tag:blogger.com,1999:blog-91698971172389775682024-03-15T16:17:25.687-07:00ProgrammingMobile and C#.NET DeveloperCaio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.comBlogger101125tag:blogger.com,1999:blog-9169897117238977568.post-89035380175221341222023-12-15T11:34:00.000-08:002023-12-20T23:33:44.560-08:00 O trauma de ter estudado no Etapa<p>O trauma de ter estudado em um colegio com uma mensalidade de mais de 5 mil reais. </p><p>Pai/Mae, voces pensam em colocar seus filhos nas melhores escolas do brasil pra aumentar a chance deles de entrar numa faculdade publica? numa federal? Esse video eh exatamente pra voces! Por favor, considerem o meu depoimento, senao pode ser tarde demais.</p><p>Vamos la, conclui meu ensino medio ha exatamente 15 anos atras e adivinha? Hoje ainda tenho pesadelos de nao passar em <b>provas </b>da <b>escola</b>. Essa noite mesmo acabei de ter um e talvez seja por isso que estou gravando esse video.</p><p>Alguns de voces vao dar risada da minha cara, "nossa que problemao". Cara, confesso que nos primeiros pesadelos eu tambem dava risada, o probelma eh quando se passam 15 anos e vc SEMPRE tem esse pesadelo. Voce simplesmente acorda com um sentimento horrivel de frustracao, de nao ser aceito pela sociedade, de nao poder ter um futuro porque vc precisa passar na porra de uma prova. Eh um sentimento sufocante, acredite!</p><div>Pensei que era um <b>trauma individual</b>, que soh eu tinha. Ateh quando mencionei esse pesadelo para um ex-<b>colega </b>de <b>classe </b>e adivinha? Ela disse que tambem tinha!</div><div><br /></div><div>Antes de explicar o meu pesadelo, deixa eu te dar mais contexto:</div><div><br /></div><div>1- O <b>etapa </b>eh uma <b>escola </b>conhecida por ter provas "todos" os dias. Na verdade, vamos ser justos: era toda <b>terca</b>, <b>quarta </b>e <b>quinta</b>. Algumas semanas tinha de <b>segunda</b> tambem, e <b>simulados fuvest/vunesp </b>nos Sabados. A gente tinha umas 30 provas por bimestre, era ridiculo. Cada prova voce tinha que tirar pelo menos 5, senao voce pegava recuperacao. Se voce nao passasse na recuperacao, tinha mais uma. Essa por ultimo, se nao passasse, recebia uma cartinha "amigavel" convidando o aluno para se retirar da <b>instituicao</b>. PS: Se vc nao passasse na recuperacao, eles agendavam ela no meio das suas outras provas. Eu tinha amigo que chegou a fazer umas 10 provas por semana.</div><div><br /></div><div>2- Eu tinha uns 35% de bolsa, se eu nao tivesse uma certa media, eles cortavam.</div><div><br /></div><div>Blz, agora bora volta pro <b>pesadelo</b>:</div><div><br /></div><div>Eh um pesadelo que voce simplesmente ta quase formado, dai vc abre o site do <b>colegio </b>e aparece apenas <b>UMA</b> nota vermelha. Essa nota <b>vermelha </b>te impossibilita de se <b>formar</b>. Dai voce estuda, estuda bastante, faz a prova e depois fica bem ansioso se passou ou nao. Depois de um tempo a nota eh divulgada e adivinha? Vc <b>nao </b>passa de novo.</div><div><br /></div><div>Por causa disso vc nao consegue se <b>formar</b>, precisa esperar o proximo ano. No meu caso, eu nao posso voltar pro <b>canada </b>porque preciso passar na <b>prova </b>de novo.</div><div><br /></div><div>Pode parecer besta, mas vc acorda com um <b>sentimento de lixo</b>. Um sentimento <b>frustrante </b>de que vc nao foi capaz, de que vc nao foi suficiente. E por causa dessa <b>prova</b>, seu "<b>futuro</b>" ta comprometido. Eh a realidade que os jovens da classe media estao presos, vcs ta numa pressao de que se nao passar em uma faculdade publica, voce ta na merda ou eh uma vergonha!</div><div><br /></div><div>Pra quem nao conhece, o Etapa eh uma escola de Sao Paulo <b>bem cara</b>. Meu pai quase <b>se matou</b> pra <b>pagar os boletos</b>. Alias, lembro uma vez que ele <b>nao </b>tinha dinheiro pra pagar uns meses, dai eu fui tenta pegar o meu <b>material escolar</b> e o carinha do balcao meio que me humilhou dizendo que eu nao podia pegar o <b>material </b>pq os pagamentos <b>estavam atrasados</b>. Dai pra piorar, tinha dias que o professor <b>mandava </b>pra fora os alunos que nao estavam com o <b>livro</b>. Sim, pego o combo da humilhacao? Imagina vc pegar uma fila de alunos pegando <b>material</b>, dai na sua vez o cara fala <b>alto </b>que vc nao pode pega por falta de <b>pagamento</b>. Dai depois vc eh <b>expulso </b>da classe porque "<b>esqueceu</b>" o livro. Isso ai, se nao bastasse a pressao de ter que passar nas universidades mais disputadas do brasil, voce tem que ser humilhado por <b>falta de dinheiro</b>.</div><div><br /></div><div>Fiquei sabendo depois que a escola nao podia <b>negar </b>os <b>materiais pra mim</b> e meus pais poderiam ter procurado pelos direitos deles. Mas, isso foi depois de me <b>formar</b>. A vida segue.</div><div><br /></div><div>Nao to <b>cuspindo </b>no prato que comi, o <b>etapa </b>foi muito importante na <b>minha vida</b>, me mimou com os <b>melhores temas</b>/<b>preparacao </b>de <b>vestibular </b>e gracas a ele consegui me formar na USP.</div><div><br /></div><div>Mas acho importante tambem expor esses detalhes e falar sobre saude mental. Acredito que ja tive esse pesadelo mais de 20x, isso ja pode sim ser considerado um <b>trauma</b>.</div><div><br /></div><div>Acredito que esses pontos devem ser levados em consideracao antes de voce colocar seu <b>filho</b>/<b>filha </b>nesse mundo educacional competitivo onde o que soh importa eh entrar em uma faculdade/universidade publica top.</div><div><br /></div><div>Esse eh um trauma que poderia ter sido evitado se tivessemos um suporte psicologico maior na epoca.</div><div><br /></div><div>Bom nao sei, se voce mora no brasil e pensa em colocar seu filho no <b>etapa</b>, acho que seria legal vc ouvir esse meu depoimento. Toma cuidado, essa pressao de vestibular, esse padrao e estilo educacional de provas todos os dias, talvez possa <b>traumatizar </b>o seu filho. E sinceramente, nao quero isso para a <b>Luna</b>.</div><div><br /></div><div>Talvez a maior riqueza de morar no canada eh o fato nao expor seus filhos a um sistema educacional tao competitivo.</div><div><br /></div><div>Lembro que eu tive uma ex-namorada estudava em uma escola organizava viagens, torneios de esportes e eventos culturais como pecas teatrais. Lembro que eles tinham varias fotos das classes, das turmas, que eles conheciam bem os amigos e colegas. Dai eu comparava com a minha experiencia, eu soh lembrava de aulas de olimpiadas e pessoas ansiosas/frustradas sobre vestibular. Triste ou nao? Vou deixar voce comentar ai.</div><div><br /></div><div>Alias, talvez esse meu trauma seja apenas um dos <b>white people</b> problems que nao mereca ser escutado. Mas resolvi tirar isso do meu peito, vai que isso ajude alguem ou abra os olhos de muita gente que romantiza colegios caros como o Etapa. Comenta ai o que voce achou? Ou se teve alguma experiencia parecida?</div>Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-24933049208045894152022-03-28T11:13:00.006-07:002022-03-28T11:29:39.996-07:00Setup JAPAPITO StreamerGaming setup:<br />Teclado: <a href="https://www.amazon.ca/gp/product/B09D8JXGT1/ref=ppx_yo_dt_b_search_asin_title?ie=UTF8&psc=1" target="_blank">ASUS ROG Strix Scope</a><br /><span style="text-align: center;">Mousepad:</span><span style="text-align: center;"> </span><a href="https://www.amazon.ca/Razer-Pro-Glide-High-Density-RZ02-03331500-R3U1/dp/B08GHX29XM/ref=sr_1_18?crid=2KTJR2U28G58P&keywords=mouse+pad+razer&qid=1648491271&s=electronics&sprefix=mouse+pad+razer%2Celectronics%2C63&sr=1-18" style="text-align: center;" target="_blank">Razer Pro Glide</a><br /><span style="text-align: center;">Sony earphones:</span><span style="text-align: center;"> </span><a href="https://www.amazon.ca/Sony-MDR-XB55AP-BASSTM-Headphones-Microphone/dp/B09D5TT7L4/ref=sr_1_3?crid=MQO46ASB0VTQ&keywords=Sony+MDRXB50AP&qid=1648491299&s=electronics&sprefix=sony+mdrxb50ap%2Celectronics%2C81&sr=1-3" style="text-align: center;" target="_blank">Sony MDR-XB55AP</a><br /><span style="text-align: center;">Monitor 1/2: </span><span style="text-align: center;"> </span><a href="https://www.dell.com/en-ca/shop/dell-ultrasharp-27-monitor-u2722d/apd/210-ayze/monitors-monitor-accessories" style="text-align: center;" target="_blank">Dell UltraSharp</a><span style="text-align: center;"> </span><span style="text-align: center;">27 Monitor: U2719D ($528.83</span><br /><span style="text-align: center;"> t.i)</span><br /><span style="text-align: center;">Memory RAM:</span><span style="text-align: center;"> </span><a href="https://www.amazon.ca/gp/product/B07Y4ZZ7LQ/ref=ppx_yo_dt_b_search_asin_title?ie=UTF8&psc=1" style="text-align: center;" target="_blank">CORSAIR Vengeance LPX 64GB</a><br /><span style="text-align: center;">Graphic card: NVIDIA GeForce RTX 2070 SUPER</span><br /><span style="text-align: center;">Processor: AMD Ryzen 9 3900X 12-Core/24-Thread</span><br /><span style="text-align: center;">Cable XLR:</span><span style="text-align: center;"> </span><a href="https://www.amazon.ca/gp/product/B001URFZKM/ref=ppx_yo_dt_b_asin_title_o00_s00?ie=UTF8&psc=1" style="text-align: center;" target="_blank">Monoprice 104752 Premier Series</a><br /><span style="text-align: center;">Microphone mount: </span><a href="https://www.amazon.ca/gp/product/B078MLBGRM/ref=ppx_yo_dt_b_asin_title_o02_s00?ie=UTF8&psc=1" style="text-align: center;" target="_blank">Blue Microphones Compass</a><br /><span style="text-align: center;">Microphone: </span><a href="https://www.amazon.ca/gp/product/B078MLBGRM/ref=ppx_yo_dt_b_asin_title_o02_s00?ie=UTF8&psc=1" style="text-align: center;" target="_blank">Shure SM7B Vocal Dynamic</a><br /><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;"><div class="separator" style="clear: both; text-align: center;"><p><br style="text-align: left;" /></p></div></blockquote><div class="separator" style="clear: both; text-align: center;"><p><br /></p></div><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEi3aMGYZ8Q3k10nikNEqG0nM3Dzs5kK4SofhR0RvNRNqtRtwB1vVbW4Pyt8zuxfCi7Rpq-2_wtZE8UvEbC9j7ofFOUWi9M1EnaQWBpdVmHCs6hzPUcmfAzMyAm7QRaQZUvSKl5wNCXczGD0UXFHZVJ7y2ISbPkPIv-dOqE2yvb1r9mmCrQIsbgClcK0" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1080" data-original-width="1920" height="225" src="https://blogger.googleusercontent.com/img/a/AVvXsEi3aMGYZ8Q3k10nikNEqG0nM3Dzs5kK4SofhR0RvNRNqtRtwB1vVbW4Pyt8zuxfCi7Rpq-2_wtZE8UvEbC9j7ofFOUWi9M1EnaQWBpdVmHCs6hzPUcmfAzMyAm7QRaQZUvSKl5wNCXczGD0UXFHZVJ7y2ISbPkPIv-dOqE2yvb1r9mmCrQIsbgClcK0=w400-h225" width="400" /></a></div><p></p><p><br /></p>Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-63421238640262097642020-09-01T19:48:00.008-07:002020-09-01T19:48:58.538-07:00Gmail account is not sending e-mails due to security issues<p><b> "Mail error: The following From address failed: @gmail.com : MAIL not accepted from server,530,5.7.0 Authentication Required. Learn more at\r\n530 5.7.0 https:\/\/support.google.com\/mail\/?p=WantAuthError o7sm3762758qkd.64 - gsmtp\r\n</b></p><p>Even if you set the write credentials you still need to turn off the google's account security for some apps: </p><p>using the link: https://myaccount.google.com/lesssecureapps</p><p>In this way you will be able to send e-mails using a google account.