinado setor da sociedade.<o:p></o:p></div>
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A atual proposta de cobrar
"IPVA" de EMBARCAÇÕES (e Aeronaves) é de iniciativa do Sindifisco
(Sindicato dos Auditores Fiscais da Receita Federal), levadas adiante por dois
deputados do PT através de PEC (Proposta de Emenda à Constituição) que tramitam
no Congresso através dos números PEC 140/2012 e PEC 283/2013, com o "pomposo"
apelido de "<i>PEC dos Jatinhos</i>",
mas que no fundo só escondem objetivos maliciosos de aumentar (AINDA MAIS) a Carga
Tributária do nosso país, usando de <u>artifícios sórdidos</u> para <u>requentar
um Imposto</u> que, como já vimos, aplica-se e é compatível apenas aos
"Veículos Automotores Terrestres que circulam em Vias Públicas".<o:p></o:p></div>
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Além do "<b><u>apelo populista</u></b>",
demagógico, com o apelido que "<b><u>confunde</u></b>"
(e engana) a população, a proposta incita o <b><u>preconceito</u></b>, a <b><u>inveja</u></b>
e a “<b><u>luta entre classes/grupos</u></b>”.
Essa fórmula vem se consagrando no país, sendo usada com certa frequência em outros
temas debatidos na sociedade, percebida na comunicação maliciosa, tendenciosa e
rasa, claramente identificada em algumas revistas, Facebook, Twiter e outros
meios de comunicação. A armadilha é óbvia, <u>coloca-se um grupo da sociedade
contra outro</u> com um objetivo exclusivo (e minuciosamente planejado) de se
atingir o resultado sórdido, nesse caso, como percebemos, é o <b><u>aumento da carga tributária</u></b>.<o:p></o:p></div>
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A proposta ainda é defendida como
"<i>justiça tributária/fiscal</i>"
através da <b><u>artimanha</u></b> de
comparar uma EMBARCAÇÃO de "ESPORTE e RECREIO" com o Automóvel usado
nas grandes cidades para ir e vir, comparação que a luz dos fatos se prova
absurda e sem nexo.<o:p></o:p></div>
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Apela-se para a <b><u>reação emocional</u></b> da "grande
massa" levando as pessoas ao erro, incitando a população a indignar-se com
os proprietários de Embarcações colocando-as na mesma pauta que um
"Jatinho", como se todo dono de BARCO fosse "milionário", e
pior do que isso, com comparações grosseiras e levianas como a que encontramos
no site do Sindifisco: "<i>Quem tem
carro popular paga IPVA. Mas banqueiro e dono de jatinho não pagam</i>” – <b>O QUE TEM A VER O "BANQUEIRO" E O
"DONO DO JATINHO" COM O PROPRIETÁRIO DE UM VELEIRO OU LANCHA DE
PESCA, ESPORTE OU RECREIO??</b><o:p></o:p></div>
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É o mesmo que culpar o gandula
pela derrota no campeonato... mas com manipulação e retórica fazem absurdos, e
com “consentimento popular”, assim Hitler viabilizou o Holocausto, assim
crucificaram Cristo.<o:p></o:p></div>
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Quem conhece o setor Náutico sabe
que <span style="font-size: 12.0pt; line-height: 115%;">mais de 95% das aproximadamente
70 mil embarcações registradas no Brasil <b><u>não
são bens de luxo</u></b> e sim <b><u>objetos
de esporte e recreio</u></b>, a maioria com tamanho inferior a 26 pés (8
metros), outras construídas artesanalmente para realizar travessias oceânicas,
pesca amadora e para fins de habitação, ou seja, são barcos relativamente
simples, acessíveis a muitos que, movidos por um sonho, se disponham a nessas
embarcações aventurar-se, <b><u>e não
“megaiates nababescos e ultraluxuosos, palácios flutuantes” como sustentam o
projeto e grande parte da mídia preconceituosa</u></b>.<o:p></o:p></span></div>
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<span style="font-size: 12.0pt; line-height: 115%;">Não há dúvidas de que a grande maioria dos proprietários de
barcos</span> <b><u>não são milionários</u></b>,
mas sim <u>aventureiros, esportistas e sonhadores</u> que com muito esforço compram
(OU ATÉ MESMO CONSTROEM) seus barcos para realizar sua expedição de exploração
oceânica mundo a fora, curtir a aposentadoria ou simplesmente para pescar ou
passear com a família no fim de semana.<o:p></o:p></div>
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Com a proposta em questão, <b><u>quem perde é o cidadão comum</u></b>, da
classe média e média-alta (entendendo que "ainda" não seja um crime
prosperar honestamente nesse país), aquele que sempre pagou impostos nas
alíquotas mais altas, vendo sua renda mensal ser "amputada" pelos
27.5% de IR, e adicionalmente pagando de forma direta e indireta mais de 40% de
imposto ao comprar (ou construir) sua própria embarcação. <u>É esse que agora
se vê encurralado por uma proposta que inviabiliza seu "Esporte e
Recreio", que decreta como "<b>crime</b>"
o seu "estilo de vida", o seu sonho</u>.<o:p></o:p></div>
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Antes esse infeliz proprietário
tivesse optado por gastar o seu dinheiro com os badalados pacotes de viagem ou
em cruzeiros internacionais... ao invés disso ele investiu em uma embarcação, <u>gerou
empregos para a indústria naval brasileira</u>, pagando de forma privada todos
os custos do seu esporte/lazer (sem nenhum benefício ou contrapartida do
governo).<o:p></o:p></div>
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Agora os proprietários de embarcações,
autônomas, sem dependência dos investimentos do Governo e de infraestrutura
pública, <b><u>correm o risco de serem extorquidos
com a cobrança de um imposto anual SEM SENTIDO que em alguns Estados pode
chegar a 5% (ao ano)</u></b>, algumas vezes <u>num momento de vida onde tais
proprietários não possuem uma farta fonte de renda,</u> como na aposentadoria
ou durante uma expedição de exploração oceânica, ou seja, <b><u>torna-se a cobrança, para esses, simplesmente impagável</u></b>.<o:p></o:p></div>
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A <b><u>cultura náutica</u></b> no Brasil vem crescendo nos últimos anos
(com a ascensão da renda da classe média), mas ainda é absurdamente pequena
considerando o enorme potencial natural do nosso país. Comparando o setor
brasileiro com realidades de outros países, até mesmo com a Argentina, percebe-se
que o Brasil de fato “dá as costas” para o mar, despreza seus rios, represas e
afins, riquezas que são generosamente (e GRATUITAMENTE) <b>ofertadas a todos</b> pela Natureza, <b>e que são usadas quase que exclusivamente para o despejo de esgoto</b>.
A total <b><u>falta de conhecimento</u></b>
do assunto e o <b><u>preconceito</u></b>
são os principais ingredientes dessa tragédia.<o:p></o:p></div>
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Com a Proposta em questão (PEC) a
<b>tendência é que o problema se agrave
ainda mais</b>, <b><u>excluindo de vez</u></b>
do mar, rios e represas, e também das explorações oceânicas, <b><u>a classe média do nosso país</u></b>.