</p><p><img alt="less secure apps" src="data:image/png;base64,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" /></p>Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-52597055516667034322020-06-13T19:13:00.001-07:002020-06-13T19:13:18.907-07:00Failed to add a service. Service metadata may not be accessibleIf you renamed your WCF service and are getting this error:<br />
<br />
Failed to add a service. Service metadata may not be accessible. Make sure your service is running and exposing metadata<br />
<br />
<img alt="" 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" /><br />
<br />
Please make sure you renamed the reference on the svc file as well. (I'm using vs 2019 and it didn't change it)<br />
<img alt="" height="276" 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" width="640" />Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-62109035181329101812019-11-24T08:52:00.000-08:002019-11-24T08:52:41.950-08:00Is boublr.com scam or legit?Hello everyone, recently I got an Instagram ads about <a href="http://www.bloubr.com/">boublr</a> website which promises you to double your bitcoin amount in just 100 hours.<span id="goog_526013887"></span><br />
<br />
So, the first question I made to myself was simple: "<span style="font-size: large;">Is <b>doublr.com</b> scam or legit?</span>"<br />
<br />
Of course, the first thing I made was to use the <a href="https://www.scamadviser.com/">scamadviser</a> and search for <a href="https://www.boublr.com/">https://www.boublr.com/</a><br />
<br />
Then I got the following results:<br />
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<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu9oz6gN44JVIO11ilaVxhyhKlkFzhYx-55kazA5dx4W5V-nBXQmyzCL5UuNw7zN4hHeJ343FZYPZoCiU4iWUhPdlDkWKhF0hrDwYyaih0YnfUF1wog10MvYbCfaOQzbtmSeLm_GipLZc/s1600/boublr.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="269" data-original-width="943" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu9oz6gN44JVIO11ilaVxhyhKlkFzhYx-55kazA5dx4W5V-nBXQmyzCL5UuNw7zN4hHeJ343FZYPZoCiU4iWUhPdlDkWKhF0hrDwYyaih0YnfUF1wog10MvYbCfaOQzbtmSeLm_GipLZc/s640/boublr.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">boublr.com</td></tr>
</tbody></table>
<br />
Which basically shows the website has <b>EVERYTHING </b>TO BE <b>SCAM</b>!<br />
Why? Simply, the website is pretty new, promising a really astounding awarding.<br />
<br />
Ok, and what about the <b>SSL certificate</b>? If you google, you will find in just a few seconds that a lot of SCAM WEBSITES use SSL certificate, in other words that doesnt show anything.<br />
<br />
So, lets keep tracking, until then I will not invest anything on that website. When the money is <b>TOO easy</b>, that is the <b>REAL SCAM</b>!<br />
<br />
Now you could be wondering: "ok, I could lose the easist money of my life".<br />
That would be better than: "I lost the money I worked so hard".<br />
<br />
Peace guys, and lets not be fools!<br />
<br />
If you liked this post, follow me on instagram ;)Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-72652903713084327612019-07-18T18:39:00.000-07:002019-07-18T18:39:26.387-07:00Internet SLOW or not REACHING the MAX velocity 100MBps 500MBs 1GHBitsYour <b>internet </b>is not achieving the <b>max velocity</b>?<br />
<br />
First off, check if your modem can really handle with that. If you are using wi-fi probably you will not achieve. (tip: use a direct cable)<br />
<br />
After that, check your driver settings:<br />
<br />
<br />
<ul>
<li>Set Jumbo Frame (or Jumbo Packet) to the maximum supported value, for example, 9014 bytes. Gigabit Ethernet controllers that support jumbo frames can transfer packet sizes larger than the standard Ethernet frame size (1500 bytes).</li>
<li>Set Receive Buffers (or Receive Descriptors) to the maximum supported value, for example, 2048. For some Ethernet controller drivers, this setting is grouped under Performance Options.</li>
<li>Confirm that Link Speed & Duplex is set to Auto Negotiation (or Auto Detect</li>
</ul>
<br />
<br />
<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuGEsDwqBcRjJ5kdIg-0qQfRgqAMbEV9dzhA3cvVJxiPgJVAXXnxJxoZ2BKjIMk_A1H_e2ofNl5ww2Xd5StLIfCsahB_rFrhc-YCe5XtdTUFk9WCamJd3vOBEm4JTaxPOLQKe-j2epFRk/s1600/Giga-internet-velocity-speed.PNG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="478" data-original-width="402" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuGEsDwqBcRjJ5kdIg-0qQfRgqAMbEV9dzhA3cvVJxiPgJVAXXnxJxoZ2BKjIMk_A1H_e2ofNl5ww2Xd5StLIfCsahB_rFrhc-YCe5XtdTUFk9WCamJd3vOBEm4JTaxPOLQKe-j2epFRk/s320/Giga-internet-velocity-speed.PNG" width="269" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">velocity-giga-internet-speed-max-upload</td></tr>
</tbody></table>
<br />
<br />
<br />Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-22571918368489591762019-06-12T08:00:00.000-07:002019-06-12T09:14:24.733-07:00SpecFlow build errors bug Could not find a reference to SpecFlow in projectI have just added a specflow file (feature) on my visual studio 2017 and then got these errors.<br />
<br />
<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA5MLW8rqIabKGeNq2gn1D9K3b7rVe9koibZ6YdzcA6b5Na7RaoD6UiQbUT6GdHViUe3rcccWcpXamKMJaxwrQQxCKHGCn9yIuvmiNsBQ0O6emsC0wDI31L_ZBluz7C-RvKkFfF2vrc_8/s1600/specflow-errors-build.PNG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="157" data-original-width="1304" height="75" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA5MLW8rqIabKGeNq2gn1D9K3b7rVe9koibZ6YdzcA6b5Na7RaoD6UiQbUT6GdHViUe3rcccWcpXamKMJaxwrQQxCKHGCn9yIuvmiNsBQ0O6emsC0wDI31L_ZBluz7C-RvKkFfF2vrc_8/s640/specflow-errors-build.PNG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b>specflow-visual-studio-errors-build</b></td></tr>
</tbody></table>
<br />
<br />
Error<span style="white-space: pre;"> </span>CS1029<span style="white-space: pre;"> </span>#error: '<b>Could not find a reference to SpecFlow in project</b> 'MyFourthBDDProject'.'<br />
<br />
CS1029<span style="white-space: pre;"> </span>#error: 'Please add the '<b>TechTalk.SpecFlow' package to the project and use MSBuild generation instead of using SpecFlowSingleFileGenerator</b>.'<br />
<br />
CS1029<span style="white-space: pre;"> </span>#error: 'For more information see https://specflow.org/documentation/Generate-Tests-from-MsBuild/'<br />
<br />
Custom tool error: Generation error: <b>Could not find a reference to SpecFlow in project</b> 'MyFourthBDDProject'.<br />
Please add the 'TechTalk.SpecFlow' package to the project and use MSBuild generation instead of using SpecFlowSingleFileGenerator.<br />
For more information see https://specflow.org/documentation/Generate-Tests-from-MsBuild/<span style="white-space: pre;"> </span>MyFourthBDDProject<span style="white-space: pre;"> </span>C:\Users\cuechi\source\repos\MyFourthBDDProject\MyFourthBDDProject\SpecFlowFeature1.feature<span style="white-space: pre;"> </span>2<span style="white-space: pre;"> </span><br />
<div>
<br /></div>
<div>
The way to <b>solve </b>this, was to unistall the <b>specflow </b>packages, and install it again with the version 2.4.1. Just right click in your project and after select nuget packages. after that type specflow and install it. Dont forget to install the specflow xunit as well.</div>
<div>
<br /></div>
<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhInYFEiQdfIeWkgya_jO-mUSMlw4PBvEK_HWJ5qJtdYFYT_iKTJKP4CSNniP3bCB-13WqtUjAR4aUxtso0ogbKYV810cyGdivQwUfNmPBrQUjd9si4zpCjaXzpYTMmfkcmMo0Em8SEG-4/s1600/nuget-packages.PNG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="438" data-original-width="524" height="267" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhInYFEiQdfIeWkgya_jO-mUSMlw4PBvEK_HWJ5qJtdYFYT_iKTJKP4CSNniP3bCB-13WqtUjAR4aUxtso0ogbKYV810cyGdivQwUfNmPBrQUjd9si4zpCjaXzpYTMmfkcmMo0Em8SEG-4/s320/nuget-packages.PNG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">NUEGT-PACKAGE-VISUALSTUDIO</td></tr>
</tbody></table>
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<br /></div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
At the end I installed:</div>
<div class="separator" style="clear: both; text-align: center;">
<b>SpecFlow v2.4.1</b></div>
<div class="separator" style="clear: both; text-align: center;">
<b>NUnit v3.12.0 </b></div>
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<b>NUnit3TestAdapter v3.13.0</b></div>
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<br /></div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div>
<br /></div>
Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com1tag:blogger.com,1999:blog-9169897117238977568.post-24496889651710921232019-05-28T07:46:00.001-07:002019-05-28T07:46:45.149-07:00Change initial path directory of the command prompt windowsHow to set the start directory <b>path folder</b> of the cmd command prompt of windows 10:<br />
<br />
Just follow the steps<br />
<br />
<ol>
<li>Run regedit</li>
<li>Go to HKEY_LOCAL_MACHINE\SOFTWARE\Microsoft\Command Processor </li>
<li>add a new string value with the name AutoRun</li>
<li>Set its value to cd /d c:\Users\YOURUSERNAME\desktop</li>
</ol>
<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgw93o2lbTq03-lV7VFC9IixRgXuKzrAAkMNCFD5RDvrvw0-R23dbPYTdXzK6p7Y51pP8Ml64w1uX3FLzqocTKJHYBye7RUXFwgTFniobJKgN0eXjSkYVAmcH-EqV0bgLX2Ygn3orsCQWg/s1600/change-directory-path-initial-start-cmd.PNG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="376" data-original-width="787" height="190" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgw93o2lbTq03-lV7VFC9IixRgXuKzrAAkMNCFD5RDvrvw0-R23dbPYTdXzK6p7Y51pP8Ml64w1uX3FLzqocTKJHYBye7RUXFwgTFniobJKgN0eXjSkYVAmcH-EqV0bgLX2Ygn3orsCQWg/s400/change-directory-path-initial-start-cmd.PNG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">cmd-change-initial-start-directory-path</td></tr>
</tbody></table>
<div>
<br /></div>
Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-48251379481963000792019-04-08T09:08:00.003-07:002019-04-08T09:08:59.490-07:00Certified translation services in TorontoCheck if the translator is certified by ATIO on: <a href="https://atio.on.ca/directory/">find a certified translator</a><br />
<br />
If you are looking for <b>a certified translation</b> of your personal or business documents in Toronto you need to be aware the translator needs to have the <b>ATIO </b>certificate.Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-88946926547116329242018-12-22T12:11:00.002-08:002018-12-22T12:12:29.946-08:00SOLVED MySQL connector with ENTITY FRAMEWORK WORKING in Medium Trust hosting environmentsFirst I'm going to show you how I finally used the Entity Framework in a <span style="background-color: #cccccc;">Shared Web Hosting Trust Level</span>. And at the end, I will let off the things I worked so hard.<br />
<br />
<span style="background-color: #cccccc;">My environment:</span><br />
<span style="background-color: #cccccc;">Mysql version was something 5.6.35-81.0-log</span><br />
<span style="background-color: #cccccc;">.NET framework 4.0</span><br />
<span style="background-color: #cccccc;">Visual Studio Community 2017</span><br />
<span style="background-color: #cccccc;">Shared Web Hosting Trust Level = Medium</span><br />
<span style="background-color: #cccccc;"><br /></span> <span style="background-color: white;">Follow the steps to you finally publish successfully your application:</span><br />
<br />
<ol>
<li>Install the <b>mysql-connector-net-6.3.9 </b>(<a href="http://neswery.com/yYA">download</a>)</li>
<li>Install the<b> mysql-for-visualstudio-1.2.8</b><b> </b>(<a href="http://neswery.com/yZx">download</a>)</li>
<li>Reference the 4 mysql dlls in your project</li>
<ol>
<li>mysql.data.dll (<a href="http://neswery.com/yfQ">download</a>)</li>
<li>mysql.data.entity.dll (<a href="http://neswery.com/ygc">download</a>)</li>
<li>mysql.visualstudio.dll (<a href="http://neswery.com/yhO">download</a>)</li>
<li>mysql.web.dll (<a href="http://neswery.com/yiQ">download</a>)</li>
</ol>
<li>Go to your project Properties > AssemblyInfo.cs and add the 2 assemblies:</li>
<ol>
<li>[assembly: SecurityRules(SecurityRuleSet.Level1)]</li>
<li>[assembly: System.Security.AllowPartiallyTrustedCallers]</li>
</ol>
<li>Make sure your webconfig file has the following lines:</li>
<ul>
<li></li>
<li><system.data></li>
<li> <DbProviderFactories></li>
<li> <clear /></li>
<li> <add name="MySQL Data Provider" invariant="MySql.Data.MySqlClient"</li>
<li> description=".Net Framework Data Provider for MySQL"</li>
<li> type="MySql.Data.MySqlClient.MySqlClientFactory, MySql.Data,</li>
<li> Version=6.3.9.0, Culture=neutral, PublicKeyToken=c5687fc88969c44d" /></li>
<li> </DbProviderFactories></li>
<li> </system.data></li>
</ul>
<li>Celebrate and give me a hug ;)</li>
</ol>
<div>
Now, that you already solved your problem and you are still here I would like to let off somethings.</div>
<div>
First of all, I am so relieved that I finally solved this problem. Imagine, you finish your project using Entity Framework, everything is working and when you are publishing your project you realise that nothing works. What a feeling, huh?</div>
<div>
<br /></div>
<div>
This image represents the number of mysql connectors that I installed to finaly make the Entity works in my web host with medium level.</div>
<div>
<br /></div>
<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQRdAKPzjliZzCL5yBE2ljcm37xKyNdNQOsZmAydLi7gj8lXk0f_K_PhGMoV958IafDwqkDL-OyHNVKGTWfDiUT2KEivzhYX9PiahfU0l-Omj4gBiCz69_2OTCbUOgLusKOD2kWS3w0uw/s1600/mysql-connector.PNG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="433" data-original-width="617" height="224" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQRdAKPzjliZzCL5yBE2ljcm37xKyNdNQOsZmAydLi7gj8lXk0f_K_PhGMoV958IafDwqkDL-OyHNVKGTWfDiUT2KEivzhYX9PiahfU0l-Omj4gBiCz69_2OTCbUOgLusKOD2kWS3w0uw/s320/mysql-connector.PNG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">mysql-connector-.net-asp-medium-trust-web-host</td></tr>
</tbody></table>
<div>
<br /></div>
<div>
I had a Brazilian web host called <b>Locaweb </b>where the trust level is set as <b>Medium</b>. The real problem is that it was Full trust level before, and then they changed due to security permissions. Guess what? We developers will swallow one's pride.</div>
<div>
<br /></div>
<div>
Anyway, spending 7-8 hours in a row trying to figure out how can we use the <b>Entity framework</b> in these shared web hosts I learned important things such as:</div>
<div>
<ol>
<li> Careful to install some updated connectors/extensions such as Devert. It might be really simple to implement it, but the real problem will happen when you publish in a shared webhost (if you actually have one of course).</li>
<li><b>MySQL </b>has an amazing website where you can download all the previous application versions just by clicking on the Archives tab</li>
<li>Your webconfig does not include every config of your application. You might check the machine config in the Windows -> MicrosoftNET -> <b>Framework </b>-> v4 -> Configs folder</li>
<li>MySQL website provides you with the source code of each MySQL connector, I found it so amazing =D</li>
</ol>
</div>
<div>
<br /></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxaIWebROb1rHDhxl8SxhjHSEhnW3tIPd8okHFqvlTXDkkv3CROgUA9H0TFUELrQYK7_x3VtcmFWKzva3csz4MYeBuk_7ry-IlpXVvYcagz1KnxAE7uW-Lo8V1a0medg3HyPWH6on87P4/s1600/machine-config.PNG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="554" data-original-width="931" height="190" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxaIWebROb1rHDhxl8SxhjHSEhnW3tIPd8okHFqvlTXDkkv3CROgUA9H0TFUELrQYK7_x3VtcmFWKzva3csz4MYeBuk_7ry-IlpXVvYcagz1KnxAE7uW-Lo8V1a0medg3HyPWH6on87P4/s320/machine-config.PNG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px;">machine config</td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: left;">
I would like to thank Lúcio Rogério for this <a href="https://social.technet.microsoft.com/wiki/pt-br/contents/articles/31248.como-utilizar-entity-framework-com-mysql-em-ambientes-medium-trust.aspx">amazing post</a> it really helped me. However it is important mentioning that I still needed to add the 2 assemblies in the project. </div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
There was another <a href="https://rbrundritt.wordpress.com/2010/09/18/mysql-net-4-entity-framework-and-medium-trust-hosting-environments/">post </a>from <a class="author" href="https://rbrundritt.wordpress.com/author/rbrundritt/" rel="author" style="background-color: white; border: 0px; color: #3a3a3a; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 12px; font-weight: 600; margin: 0px; outline: 0px; padding: 0px; text-decoration-line: none; vertical-align: baseline;">rbrundritt</a><span style="background-color: white; color: #aaaaaa; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif; font-size: 12px;"> </span>which was pretty cool as well, however when I installed the <b>MySQL connector</b> 6.0.7.0, I was not able to edit the source project because it was requiring Visual Studio 2005 and I really did not want to install it.</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Finally, I will put down here some errors I got it during this bug fix to help some people with the same problem in the future. Cya guys!</div>
<div class="separator" style="clear: both; text-align: left;">
<span style="background-color: #cccccc;"><br /></span></div>
<div class="separator" style="clear: both;">
<span style="background-color: #cccccc;">[ArgumentException: Unable to find the requested .Net Framework Data Provider. </span></div>
<div class="separator" style="clear: both;">
<span style="background-color: #cccccc;"><br /></span></div>
<div class="separator" style="clear: both;">
<span style="background-color: #cccccc;">It may not be installed.]</span></div>
<div class="separator" style="clear: both;">
<span style="background-color: #cccccc;"> System.Data.Common.DbProviderFactories.GetFactory(String providerInvariantName) +1402071</span></div>
<div class="separator" style="clear: both;">
<span style="background-color: #cccccc;"> System.Data.EntityClient.EntityConnection.GetFactory(String providerString) +35</span></div>
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<span style="background-color: #cccccc;"><br /></span></div>
<div class="separator" style="clear: both;">
<span style="background-color: #cccccc;">[SecurityException: Request for the permission of type ‘System.Security.Permissions.SecurityPermission, mscorlib, Version=4.0.0.0, Culture=neutral, PublicKeyToken=b77a5c561934e089’ failed.] MySql.Data.MySqlClient.MySqlTrace..cctor() +0</span></div>
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<span style="background-color: #cccccc;"><br /></span></div>
<div class="separator" style="clear: both;">