Tais aventuras e riquezas <u>ficarão para uso exclusivo das nossas
"elites"</u>, esses que os defensores da proposta "dizem"
querer tributar, mas que na prática só serão beneficiados com tal iniciativa, até
por que para esses, que muito facilmente já "fogem" do Imposto de
Renda (IRPF), camuflados por seus "CNPJs", vão fugir também desse
NOVO IMPOSTO tendo em vista a forma amadora e rasa como o assunto está sendo
tratado.<o:p></o:p></div>
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Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0tag:blogger.com,1999:blog-4863736667311029265.post-76538811631968981102013-08-15T22:29:00.001-03:002013-08-15T22:29:22.724-03:00CAMPANHA PELA REJEIÇÃO DA PEC 283/2013 - NÃO AO IPVA SOBRE EMBARCAÇÕES (2)<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%;">VOLTAMOS AO TEMA DO IPVA SOBRE EMBARCAÇÕES</span></div>
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<span style="font-size: 12.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%;">A eventual aprovação
das Propostas de Emenda Constitucional (PECs) 283/2013 e 140/2012, que visam
ampliar a abrangência do IPVA - Imposto sobre a Propriedade de
Veículos Automotores - para atingir também veículos aquáticos e aéreos, ora em
tramitação no Congresso Nacional, tem a potencialidade de gerar um grande
impacto negativo em toda a cadeia da indústria, comércio e serviços náuticos,
pois esse ramo ainda é, via de regra, relativamente pequeno e pouco
profissionalizado.<o:p></o:p></span></div>
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<br /></div>
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<span style="font-size: 12.0pt; line-height: 115%;">Dentre outros
defeitos, o projeto apresenta uma justificativa falaciosa, ao afirmar que “<i><u>Esta definição</u></i><u> </u>((*) a
definição de veículo automotor, constante do Anexo 1 do Código de Trânsito
Brasileiro - Lei 9.503/97)<i><u> contempla,
sem exclusões ou margem para dúvidas, os veículos aéreos e aquáticos, pois não
restringe o meio em que elas circulam, os quais podem ser a terra, a água ou o
ar.</u> <u>Em nenhum momento a legislação taxou o termo automotor como sendo
tão somente para os terrestres.</u></i>” <o:p></o:p></span></div>
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<span style="font-size: 12.0pt; line-height: 115%;">(*) </span><span style="font-size: 9.0pt; line-height: 115%;">VEÍCULO AUTOMOTOR - todo veículo a
motor de propulsão que circule por seus próprios meios, e que serve normalmente
para o transporte viário de pessoas e coisas, ou para a tração viária de
veículos utilizados para o transporte de pessoas e coisas. O termo compreende
os veículos conectados a uma linha elétrica e que não circulam sobre trilhos
(ônibus elétrico).<o:p></o:p></span></div>
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<br /></div>
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<span style="font-size: 12.0pt; line-height: 115%;">A afirmação constante
da justificativa é escancaradamente mentirosa – a lei em que o próprio projeto
se baseia (Código de Trânsito Brasileiro - Lei 9.503/97) estipula, em seu
Artigo 1º, que “<i>O trânsito de qualquer
natureza nas <b><u>vias terrestres</u></b>
do território nacional, <b><u>abertas à
circulação</u></b>, rege-se por este Código"</i> (grifamos), ou seja, a
legislação restringe, sim, explícita e especificamente, o meio no qual aquilo
que ela define como veículo automotor circula – única e exclusivamente nas vias
terrestres. Sequer se trata de toda e qualquer via terrestre – apenas as abertas
à circulação pública. Resta saber se tal mentira é decorrência de intelecção
defectiva do texto legal, de preguiça de ler toda a lei, ou de má-fé mesmo.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%;">Além disso, o
resultado líquido para os cofres públicos provavelmente será nulo, ou até
negativo, pois eventual aumento de arrecadação oriundo do “IPVA náutico” será
certamente compensado com a diminuição da arrecadação de IPI, ICMS, ISS e
demais tributos incidentes na cadeia produtiva náutica em função da redução nas
atividades da mesma, em decorrência do aumento dos custos ao usuário final