<span style="background-color: #cccccc;"><br /></span></div>
<div class="separator" style="clear: both;">
<span style="background-color: #cccccc;">System.Security.SecurityException: That assembly does not allow partially trusted callers.</span></div>
<div>
<br /></div>
<div class="separator" style="clear: both;">
Wow, and I forgot to give you the link of the webpage where I used Entity Framework. So <a href="http://caiouechi.com/assinaturas">here </a>you are. [SOLVED MySQL connector with <b>ENTITY FRAMEWORK</b> WORKING in Medium Trust hosting environments]</div>
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Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-1981312858773975692018-08-18T17:09:00.001-07:002018-08-18T17:09:34.960-07:00JAVA Como ler um objeto JSON ARRAY ou como converter uma linha de JSON ARRAY em JSONOBJECT<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: large;"><b>JAVA Como ler um objeto JSON ARRAY ou como converter uma linha de JSON ARRAY em JSONOBJECT</b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLz7GFe60C3w-sIFNC_j1nJkgMH7jW8bBIJ1a-ebt3BVZKjLcdcT1NlALGIkCsGv4ZccxyCziJCrvJvWeQIy55KRLw2mwP1Q6SfHg6U2hOSArJ8z71qgZh-llLo-MBQfCsJaJsp4V13ck/s1600/java-json-string-convert-parse.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="236" data-original-width="521" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLz7GFe60C3w-sIFNC_j1nJkgMH7jW8bBIJ1a-ebt3BVZKjLcdcT1NlALGIkCsGv4ZccxyCziJCrvJvWeQIy55KRLw2mwP1Q6SfHg6U2hOSArJ8z71qgZh-llLo-MBQfCsJaJsp4V13ck/s400/java-json-string-convert-parse.PNG" width="400" /></a></div>
<br />
<pre style="background-color: white; font-family: "Courier New";"><span style="color: navy; font-weight: bold;">final </span>JSONArray geodata = response.getJSONArray(<span style="color: green; font-weight: bold;">"result"</span>);
<span style="color: navy; font-weight: bold;">final int </span>n = geodata.length();
<span style="color: navy; font-weight: bold;">for </span>(<span style="color: navy; font-weight: bold;">int </span>i = <span style="color: blue;">0</span>; i < n; ++i) {
<span style="color: navy; font-weight: bold;">final </span>JSONObject person = geodata.getJSONObject(i);
<span style="color: grey; font-style: italic;">//System.out.println(person.getInt("id"));</span><span style="color: grey; font-style: italic;"> </span>repoName = person.getString(<span style="color: green; font-weight: bold;">"Name"</span>);
<span style="color: grey; font-style: italic;">//System.out.println(person.getString("gender"));</span><span style="color: grey; font-style: italic;"> //System.out.println(person.getDouble("latitude"));</span><span style="color: grey; font-style: italic;"> //System.out.println(person.getDouble("longitude"));</span>}</pre>
<pre style="background-color: white; font-family: "Courier New";">
</pre>
<pre style="background-color: white; font-family: "Courier New";">note que o geodata do tipo JSONARRAY recebe um JSON ARRAY. Nisso basta ler todas</pre>
<pre style="background-color: white; font-family: "Courier New";">as propriedas e pelo .getString voce conseguira ler a propriedade desejada.</pre>
Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-90295822900538148552017-01-26T05:42:00.002-08:002017-01-26T05:45:50.706-08:00Como cancelar plano de saude QUALICORP BRADESCO SAUDE PERFIL SPBom dia!<br />
<br />
Hoje fui cancelar o meu plano de saúde <b>Bradesco Saude Perfil SP </b>da <b>QUALICORP </b>e fiquei um pouco bravo por não ter tido tanta facilidade em cancelar o meu plano de saúde.<br />
<br />
Bom, resolvi criar esse tutorial para facilitar a vida de vocês:<br />
<br />
Você tem que ter em mente que deverá seguir 2 passos:<br />
<br />
1º Passo: Ligar para a <b>QUALICORP</b>, se for SP é 4004-4400 e depois selecionar a opção de <b>cancelamento</b>. Depois disso o cara vai falar um monte, blablbalbaa, e inclusive até tentar te dar algum desconto se você falar que achou um plano mais barato. Depois disso ele vai te dar um número de <b>protocolo de cancelamento</b>, e é esse número que você utilizará no 2º passo.<br />
<br />
<br />
2º Passo: Acessar a sua conta no site <a href="https://www.qualicorp.com.br/canalcliente/f/t/loginMan">https://www.qualicorp.com.br/canalcliente/f/t/loginMan</a><br />
Depois logar com o seu CPF e sua senha. Se não tiver, dai ferrou, vai ter que ligar para o SAC para conseguir a sua conta.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSc4pqRK9viVIFYh6owiG3cr-Fnyyy50x6DtqCRiu-d7UjWeLRe7MY-iq7EFDB9WHpdXykP_gG32_fWnoo3iRT30TJ-lRzlukeWVL-827eKUUIgvCNnEpKKNHdOh8WQcDiEOdkgM3Jn_w/s1600/Login-qualicorp-cancelamento.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSc4pqRK9viVIFYh6owiG3cr-Fnyyy50x6DtqCRiu-d7UjWeLRe7MY-iq7EFDB9WHpdXykP_gG32_fWnoo3iRT30TJ-lRzlukeWVL-827eKUUIgvCNnEpKKNHdOh8WQcDiEOdkgM3Jn_w/s320/Login-qualicorp-cancelamento.JPG" width="320" /></a></div>
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<tr><td class="tr-caption" style="text-align: center;">contrato-cancelamento</td></tr>
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Depois, deixe o cursor do mouse em cima do "Meu Plano" e lá na direita selecione "<b>Cancelamento de Contrato</b>" conforme a imagem acima.<br />
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Em seguida, clique no botão cancelar contrato:<br />
<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVrEQx_N-odcWWjFKKnldmLM4L8TJD2a0G5ARZ7-W2NB9TJ_Y6qcHkdY_LXKuSmMoPCyvOoh-nJQLgPKWdNyv8cACOZbKby5JcDBHJt-xIG4XzteltBR0Qy4PsRg7Qj6qlEN0j0D9RVWU/s1600/cancelar-contrato-qualicorp-bradesco.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="131" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVrEQx_N-odcWWjFKKnldmLM4L8TJD2a0G5ARZ7-W2NB9TJ_Y6qcHkdY_LXKuSmMoPCyvOoh-nJQLgPKWdNyv8cACOZbKby5JcDBHJt-xIG4XzteltBR0Qy4PsRg7Qj6qlEN0j0D9RVWU/s320/cancelar-contrato-qualicorp-bradesco.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">bradesco-perfil-sp</td></tr>
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E finalmente preencha o número do contrato com o que o atendente do primeiro passo te forneceu.<br />
Não se esqueça de preencher a mensagem com a seguinte informação: "Eu [<span style="color: red;"><b>seu nome</b></span>] , portador do cpf [<b><span style="color: red;">seu cpf</span></b>] venho atraves dessa solicitar o <b>cancelamento </b>do meu plano porque achei um plano mais barato."<br />
<b style="background-color: white;">IMPORTANTE</b>: Você precisa anexar um documento também, esse documento pode ser uma foto da mensagem que você acabou de escrever escrita a caneta em algum papel com a sua assinatura.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqv9ElfjYftC-Ba7SUKYH_uPR6ddMFLVvSDhwzRy0aRhPe5FA_BeW1HQElN3KBxKvh6CVRebJrSA51o9I6EFVLXcAUeF8Wx2BST8PTfJpYNLcFhowzXjiyGJjU6J-T5ABpEG1dgqc6CIY/s1600/etapa-final-cancelamento.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqv9ElfjYftC-Ba7SUKYH_uPR6ddMFLVvSDhwzRy0aRhPe5FA_BeW1HQElN3KBxKvh6CVRebJrSA51o9I6EFVLXcAUeF8Wx2BST8PTfJpYNLcFhowzXjiyGJjU6J-T5ABpEG1dgqc6CIY/s320/etapa-final-cancelamento.JPG" width="320" /></a></div>
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Pronto! Agora é só esperar! =D<br />
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Espero ter ajudado<br />
<br />
<br />Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-31752640669895701712016-12-01T15:05:00.001-08:002016-12-01T15:07:41.606-08:006 Motivos para ser a favor da legalização do ABORTO<div class="_1dwg _1w_m" style="padding: 12px 12px 0px;">
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<span style="font-size: 14px;">Recentemente fiz um post no facebook sobre a minha opinião do </span><b><span style="font-size: large;">aborto</span><span style="font-size: 14px;">.</span></b></div>
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Vou postar aqui também, para aqueles que não usam essa rede social ;)</div>
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Segue:</div>
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Amiguinhos, eu sei que é um tema polêmico, mas acho importante deixar a minha opinião também.</div>
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Acho que ficar em cima do muro é muito sem graça. Então aqui vai a minha bomba hein rs! Deixando bem claro que essa é a minha opinião, por favor sem comentários de ódio e pode ter certeza que estou aberto para novas opiniões.</div>
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Eu era a CONTRA <a class="_58cn" data-ft="{"tn":"*N","type":104}" href="https://www.facebook.com/hashtag/aborto?source=feed_text&story_id=10153904212942046" style="color: #365899; cursor: pointer; text-decoration: none;"><span class="_5afx" style="direction: ltr; unicode-bidi: isolate;"><span aria-label="hashtag" class="_58cl _5afz" style="color: #4267b2; unicode-bidi: isolate;">#</span><span class="_58cm"><b>aborto</b></span></span></a>. Porém, depois de inúmeros debates mudei de opinião.</div>
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Seguem os pensamentos que me fizeram mudar de ideia:</div>
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<ol>
<li>Quem mais ganha com os <b>abortos </b>são os criminosos. Você querendo legalizar ou não, saiba que a cada 10 minutos morre uma mulher por um aborto clandestino. Os criminosos acham tudo isso lindo.</li>
<li>Até o terceiro mês, parece que o sistema nervoso do bebê nem se formou. Se o ser vivo ainda nem aprendeu a sentir nada, então o que que muda???</li>
<li>Educar uma <b>criança </b>é extremamente difícil. Os pais são os principais fatores que influenciam na personalidade de uma criança. Fico imaginando uma uma criança pobre de 15 anos que mal tem o que comer tendo outra criança. Qual é a chance dessa criança que acabou de nascer ter boas condições de vida? Sério, eu que vim de uma família de classe média já fiquei desesperado quando não "descia", imagina uma criança classe C que não tem o que comer e tem que alimentar mais uma boca?</li>