causado pela cobrança do “novo” imposto.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%;">E mais, a pretensa
justiça fiscal, alardeada tanto no projeto quanto na mídia, não ocorrerá, pois
os maiores atingidos serão, como de costume, integrantes da classe média, que
sustentam seu lazer com o resultado do seu trabalho assalariado, já tributado
em 27,5% na fonte.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%;">Os “milionários” e
“donos de jatinho” serão muito pouco atingidos com tal iniciativa, pois já “driblam”
o Imposto de Renda (IRPF) por meio de pessoas jurídicas em nome das quais
muitas vezes se encontram seus bens.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%;">Até por que, 60% das
embarcações de esporte e recreio existentes no Brasil tem tamanho igual ou
inferior a 26 pés (aproximadamente 8 metros), ou seja, são barcos relativamente
simples, de pequeno e médio porte, com valor equivalente ao de um automóvel
normal, e não “megaiates nababescos e ultraluxuosos, palácios flutuantes” como
sustentam o projeto e parte da mídia preconceituosa.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%;">Por fim, há uma
questão que envolve o IPVA em termos conceituais, e não apenas em relação a
embarcações.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%;">Ele é, pretensamente,
um imposto sobre o patrimônio (propriedade), mas na verdade, o que ele atinge é
o consumo, pois um veículo automotor é inegavelmente um bem de consumo;
durável, mas de consumo. Tributar, “punir” o consumo é atingir diretamente a
atividade econômica. É uma medida que tem um efeito econômico perverso, ainda
mais em um período em que se observa uma desaceleração na atividade produtiva,
como atualmente.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<br />
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: 12.0pt; line-height: 115%;">O poder público, ao
invés de onerar ainda mais a atividade produtiva, deveria diminuir a carga
tributária para incentivar a economia a crescer, gerar mais empregos e, por
conseguinte, arrecadar mais tributos.<o:p></o:p></span></div>
Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0tag:blogger.com,1999:blog-4863736667311029265.post-76156049649091330312013-07-24T19:28:00.000-03:002013-07-24T19:29:00.340-03:00CAMPANHA PELA REJEIÇÃO DA PEC 283/2013 - NÃO AO IPVA SOBRE EMBARCAÇÕES<span style="font-size: large;"><span style="background-color: white; color: #444444; font-family: Calibri; line-height: 22px;">Prezados Leitores,</span></span><br />
<div style="background-color: white; color: #444444; font-family: Calibri; line-height: 22px;">
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="font-size: large;">publico esta postagem e conclamo todos os que, de algum modo, estão envolvidos com atividades náuticas a participarem da maneira que puderem, porque estou representando e faço parte de um grupo de navegadores preocupados com a tramitação das Propostas de Emenda Constitucional (PECs) 283/2013 e 140/2012 (<a href="http://www.camara.gov.br/proposicoesWeb/fichadetramitacao?idProposicao=582954" style="color: #0068cf; cursor: pointer;" target="_blank">http://www.camara.gov.br/proposicoesWeb/fichadetramitacao?idProposicao=582954</a>), que visam ampliar a abrangência do IPVA - Imposto sobre a Propriedade de Veículos Automotores para atingir, além dos veículos automotores terrestres, também os aquáticos e aéreos (embarcações - lanchas, veleiros, iates, etc; e aeronaves - jatinhos, helicópteros, ultraleves, etc).</span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="font-size: large;">A adoção de tal medida tem a potencialidade de gerar um grande impacto negativo em toda a cadeia da indústria, comércio e serviços náuticos, pois o ramo, diferentemente da indústria automobilística e mesmo da aeronáutica, ainda é, via de regra, relativamente pequeno e pouco profissionalizado, com honrosas e conhecidas exceções, que confirmam a regra.</span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="font-size: large;">Estamos buscando uma mobilização maciça do setor, englobando todos os segmentos, pois entendemos que é a forma viável de barrar essa danosa iniciativa.</span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<div>
<span style="font-size: large;">O projeto alega a necessidade de grande e onerosa infraestrutura para a operação das aeronaves executivas e privadas, o que praticamente inexiste no caso das embarcações.</span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<div>
<span style="font-size: large;">Além disso, o projeto apresenta um embasamento falacioso, ao afirmar que:</span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="font-size: large;"> <i>"O Código de </i><i>Trânsito Brasileiro, em seu Anexo I, considera veículo automotor </i><b><i><u>“todo veículo </u></i></b><b><i><u>a motor de propulsão que circule por seus próprios meios e que serve </u></i></b><b><i><u>normalmente para o transporte viário de pessoas e coisas, ou para a tração </u></i></b><b><i><u>viária de veículos utilizados para o transporte de pessoas e coisas".</u></i></b><i> Esta </i><i>definição contempla,</i><i><u> sem exclusões ou margem para dúvidas, os veículos </u></i><i><u>aéreos e aquáticos, pois não restringe o meio em que elas circulam</u></i><i>, os quais podem ser a terra, a água ou o ar. Em nenhum momento a legislação taxou o </i><i>termo automotor como sendo tão-somente para os terrestres."</i></span></div>
<div>
<b><i><span style="font-size: large;"><br /></span></i></b></div>
<div>
<span style="font-size: large;">É falacioso porque:</span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="font-size: large;">1) O Código de Trânsito Brasileiro (Lei 9503/97), em seu Artigo 1º estabelece: </span></div>
<div>
<div align="justify">
<span style="font-family: Times New Roman; font-size: large; line-height: normal;"><span style="font-family: Arial;"><span style="line-height: 22px;"> </span></span><span style="font-family: Arial;"><span style="line-height: 22px;"><i> </i></span></span></span></div>
<div align="justify">
<span style="font-size: large;"><span style="line-height: normal;"><span style="line-height: 25px;"><i>"Art. 1º O trânsito de qualquer natureza </i></span></span><span style="line-height: normal;"><b style="line-height: 25px;"><i><u>nas vias terrestres do território nacional</u></i></b></span><span style="line-height: normal;"><span style="line-height: 25px;"><i>, abertas à circulação, rege-se por este Código."</i></span></span><span style="line-height: normal;"><span style="line-height: 18px;"><i> </i></span></span><span style="line-height: normal;"><span style="line-height: 22px;"> </span></span></span></div>
<div align="justify">
<span style="font-size: large; line-height: normal;"><span style="line-height: 22px;"><br /></span></span></div>
<div align="justify">
<span style="font-size: large; line-height: normal;"><span style="line-height: 22px;">Ora, se a lei em cujo anexo o projeto se baseia para supostamente definir veículo automotor se aplica tão-somente e apenas ao trânsito nas vias terrestres, é lógica da mais elementar concluir que as definições lá constantes estejam restritas ao mesmo âmbito de aplicação.</span></span></div>
<div align="justify">
<span style="font-size: large; line-height: normal;"><span style="line-height: 22px;"><br /></span></span></div>
<div align="justify">
<span style="font-size: large; line-height: normal;"><span style="line-height: 22px;">2) O Anexo I da referida lei define como via: </span></span></div>
<div align="justify">
<span style="font-size: large; line-height: normal;"><span style="line-height: 25px;"><i><br /></i></span></span></div>
<div align="justify">
<span style="font-size: large;"><span style="line-height: normal;"><span style="line-height: 25px;"><i>"</i></span></span><span style="color: #003333; line-height: normal;"><b style="line-height: 25px;"><i>VIA</i></b></span><span style="color: #003333; line-height: normal;"><i style="line-height: 25px;"> - superfície por onde transitam veículos, pessoas e animais, </i></span><span style="color: #003333; line-height: normal;"><b style="line-height: 25px;"><i><u>compreendendo a pista, a calçada, o acostamento, ilha e canteiro central</u></i></b></span><span style="color: #003333; line-height: normal;"><i style="line-height: 25px;">."</i></span></span></div>