<li>Quer <b>abortar</b>, <b>aborte</b>. Não quer? Então <b>não aborte</b>! Poxa, seria tao lindo se cada um cuidasse da sua vida! Me diz, qual a diferença que vai fazer na sua vida se o fulano x abortou?</li>
<li>Vamos supor que alguem da sua familia sofreu um estupro e engravidou. Você aceitaria o <i>aborto</i>?</li>
<li>Existe uma grande chance da sua mulher morrer por causa do bebê. Você <b>abortaria</b>? É meio hipócrita mudar de opinião só porque acontece com você não é mesmo?</li>
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Bom.. é só a minha opinião blz? Não me odeie por isso. te amo s2</div>
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Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-24592667271463286492016-11-20T18:57:00.005-08:002016-11-20T19:12:26.555-08:00Como desabilitar o WI-FI #NET-WIFI da NETA empresa <b>NET </b>recentemente está implementando um novo projeto para expandir o <b>wi-fi</b> de todos os assinantes transformando vários <b>roteadores </b>de clientes em novos pontos <i>wifi</i>.<br />
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Porém, não pediu a permissão de ninguém, esse projeto simplesmente começou a entrar em vigor sem nenhum aviso.<br />
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Que beleza não? #SQN !! #ridículo<br />
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A criança aqui achou que era virus, modifiquei de tudo no meu roteador, para no fim descobrir que é a <b>NET</b> que simplesmente começou esse projeto.<br />
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Palhaçada!<br />
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Por ora, não quero que um monte de gente tenha acesso ao meu <b>roteador </b>e ponto final. Eles garantiram que a minha <b>internet </b>não será afetada, porém continuo tendo as minhas dúvidas. Então eu digo não ao <b>#NET-WIFI</b><br />
<br />
Eles vieram com a seguinte historinha (confira nesse <a href="http://faq.netcombo.com.br/faq-2/pergunta-frequente/como-eu-desabilito-habilito-o-ponto-de-acesso-net-wifi-na-minha-casa/" target="_blank">link</a>):<br />
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Juntos estamos ampliando os pontos de acesso em todo Brasil. Quanto mais pessoas fizerem parte disso, mais todos se beneficiarão e você poderá continuar usufruindo deste benefício, mas se mesmo assim você desejar desabilitar a rede na sua casa, você deve acessar a área <b><i>NET WIFI</i></b> no site da NET (www.net.com.br/<i>netwifi</i>) e acessar “Minha conta” ou ligar para o atendimento NET.<br />
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E tem outra área no site deles explicando com mais detalhes, confira nesse link <a href="http://www.netcombo.com.br/netwifi" target="_blank">aqui</a><br />
<br />
Reforçando:<br />
"A segunda rede é uma conexão gratuita para os clientes NET, assim como já acontece hoje em várias ruas e aeroportos. Quanto mais clientes mantiverem a rede habilitada, mais pontos de conexão estarão disponíveis.<br />
É muito importante reforçar que a rede é segura e que não afeta a sua rede privada. A NET cuida da segurança da <b>rede #NET-WIFI</b>. Essa rede está disponível para os NETs e para usá-la basta se conectar utilizando o login e senha cadastrados no site NET."<br />
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Porém, ainda tenho as minhas dúvidas e não quero isso!<br />
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Para <b>desabilitar </b>acesse o esse link <a href="http://webportal.netcombowifi.com.br/" target="_blank">aqui</a>: (http://webportal.netcombowifi.com.br/)<br />
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Espero ter ajudado!<br />
<br />Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-63605164139112954572016-11-08T09:47:00.001-08:002016-11-08T09:47:41.338-08:00DICA Como saber se alguém me bloqueou no whatsapp zapzap?<div>
Fala galera! </div>
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Tudo bem?</div>
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Sinceramente existem várias formas de descobrir se alguém te <b>bloqueou </b>no <b>zapzap</b>.<br />
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Seguem as mais comuns:</div>
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<ol>
<li>Você não vê mais as <b>informações </b>de visto por último na janela de conversa com este contato. Sabe aquele horário de <b>última visualização</b>? Esse mesmo!</li>
<li>Você não recebe <b>atualizações </b>feitas na foto de perfil do contato. Normalmente a foto fica preta.</li>
<li>Todas as mensagens que você enviar para um contato que <b>bloqueou </b>você sempre trarão um tique (mensagem enviada) e nunca um segundo tique (mensagem entregue). Ou seja, se tem dois tiques, relaxa que ela ta te <b>ignorando </b>mesmo HAHAHA!</li>
<li>Qualquer ligação que você tente fazer, não será efetuada. </li>
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Bom, espero que descubram logo =]</div>
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Abraços!</div>
Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-78750363032919675602016-11-07T05:43:00.003-08:002016-11-07T05:43:35.689-08:00Como resolver um nome ou achar o arquivo hosts windowsComo resolver um <b>nome </b>ou achar o arquivo <b>hosts </b>windows?<br />
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Simples, execute a seguinte linha: <b>%WinDir%\System32\Drivers\Etc</b><br />
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Depois abra o arquivo <b>hosts </b>e digite o que você quiser, por exemplo:<br />
105.12.29.2 dbteste #Banco de dados teste<br />
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Pronto, agora toda vez que você digitar dbteste na url, o seu windows entenderá como ip <b>105.12.29.2.</b><br />
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Lindo não?<br />
<br />
rs!<br />
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<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFxDuFp9gyBEIT2TOiO9m4OYuQ8XzprzLntz-rdshlUVbBnmd1xQWv5W8tYwXz_4ODJZ-g-UxxaE4n8awnTT0hRGxcnr5EEKxk1NlsbbP7819lEBuihGQoGafeiSnAl1xqw91WB1aS6Z4/s1600/arquivo-hosts-windows.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFxDuFp9gyBEIT2TOiO9m4OYuQ8XzprzLntz-rdshlUVbBnmd1xQWv5W8tYwXz_4ODJZ-g-UxxaE4n8awnTT0hRGxcnr5EEKxk1NlsbbP7819lEBuihGQoGafeiSnAl1xqw91WB1aS6Z4/s1600/arquivo-hosts-windows.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">resolver-nome-arquivo-hosts-windows</td></tr>
</tbody></table>
<br />
<br />
abraços!<br />
<br />Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-6433680833800377392016-10-05T09:17:00.000-07:002016-10-05T09:17:55.971-07:00UMA CARTA PARA AS FEMINISTAS FEITA POR UM MACHISTAPrimeiramente, para os leitores que gostam de ler só o título e comecinhos de texto: "-Sim, eu sou <b>machista</b>, mas estou tentando não ser mais. Acredito que o primeiro passo para corrigir um problema é identificando o mesmo".<br />
<br />
Há um bom tempo que essa "modinha" de <b>feminismo </b>vem sido discutida, e ao meu ver era apenas um assunto chato em que as <b>mulheres</b> queriam chamar mais atenção e que era mais uma das cosias chatas de ser politicamente "incorreto".<br />
<br />
<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPM9uLeOsLJiveXYbuDk1M4CZiYAtoDRXL_BzHLPBsHZLSVMvayxzWP0ZH9fJcSm_q7JWcgtCzPDzlJeXMbnr1EO2BzGqhC7ZYiE6EJ3zAoWoJAvrXU0BeFhnf5Anzus0lI4JQfzoYNaU/s1600/feminismo-igualdade-direitos.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="199" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPM9uLeOsLJiveXYbuDk1M4CZiYAtoDRXL_BzHLPBsHZLSVMvayxzWP0ZH9fJcSm_q7JWcgtCzPDzlJeXMbnr1EO2BzGqhC7ZYiE6EJ3zAoWoJAvrXU0BeFhnf5Anzus0lI4JQfzoYNaU/s320/feminismo-igualdade-direitos.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">feminismo-igualdade-direito</td></tr>
</tbody></table>
<br />
Sim, <b>infelizmente </b>na minha bolha de contatos e ciclos de amigos, a maioria acredita que o <b>feminismo </b>é a mesma coisa do que <b>machismo </b>só que para o outro sexo.<br />
<br />
Bom, graças a Deus, depois de inúmeras <b>brigas </b>e discussões com algumas amigas a ficha caiu. Fui atrás de alguns blogs <b>feministas </b>para tentar entender um pouco melhor o outro lado da moeda, até que entendi que o buraco é bem maior.<br />
<br />
Atualmente eu sou sim um <b>machista </b>e vivo em uma sociedade completamente <b>machista</b>. Quero mudar isso e já estou mudando! Porém, acho que é muito hipócrita da minha parte e cedo demais falar que não sou mais.<br />
<br />
Quando a gente fala <b>machista</b>, a primeira coisa que vem em mente são aqueles caras que tratam mal a mulher ou que batem nela não é mesmo?<br />
<br />
Pois bem, <b>machismo </b>engloba um mundo muito maior, <b>machista </b>pode ser aquele cara que:<br />
<br />
<ul>
<li>Vê uma motorista mulher e já acha que ela não sabe dirigir direito</li>
<li>Briga com a irmã mais nova quando ela fala palavrão e solta um: "Você é mulher, não pode falar palavrão! É muito mais feio!"</li>
<li>Fazer piadinha falando que lugar de mulher é na cozinha</li>
<li>Falar que mulher tem que cuidar da casa e das roupas</li>
<li>Falar que a filha só pode namorar ou beijar na boca depois de 20 anos, enquanto o filho pode ver uma revista pornô com 12.</li>
<li>Achar o cúmulo uma garota ir para uma balada e beijar mais de 1 rapaz, enquanto o boyzinho que pega mais de 10 é o cara fodão do momento.</li>
<li>Achar que uma garota transar na primeira saída já é motivo de chamá-la de prostituta</li>
</ul>
<br />
E aí? Se identificou com esses pontos? Se sim, pois é amigo.. você também é um <b>machista.</b><br />
<br />
Um dos vídeos que mexeu comigo e é um dos motivos principais de estar escrevendo essa carta agora foi o da página do facebook <b>lollyanddoodlepage</b>, onde a garotinha vê as roupas dos meninos escrito: "Pense fora da caixa", "Herói". Daí quando ela olha para roupas de menina está escrito: "HEY", "Bonita", "Eu me sinto bonita". No final ela não entende o motivo disso.<br />
<b><br /></b>
Pois é amigo! E é isso que o <b>feminismo </b>luta, por um fim da <b>dominação </b>de um gênero sobre outro. Por quê diabos os meninos tem frases mais marcantes, mais legais, mais aventureiras e as meninas estão ligadas a coisas fúteis de beleza e bobas como "HEY"?<br />
Por quê diabos uma moça que lutou e estudou tanto em uma determinada área recebe menos que um homem?<br />
<br />
E é aqui que tem que ficar bem claro a diferença entre <b>machismo </b>e <b>feminismo</b>. Machismo é onde o sexo masculino está dominando. Feminismo é a luta pelos direitos <b>iguais</b>, ou seja, não é a luta para que o sexo <b>feminino</b> domine o <b>masculino</b>, sacou?<br />
<br />
As coisas estão mudando, as mulheres estão <b>lutando </b>mais pelos seus <b>direitos</b>. E cara, sinceramente eu acho tudo isso lindo!<br />
<br />
Então você, que é feminista, peço mil <b>desculpas</b>. Já entendi a mensagem e quero apoiar a causa de vocês!<br />
<br />
Sei que nunca poderei imaginar como é a sensação de andar em São Paulo e ter 10 homens na rua te "secando" e te deixando com medo. Nunca poderei imaginar o que é passar a vida inteira querendo fazer um esporte como judô ou capoeira e ser forçado a dançar balé. Não sei qual é a sensação de pegar um metrô e desconfiar que tem alguém tentando te encostar.<br />
<br />
Peço desculpas novamente e prometo escutar mais e entender melhor o lado de vocês ok?<br />
<br />
Att,<br />
caiouechi<br />
<br />
<br />Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-83103870121209252362016-10-04T13:05:00.002-07:002016-10-04T13:11:33.024-07:00DICA DE COMO SER RICO E CONTINUAR SENDO ATÉ MORRERFala galera!<br />
<br />
De boa na lagoa?<br />
<br />
Vou começar uma série de posts aqui no blog na categoria de <a href="http://caiouechi.blogspot.com.br/search/label/Educa%C3%A7%C3%A3o%20Financeira" target="_blank">educação financeira</a> com algumas dicas de <b>como ser rico</b>. A propósito eu não sou tá? Mas tenho certeza de que isso é uma questão de <b>tempo</b>, afinal com uma boa <b>educação financeira </b>e muita <b>dedicação </b>todo mundo consegue!<br />
<br />
A primeira <b>dica </b>será bem simples, porém bem importante, afinal lhe fornecerá um controle <b>sensacional</b> para saber se os seus <b>investimentos </b>estão dando certo ou não!<br />
<br />
<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaxMDnchQM6tEZPXjtoVWVjP-l5jqKR7j4e-kKJN7H5ISIxWCFMN5_ZsqdfN1m55a11MUPh4o6h0uL7OI_U3GUgXSkcaYagGLuSfF0f0eTEuW9bdr8HxZDGC1332R6LFRLnddMuVugaVA/s1600/como-ser-rico-planilha-caiouechi.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaxMDnchQM6tEZPXjtoVWVjP-l5jqKR7j4e-kKJN7H5ISIxWCFMN5_ZsqdfN1m55a11MUPh4o6h0uL7OI_U3GUgXSkcaYagGLuSfF0f0eTEuW9bdr8HxZDGC1332R6LFRLnddMuVugaVA/s320/como-ser-rico-planilha-caiouechi.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">como-ser-rico-escolha-caio-uechi-planilha-excel-investimento</td></tr>
</tbody></table>
<br />
A <b>planilha </b>para download se encontra no seguinte <a href="http://adf.ly/1eY4ZH" target="_blank">link</a>: http://adf.ly/1eY4ZH<br />
(Você terá de esperar 5 segundos para depois baixar o arquivo).<br />
<br />
Como utilizar a planilha:<br />
O documento excel tem <span style="color: red;"><b>duas </b></span>abas:<br />
<br />
<ol>
<li><span style="color: red;"><b>Investimentos mensais</b> </span></li>
<ul>
<li>Possuirá uma tabela na esquerda, com os meses do ano e a quantia dos <b>investimentos</b>.</li>
<li>O gráfico mostrará a <b>tendencia </b>dos <b>investimentos</b>.</li>
</ul>
<li><b><span style="color: red;">Detalhe</span></b></li>
<ul>
<li>Possuirá uma tabela, com os seguintes <b><span style="color: blue;">itens</span></b>:</li>
<ul>
<li><b><span style="color: blue;">Total</span></b>: Será o valor total entrada <b>menos </b>o valor do valor total saida.</li>
<li><b><span style="color: blue;">Total Entrada</span></b>: O valor que entrou no mês.</li>
<li><b><span style="color: blue;">Total Saida</span></b>: O valor final que saiu no mês. Note que abaixo do valor <b>total saída</b>, existem outros campos: "Nubank, Santander, Saraiva, Imposto, Agua e etc..." Esses campos são as <b>saídas </b>desse mês, que <b>somadas </b>resultam no valor <b>total saída</b>.</li>
</ul>
</ul>
</ol>
<br />
Fatos <b>importantíssimos </b>que deverão ser levados em consideração para o <b>relatório </b>funcionar! Seguem:<br />
<br />
Se a compra foi feita no <b>cartão de crédito</b>, não precisa colocar o valor, pois no controle já existem as linhas com os <b>nomes dos bancos</b> representando as respectivas <b>faturas </b>de cartões. É de <b>suma importância </b>deixar o controle na <b>mesma unidade</b>, ou seja <b>DÉBITO INSTANTÂNEO</b>. Se você pagou algum boleto, ou utilizou o cartão de débito, ai <b>sim </b>você <b>contabiliza </b>no determinado mês.<br />
<br />
<b>Exemplo </b>1: Paguei um <b>boleto</b> de R$200,00 de um show no dia 18/10/2016, então eu coloco que no mês de outubro eu tive uma saída de R$200,00.<br />
<b>Exemplo </b>2: Paguei o jogo do meu filho no <b>cartão de crédito</b> no valor de R$250,00 no dia 18/10/2016, só que a fatura vence no dia 10/11/2016. Então eu <b>não </b>coloco nenhuma saída no mês de outubro (mês 10) e espero o próximo mês (novembro) para incluir esse valor na fatura do cartão.<br />
<b>Exempo </b>3: Paguei uma viagem de R$2.000,00 em 5 vezes no dia 10/10/2016 e a fatura do cartão vence no dia 10/11/2016. Então eu espero o mês de Novembro para colocar apenas R$400,00 na fatura do cartão.<br />
<br />
Desse jeito, respeitando a mesma unidade teremos um controle de quanto <b>REALMENTE investimos </b>em determinado mês de acordo com as <b>ENTRADAS</b>.<br />
<br />
Enfatizei bastante "<b>ENTRADAS</b>", porque não estou considerando os <b>rendimentos </b>dos investimentos anteriores, apenas controlando as atuais entradas. Mais tarde criaremos outros <b>relatórios</b> para fazer esses outros tipos de controles.<br />
<br />
Bom, é basicamente isso. Esse <b>relatório </b>é bem <b>simples</b>, <i>mas </i>se for utilizado com <b>disciplina </b>você vai ter um <b>controle </b>muito bom sobre o progresso dos seus <b><i>investimentos</i></b>.<br />
<br />
Então amigo, agora você terá de fazer todo fim de mês uma planilhinha como essa de <b>fechamento </b>blz? hahaha!<br />
<br />
Gostou do post? Então dê aquele curtir (+maiszinho) e comente!<br />
<br />
Te vejo na próxima dica de <b>como ser rico</b> e bora continuar estudando <b>educação financeira</b>!<br />
<br />
<br />
<br />
<br />Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-37813153271931124422016-10-04T10:55:00.002-07:002016-10-04T10:55:18.040-07:00PTE ACADEMIC DICAS QUE VALEM MUITO DINHEIROFala galera!<br />
<br />
Tudo bem?<br />
<br />
Hoje é dia de falar um pouco do <b>PTE</b>-<b>Academic</b>. Uma das provas que o <b>skilled visa 189/190 </b>da<b> Australia </b>aceita para o processo de <b>visto</b>. [<b>Competent </b>& <b>proficient </b>English]<br />
<br />
Sim!! Eu vou dar algumas <b>dicas</b> que valem muito <b>dinheiro</b>! Para ser mais preciso, valem mais de 125 doletas. Eu falo isso, porque aprendi essas <b>dicas </b>fazendo <b>cursos online</b>, onde um deles custava em torno de 125 dolares (como na epoca o dolar estava valendo R$3,50 isso da em torno de R$450,00).<br />
<br />
Assim como o <a href="http://caiouechi.blogspot.com.br/2016/09/dicas-como-tirar-band-7-overall-ielts.html" target="_blank">formato do ielts (descrito no post anterior</a>), a prova também é avaliada em 4 etapas:<br />
<b><i>Listening</i></b>, <b><i>Reading</i></b>, <i><b>Speaking</b> </i>e <b><i>Writing</i></b><br />
<br />
Na minha humilde opinião, o <b>PTE-Academic</b> é mais dificil que o <b>IELTS. </b><br />
<span style="color: red;">-Ué Caio, como assim? Todos os outros bloguistas falam justamente o contrário!</span><br />
-Calma ser humano! No decorrer desse post você vai entender :)<br />
<br />
<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_HZQDSuD5RD7WuQfYlIFiWsnl_Z1itMxqY5_NEFDm0hj2RHvQTtNrX_PC55CfHAtKJR_fs7BXzZWr4AudG5ShJQAxdXAU9_h7wOIcPGKX80oR6bOHNP1WRanZokp7CacOm9y5g1YyZVU/s1600/dicas-pte-academic.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_HZQDSuD5RD7WuQfYlIFiWsnl_Z1itMxqY5_NEFDm0hj2RHvQTtNrX_PC55CfHAtKJR_fs7BXzZWr4AudG5ShJQAxdXAU9_h7wOIcPGKX80oR6bOHNP1WRanZokp7CacOm9y5g1YyZVU/s320/dicas-pte-academic.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">dicas-pte-academic-pte-a</td></tr>
</tbody></table>
<br />
<br />
A primeira parte é composta pelo <b>Speaking, </b>onde você<b> </b>possuirá os seguintes <span style="color: red;"><b>subtópicos</b></span><b>:</b><br />
<ul>
<li><b><span style="color: red;">Read aloud</span></b></li>
<ul>
<li>Terá de ler um paragrafo grandinho. <b>Dica</b>: Leia do jeito que você se sentir mais <b>confortável</b> e <b>confiante</b>. No meu caso, eu preciso ler mais alto e mexer as mãos.</li>
</ul>
<li><b><span style="color: red;">Describe image</span></b></li>
<ul>
<li>Terá de descrever um grafico. <b>Dica</b>: Estruture a sua fala em Introdução + 3 pontos importantes + Conclusão. Não utilize muitas expressões de enrolação do tipo: "If you follow the graph, you can observe that.. blablbala..", só nisso você já perdeu uns 3 segundos. Acredite amigo, 3 segundos é bastante! Faça frases simples e utilize bastante <b>highest</b>/<b>lowest.</b></li>
</ul>
<li><b><span style="color: red;">Answer short question</span></b></li>
<ul>
<li>Terá de responder uma pergunta simples. <b>Dica</b>: aqui não tem muito segredo, ou você sabe ou não sabe. Se não souber, responda qualquer coisa, mas pelo amor de deus não deixe de responder.</li>
</ul>
<li><b><span style="color: red;">Re-tell lecture</span></b></li>
<ul>