<div align="justify">
<span style="color: #003333; font-size: large; line-height: normal;"><i style="line-height: 25px;"><br /></i></span></div>
<div align="justify">
<span style="font-size: large;">Da definição de "Via", acima, forçoso é depreender-se que se trata de via terrestre, pois imaginar pista, calçada, acostamento, etc. em vias aquáticas e/ou aéreas é mais do que rematado absurdo - é absolutamente impossível.</span></div>
<div align="justify">
<span style="font-size: large;"><br /></span></div>
<div align="justify">
<span style="font-size: large;">Não fosse isso o bastante, como o Código se aplica exclusivamente ao trânsito nas vias terrestres, é decorrência natural de sua abrangência que as definições nele insculpidas se restrinjam ao objeto do mesmo.</span></div>
<div align="justify">
<span style="font-size: large;"><br /></span></div>
<div align="justify">
<span style="font-size: large;">3) Voltemos à definição de "Veículo automotor" adotada pelo projeto. Lá lemos que se trata de <i><u>“todo veículo </u></i><i><u>a motor de propulsão que circule por seus próprios meios e que serve </u></i><i><u>normalmente para o </u></i><b><i><u>transporte viário</u></i></b><i><u> de pessoas e coisas, ou para a </u></i><b><i><u>tração </u></i></b><b><i><u>viária </u></i></b><i><u>de veículos utilizados para o transporte de pessoas e coisas"</u></i><i>.</i></span></div>
<div align="justify">
<i><span style="font-size: large;"><br /></span></i></div>
<div align="justify">
<span style="font-size: large;"><span style="line-height: normal;">Embora nem o projeto nem a lei definam o que seja </span><b><i>"viário"</i></b><span style="line-height: normal;"> ou </span><b><i>"viária"</i></b><span style="line-height: normal;">, os dicionários nos auxiliam, definindo os vocábulos como </span><span style="line-height: normal;"><b style="line-height: 22px;">"</b></span><span style="line-height: normal;"><b style="line-height: 22px;"><i>adj. Relativo a via"</i></b></span><span style="line-height: normal;">, ou seja, o veículo automotor seria aquele que serve para o transporte de pessoas e coisas em vias ou para a tração de veículos em vias. Como vimos acima, a definição de </span><span style="line-height: normal;"><b style="line-height: 22px;">VIA</b></span><span style="line-height: normal;">, na legislação em questão, se restringe única e exclusivamente às vias terrestres, donde se conclui que a definição de veículo automotor seja aquele que serve para o transporte de pessoas e coisas </span><span style="line-height: normal;"><b style="line-height: 22px;"><u>em vias terrestres</u></b></span><span style="line-height: normal;"> apenas, e não em vias aéreas e/ou aquáticas.</span></span></div>
<div align="justify">
<span style="font-size: large; line-height: normal;"><br style="line-height: 22px;" /></span></div>
<div align="justify">
<span style="font-size: large; line-height: normal;">Trouxe o raciocínio acima para mostrar que é possível derrotar essa proposta, desde que o setor náutico esteja organizado.</span></div>
<div align="justify">
<span style="font-size: large; line-height: normal;"><br style="line-height: 22px;" /></span></div>
<div align="justify">
<span style="font-size: large; line-height: normal;">Por isso, pergunto:</span></div>
<div align="justify">
<span style="font-size: large; line-height: normal;"><br style="line-height: 22px;" /></span></div>
<div align="justify">
<span style="font-size: large; line-height: normal;"><b style="line-height: 22px;">- O que você e a sua empresa/organização pensam sobre esse projeto?</b></span></div>
<div align="justify">
<b><span style="font-size: large;"><br /></span></b></div>
<div align="justify">
<span style="font-size: large; line-height: normal;"><b style="line-height: 22px;">- A sua empresa/organização já tomou ou pretende tomar alguma atitude em relação a esse projeto?</b></span></div>
<div align="justify">
<span style="font-size: large; line-height: normal;"><b style="line-height: 22px;"><br /></b></span></div>