<li>Terá de contar a aula/apresentação que acabou de ouvir. <b>Dica</b>: você possuirá um tempo para escrever as <b>palavras chaves</b> que escutou durante o audio, depois disso estruture essas palavras no seguinte método: "The speaker was discussing TEMA. He/She mentioned that <i>palavrachave1</i>. He/She talked about <i>palavrachave2</i>. He/She mentioned that <i>palavrachave3</i>. He/She discussed <i>palavrachave4</i>. He/She suggested that <i>palavrachave5</i>." Fala sério, com uma estrutura dessas fica muito mais facil né? Nem precisa entender o audio inteiro rs! É só sair caçando <b>palavras chaves</b>.</li>
</ul>
<li><b><span style="color: red;">Repeat sentence</span></b></li>
<ul>
<li>Terá de repetir uma sentença entre 9-14 palavras. <b>Dica</b>: Na minha opinião é o subtópico mais dificil de todos. Muita gente fala para fechar os olhos, concentrar bastante e depois tentar falar. Comigo não funcionou, eu preferi outra estrategia: escrever as iniciais de cada palavra e depois tentar falar tudo de novo.</li>
</ul>
</ul>
<br />
A segunda parte é composta pelo <b>Writing, </b>onde você<b> </b>possuirá os seguintes <span style="color: red;"><b>subtópicos</b></span><b>:</b><br />
<ul>
<li><span style="color: red;"><b>Summarize written text</b></span></li>
<ul>
<li>Terá de resumir um texto chato em uma sentença de até 70 palavras. <b>Dica</b>: Faça a sentença seguindo a estrutura "WHO-DID-WHAT, WHICH" com aproximadamente 30 palavras. Deixe a sua frase sem erro gramatical que você será muito bem recompensado :)</li>
</ul>
<li><span style="color: red;"><b>Write Essay</b></span></li>
<ul>
<li>20 minutos para escrever em torno de 200-300 palavras. <b>Dica</b>: No começo achava um tempo absurdo, porém depois de conseguir uns <i>templates</i> prontos na Internet tudo ficou mais fácil. Como é um <b>computador </b>que vai te avaliar, você não precisa se preocupar <b>TANTO</b> com o conteúdo. O template que utilizei <i>foi</i>: </li>
</ul>
</ul>
<div>
<i>Over the past few years, more and more <span style="color: red;">aquivocemuda</span>. Some people think <span style="color: red;">aquivocemuda</span>, while other argue that <span style="color: red;">aquivocemuda</span>. The following paragraphs will analyze some pros and cons about this fact. I am inclined to believe that pros are way more significant than cons.</i></div>
<div>
<i>First of all, there are several reasons why <span style="color: red;">aquivocemuda</span>. One of them, is <span style="color: red;">aquivocemuda</span>. It can also be taken into account the <span style="color: red;">aquivocemuda</span>. </i></div>
<div>
<i>Despite the above, there are several explanations why <span style="color: red;">aquivocemuda</span>. On of the, is alksdfalsj. In addition to that <span style="color: red;">aquivocemuda</span>.</i></div>
<div>
<i>In conclusion, the foreign text proprounds the view that <span style="color: red;">aquivocemuda</span>. Furtheremore, it is expected that people take cognizance of that and <span style="color: red;">aquivocemuda</span>.</i></div>
<div>
<br /></div>
<div>
A terceira parte parte é composta pelo <b>Reading</b>, onde você possuirá os seguintes <b style="color: red;">subtópicos</b>:</div>
<ul>
<li><span style="color: red;"><b>Multiple-choice, choose single answer (Reading)</b></span></li>
<ul>
<li>Escolher apenas uma opção correta. <b>Dica</b>: leia a pergunta e procure a palavra chave, depois disso procure ela no texto para uma localização mais rapida.</li>
</ul>
<li><span style="color: red;"><b>Fill in the blanks (Reading & Writing)</b></span></li>
<ul>
<li>Preencher os espaços em branco. <b>Dica</b>: Aqui não tem muito segredo, você tem que escolher uma das palavras que estarão disponíveis. Veja a concordância e se exige um verbo ou adjetivo.</li>
</ul>
<li><b style="color: red;">Fill in the blanks (Reading)</b></li>
<ul>
<li>Preencher os espaços em branco. A diferença desse para o anterior é que em um você escolhera a palavra em um dropdownlist e no outro terá uma lista para todas as palavras do texto. <b>Dica</b>: Aqui não tem muito segredo, você tem que escolher uma das palavras que estarão disponíveis. Veja a concordância e se exige um verbo ou adjetivo. </li>
</ul>
<li><b style="color: red;">Multiple-choice, choose multiple answers (Reading)</b></li>
<ul>
<li>Escolher mais de uma opção correta de um determinado texto. <b>Dica</b>: Sempre vai ter mais de 1. Se você só souber 1, entao só tica esse, porque se errar o outro você perderá -1.</li>
</ul>
<li><b style="color: red;">Re-order paragraphs</b></li>
<ul>
<li>Ordenar os parágrafos de um texto. <b>Dica</b>: Parece ser uma das questões mais faceis, mas é aqui que você se engana meu amigo, essa dai é um inferno. Acerte o primeiro paragrafo, tente achar uma relação dele com o segundo e seja o que Deus quiser! Não perca muito tempo, porque você tem em média 2 minutos e 40 segundos para cada questão. Nessa daqui você é induzido a perder pelo menos uns 5, e se bobiar acabou o tempo e você ainda ta nela.</li>
</ul>
</ul>
<div>
A quarta parte parte é composta pelo <b>Listening</b>. Antes de falar dos subtópicos, é importante salientar que você tem 10 minutinhos para ir tomar uma agua e relaxar a cabeça. Utilize esse tempo para jogar agua na cara e voltar com força total! Seguem os <b style="color: red;">subtópicos</b>:</div>
<ul>
<li>Fill in the Blanks (Listening)</li>
<ul>
<li>Preencha os espaços brancos com o que escutou. <b>Dica</b>: treine a digitação e escreva o mais rapido possivel, isso vai te ajudar muito! Mesmo se tiver errado, continue para os próximos.</li>
</ul>
<li>Highlight correct summary</li>
<ul>
<li>Escolha o resumo que melhor descreve o que o speaker disse. <b>Dica</b>: anote as palavras chaves no papel e depois confira questao por questao.</li>
</ul>
<li>Highlight incorrect words</li>
<ul>
<li>Escute o que o speaker falará, se tiver alguma coisa diferente clique na palavra. <b>Dica</b>: siga com o cursor do mouse. </li>
</ul>
<li>Summarize spoken text</li>
<ul>
<li>Resuma a aula. <b>Dica</b>: utilize o caderninho para anotar as <b>palavras chaves</b>, que nem o <i>repeat lecture</i>.</li>
</ul>
<li>Multiple-choice, choose multiple answers (Listening)</li>
<ul>
<li>Selecione as questoes que ouviu. <b>Dica</b>: escreva no seu caderninho as palavras chaves.</li>
</ul>
<li>Multiple-choice, choose single answer (Listening)</li>
<ul>
<li>Apenas uma das questões simbolizam o que você escutou. <b>Dica</b>: utiliza o caderninho para escrever as palavras chaves</li>
</ul>
<li>Select missing word</li>
<ul>
<li>Preencha as palavras que estão faltando. <b>Dica: </b>siga com o cursor do mouse.</li>
</ul>
<li>Write from dictation</li>
<ul>
<li>Escreva o que escutar. <b>Dica</b>: Mesmo se não entender a palavra, escreva qualquer coisa, porque depois terá um tempo para fazer a correção.</li>
</ul>
</ul>
Galera, espero no fundo do meu coração que essas <b>dicas </b>te ajudem assim como me ajudou beleza?<br />
Se curtiu o post, por favor dê um joinha!<br />
<br />
Aquele abraço!<br />
<b>caiouechi</b><br />
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<br />Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com2tag:blogger.com,1999:blog-9169897117238977568.post-40110556853313611202016-10-01T11:51:00.004-07:002016-10-01T11:55:51.052-07:00COMO CRIAR DROPDOWNLIST USANDO C# MVC.NETFala galera blz?<br />
<br />
Faz tempo que não posto nada de <b>programação</b>, o motivo é porque estou estudando mais inglês esses últimos dias hehehe<br />
<br />
Então, primeiramente ja peço desculpas ok? Mas prometo que vou postar mais, pois reestruturei o meu canal no youtube para tutoriais de programação <b>C#</b> <b>mvc.net</b> blz?<br />
<br />
<span style="background-color: white; color: #333333; font-family: "roboto" , "arial" , sans-serif; font-size: 13px;">Segue o link do Projeto <b>C#</b> em <b>MVC.NET</b> pronto para download: </span><a class=" yt-uix-servicelink " data-servicelink="CC8Q6TgiEwiphdm-obrPAhWOPL4KHVIFDg8o-B0" data-url="http://adf.ly/1eNn21" href="http://adf.ly/1eNn21" rel="nofollow" style="background: rgb(255, 255, 255); border: 0px; color: #167ac6; cursor: pointer; font-family: Roboto, arial, sans-serif; font-size: 13px; margin: 0px; padding: 0px; text-decoration: none;" target="_blank">http://adf.ly/1eNn21</a><br />
<br />
Segue o link do video no meu canal do youtube onde eu explico detalhadamente como criar e manipular o <b><span style="color: red;">DROPDOWNLIST</span></b>:<br />
<div class="separator" style="clear: both; text-align: center;">
<br /><iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/ef3Kn6c409I/0.jpg" src="https://www.youtube.com/embed/ef3Kn6c409I?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<br />
<br />
Se não quiser ver o vídeo e fazer na raça, estão aqui os <b>códigos principais</b> que você precisará:<br />
<br />
Para criar o <b>dropdownlist</b> você precisará:<br />
<br />
<span style="color: red;"><b>1) Utilizar a seguinte sintaxe na sua view:</b></span><br />
<span style="background-color: #cccccc;">@Html.<b>DropDownListFor</b>(prop => prop.SelectedTeacher, new SelectList(this.Model.lstTeachers, "ID", "Name"), "Select the teacher", new { @id = "myFirstDropdownlist", @onchange= "nomeQualquer();" })</span><br />
<span style="color: red;"><b><br /></b></span>
<span style="color: red;"><b>2) Para o evento onchange chamar uma função javascript que faça o postback, você poderá criar da seuginte forma:</b></span><br />
<span style="background-color: #cccccc;"><script type="text/javascript"></span><br />
<span style="background-color: #cccccc;"> function nomeQualquer() {</span><br />
<span style="background-color: #cccccc;"> document.getElementById("formIdTest").<b>submit</b>();</span><br />
<span style="background-color: #cccccc;"> }</span><br />
<span style="background-color: #cccccc;"></script></span><br />
<br />
<span style="color: red;"><b>3) O método dentro do controller que carrega a lista de professores ficou assim:</b></span><br />
<span style="background-color: #cccccc;"> private void LoadTeachers(TestModel model)</span><br />
<span style="background-color: #cccccc;"> {</span><br />
<span style="background-color: #cccccc;"> var lstTeachers = new List<Teacher>()</span><br />
<span style="background-color: #cccccc;"> {</span><br />