<div align="justify">
<span style="font-size: large; line-height: normal;"><b style="line-height: 22px;">- Individualmente ou dentro da entidade setorial?</b></span></div>
<div align="justify">
<span style="font-size: large; line-height: normal;"><b style="line-height: 22px;"><br /></b></span></div>
<div align="justify">
<span style="font-size: large;">Saudações Náuticas,</span></div>
<div align="justify">
<span style="font-size: large; line-height: normal;"><span style="line-height: 22px;"><br /></span></span></div>
</div>
</div>
<span style="font-family: Arial; font-size: large; line-height: normal;"><span style="line-height: 18px;"><b>Norberto Marcher-Mühle</b></span></span><br />
<div>
<span style="font-size: large;"><span style="font-family: Arial; line-height: normal;"><span style="line-height: 18px;">+55-</span></span><span style="font-family: Arial; line-height: normal;"><span style="line-height: 18px;"><b>11-99376-4758</b></span></span></span></div>
<div>
<span style="font-size: large;"><span style="font-family: Arial; line-height: normal;"><b style="line-height: 18px;">Nextel ID</b></span><span style="font-family: Arial; line-height: normal;"> 55*</span><span style="font-family: Arial; line-height: normal;"><b style="line-height: 18px;">653*12376</b></span><span style="font-family: Arial; line-height: normal;"><br style="line-height: 18px;" /></span></span><br />
<div>
<span style="font-size: large;"><a href="http://trovaonautica.wix.com/home" style="color: #0068cf; cursor: pointer;" target="_blank">http://trovaonautica.wix.com/home</a></span></div>
<div>
<span style="font-size: large;"><a href="http://twitter.com/TrovaoNautica" style="color: #0068cf; cursor: pointer;" target="_blank">http://twitter.com/TrovaoNautica</a></span></div>
<div>
<a href="http://trovaosailing.blogspot.com.br/" style="color: #0068cf; cursor: pointer;" target="_blank"><span style="font-size: large;">http://trovaosailing.blogspot.com.br/</span></a></div>
</div>
</div>
</div>
Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0tag:blogger.com,1999:blog-4863736667311029265.post-4934373659461601212013-07-21T20:53:00.000-03:002013-07-21T20:55:22.211-03:00Teste do veleiro Dufour Grand Large 500 publicado na edição n.º 299 Julho/2013 da Revista Náutica<div class="separator" style="clear: both; text-align: center;">
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<br />Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0tag:blogger.com,1999:blog-4863736667311029265.post-61579256318530306102013-02-15T22:10:00.000-02:002013-02-15T22:12:03.197-02:00Trovão Náutica nas mídias sociais<br />
<span style="font-family: Verdana, sans-serif;">Trovão Náutica nas mídias sociais</span><br />
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<a href="http://luoliveiranutricaoeconsultoria.tumblr.com/post/43182426269/para-quem-deseja-realizar-o-sonho-de-ter-um-barco" target="_blank">http://luoliveiranutricaoeconsultoria.tumblr.com/post/43182426269/para-quem-deseja-realizar-o-sonho-de-ter-um-barco</a>Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com1tag:blogger.com,1999:blog-4863736667311029265.post-91581720671969245182013-02-15T20:08:00.000-02:002013-02-15T20:09:46.175-02:00Site da Trovão Assessoria Náutica no ar!!!<span style="font-family: Verdana, sans-serif;">Prezados,</span><br />
<span style="font-family: Verdana, sans-serif;"><br /></span>
<span style="font-family: Verdana, sans-serif;">é um grande prazer anunciar que o site da Trovão Assessoria Náutica já está no ar.</span><br />
<span style="font-family: Verdana, sans-serif;"><br /></span>
<span style="font-family: Verdana, sans-serif;">Visite-o em <a href="http://trovaonautica.wix.com/home" target="_blank">http://trovaonautica.wix.com/home</a>, entre em contato e tire suas dúvidas. </span><br />
<span style="font-family: Verdana, sans-serif;"><br /></span>
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<span style="font-family: Verdana, sans-serif;">Bem-vindo!! E suba a bordo.</span></div>
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Norbyhttp://www.blogger.com/profile/16412214777282300682noreply@blogger.com0