<span style="background-color: #cccccc;"> new Teacher()</span><br />
<span style="background-color: #cccccc;"> {</span><br />
<span style="background-color: #cccccc;"> ID = 1, Name ="Caio", Surname = "Uechi"</span><br />
<span style="background-color: #cccccc;"> },</span><br />
<span style="background-color: #cccccc;"> new Teacher() {ID = 2, Name ="Nana", Surname = "Bravo" },</span><br />
<span style="background-color: #cccccc;"> new Teacher() {ID = 3, Name ="Irir", Surname = "Honta" },</span><br />
<span style="background-color: #cccccc;"> new Teacher() {ID = 4, Name ="Verver", Surname = "SVer" },</span><br />
<span style="background-color: #cccccc;"> new Teacher() {ID = 5, Name ="George", Surname = "Brother" }</span><br />
<span style="background-color: #cccccc;"> };</span><br />
<span style="background-color: #cccccc;"><br /></span>
<span style="background-color: #cccccc;"> model.lstTeachers = lstTeachers;</span><br />
<span style="background-color: #cccccc;"> }</span><br />
<br />
<span style="color: red;"><b>4) O método que criou a lista de matérias assim:</b></span><br />
<span style="background-color: #cccccc;">private void LoadSubjects(TestModel testModel)</span><br />
<span style="background-color: #cccccc;"> {</span><br />
<span style="background-color: #cccccc;"> var lstSubjects = new List<Subject>()</span><br />
<span style="background-color: #cccccc;"> {</span><br />
<span style="background-color: #cccccc;"> new Subject()</span><br />
<span style="background-color: #cccccc;"> {</span><br />
<span style="background-color: #cccccc;"> ID = 1, Name = "SUBJECTcaio", teacherResponsibleForThisSubjectID = 1</span><br />
<span style="background-color: #cccccc;"> },</span><br />
<span style="background-color: #cccccc;"> new Subject() {ID = 2, Name ="SUBJECTaaa", teacherResponsibleForThisSubjectID = 1 },</span><br />
<span style="background-color: #cccccc;"> new Subject() {ID = 3, Name ="SUBJECTbbb", teacherResponsibleForThisSubjectID = 1 },</span><br />
<span style="background-color: #cccccc;"> new Subject() {ID = 4, Name ="SUBJECTccc", teacherResponsibleForThisSubjectID = 2 },</span><br />
<span style="background-color: #cccccc;"> new Subject() {ID = 5, Name ="SUBJECTddd", teacherResponsibleForThisSubjectID = 3 },</span><br />
<span style="background-color: #cccccc;"> new Subject() {ID = 6, Name ="SUBJECTeee", teacherResponsibleForThisSubjectID = 4 },</span><br />
<span style="background-color: #cccccc;"> new Subject() {ID = 7, Name ="SUBJECTgeorge", teacherResponsibleForThisSubjectID = 5 }</span><br />
<span style="background-color: #cccccc;"> };</span><br />
<span style="background-color: #cccccc;"><br /></span>
<span style="background-color: #cccccc;"> testModel.lstSubjects = lstSubjects.Where(prop=>prop.teacherResponsibleForThisSubjectID == testModel.SelectedTeacher).ToList();</span><br />
<span style="background-color: #cccccc;"><br /></span>
<span style="background-color: #cccccc;"> }</span><br />
<br />
<span style="color: red;"><b>5) Não se esqueça de alterar o controle test com a requisição Get e Post:</b></span><br />
<span style="background-color: #cccccc;"> public ActionResult Test()</span><br />
<span style="background-color: #cccccc;"> {</span><br />
<span style="background-color: #cccccc;"> TestModel testModel = new TestModel();</span><br />
<span style="background-color: #cccccc;"><br /></span>
<span style="background-color: #cccccc;"> LoadTeachers(testModel);</span><br />
<span style="background-color: #cccccc;"><br /></span>
<span style="background-color: #cccccc;"> return View(testModel);</span><br />
<span style="background-color: #cccccc;"> }</span><br />
<span style="background-color: #cccccc;"><br /></span>
<span style="background-color: #cccccc;"> [HttpPost]</span><br />
<span style="background-color: #cccccc;"> public ActionResult Test(TestModel testModel)</span><br />
<span style="background-color: #cccccc;"> {</span><br />
<span style="background-color: #cccccc;"> LoadTeachers(testModel);</span><br />
<span style="background-color: #cccccc;"> LoadSubjects(testModel);</span><br />
<span style="background-color: #cccccc;"><br /></span>
<span style="background-color: #cccccc;"> return View(testModel);</span><br />
<span style="background-color: #cccccc;"> }</span><br />
<span style="background-color: #cccccc;"><br /></span>
<span style="background-color: #cccccc;"> public ActionResult Index()</span><br />
<span style="background-color: #cccccc;"> {</span><br />
<span style="background-color: #cccccc;"> return View();</span><br />
<span style="background-color: #cccccc;"> }</span><br />
<span style="background-color: #cccccc;"><b><br /></b></span>
<span style="background-color: white;"><b>Espero que tenham gostado galera! Se puder, por favor de um like ou compartilhe para dar aquela força e eu continuar postando blz?? valeu!!</b></span><br />
<span style="background-color: #cccccc;"><br /></span>Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-35536134074145747262016-09-27T18:06:00.003-07:002016-09-27T18:06:51.090-07:00Como ver o resultado do PTE-AcademicFez o <b>PTE-Academic</b> e está louco para saber quando e onde o <b>resultado </b>sai?<div>
<br /></div>
<div>
Normalmente sai em<b> 2 dias</b>, porém o site promete em até <b>5 </b>dias úteis.</div>
<div>
<br /></div>
<div>
Para acessar o resultado, basta acessar o seguinte link: <a href="http://www.pearsonvue.com/pte" style="background-color: white; font-family: Verdana; font-size: 13.3333px;" target="_blank">http://www.pearsonvue.com/<span class="highlight" id="0.9770649940417162" name="searchHitInReadingPane" style="background-color: #ffee94;">pte</span></a><span style="background-color: white; color: #212121; font-family: Verdana; font-size: 13.3333px;"> </span></div>
<div>
<span style="background-color: white; color: #212121; font-family: Verdana; font-size: 13.3333px;"><br /></span></div>
<div>
<span style="background-color: white; color: #212121; font-family: Verdana; font-size: 13.3333px;">Depois logue com o seu usuário e senha.</span></div>
<div>
<span style="background-color: white; color: #212121; font-family: Verdana; font-size: 13.3333px;"><br /></span></div>
<div>
<span style="color: #212121; font-family: Verdana;"><span style="background-color: white; font-size: 13.3333px;">Por último, clique no link: "</span></span><span style="background-color: white; color: #212121; font-family: Verdana; font-size: 13.3333px;"><b>View Score Report</b>" conforme a imagem abaixo:</span></div>
<div>
<span style="background-color: white; color: #212121; font-family: Verdana; font-size: 13.3333px;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoVJsgDcVjPUq8Y2nlius-0aLb8-wfFf3x_JUeCZ3qzRSGbA7qS94boohqrx-dRiUrvSylQmAH2viaukjYYM8-XQtAp_t2adIbFSDsFbycEsDikG9o8X2gvLD0D8z6L_HHBNlgGAlnXZA/s1600/view-score-pte-academic.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="52" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoVJsgDcVjPUq8Y2nlius-0aLb8-wfFf3x_JUeCZ3qzRSGbA7qS94boohqrx-dRiUrvSylQmAH2viaukjYYM8-XQtAp_t2adIbFSDsFbycEsDikG9o8X2gvLD0D8z6L_HHBNlgGAlnXZA/s640/view-score-pte-academic.PNG" width="640" /></a></div>
<div>
<span style="background-color: white; color: #212121; font-family: Verdana; font-size: 13.3333px;"><br /></span></div>
<div>
<span style="background-color: white; color: #212121; font-family: Verdana; font-size: 13.3333px;">Dai, podem acontecer 2 coisas:</span></div>
<div>
<span style="background-color: white; color: #212121; font-family: Verdana; font-size: 13.3333px;"><br /></span></div>
<div>
<span style="background-color: white; color: #212121; font-family: Verdana; font-size: 13.3333px;">1) O seu <b>resultado </b>aparece lindamente</span></div>
<div>
<span style="background-color: white; color: #212121; font-family: Verdana; font-size: 13.3333px;"><br /></span></div>
<div>
<span style="color: #212121; font-family: Verdana;"><span style="background-color: white; font-size: 13.3333px;">2) Você precisa receber o e-mail dizendo que está disponível primeiro:</span></span></div>
<div>
<span style="color: #212121; font-family: Verdana;"><span style="background-color: white; font-size: 13.3333px;"><br /></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEOjc9fnW98t69Jiua9h3NnNl7t_QLNoMirz8slZjatAp6XKps6_Y0525e2u6ZXMuypJ6KT26F8HiMwj9aJgcijHuCO6y1FKWFP2-kEgsB8Ir-YmlgDKPCfJYuI4Ocmx74GGxsTRQ13bc/s1600/pte-report-unavailable.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEOjc9fnW98t69Jiua9h3NnNl7t_QLNoMirz8slZjatAp6XKps6_Y0525e2u6ZXMuypJ6KT26F8HiMwj9aJgcijHuCO6y1FKWFP2-kEgsB8Ir-YmlgDKPCfJYuI4Ocmx74GGxsTRQ13bc/s320/pte-report-unavailable.PNG" width="320" /></a></div>
<br />
"<b>Your score report is currently not available. Please try again AFTER you receive an email message stating that your score report is available. If you</b><br />
<b>continue to have issues after you receive the email message, please contact Customer Service for assistance</b>."<br />
<div>
<span style="color: #212121; font-family: Verdana;"><span style="background-color: white; font-size: 13.3333px;"><br /></span></span></div>
<div>
<span style="color: #212121; font-family: Verdana;"><span style="background-color: white; font-size: 13.3333px;"><br /></span></span></div>
<div>
<span style="color: #212121; font-family: Verdana;"><span style="background-color: white; font-size: 13.3333px;">No meu caso, ainda está acontecendo o 2), então eu to desde as 10 horas da manhã apertando f5 nesse site maldito! HAHAHAH</span></span></div>
Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-25463541444751982122016-09-14T12:14:00.000-07:002016-09-14T12:14:18.097-07:00DICAS COMO TIRAR BAND 7 OVERALL IELTSFala galera!<br />
<br />
Tudo bem? Blz na framboesa?<br />
<br />
Está pensando em um <b>visto </b>de <b>estudante</b>/<b>trabalho </b>para o <b>Canadá</b>, <b>Australia</b>, <b>Estados Unidos</b> ou sei lá mais onde e precisa fazer o <b>IELTS</b>? heheheh! Confira as minhas <b>dicas </b>abaixo:<br />
<br />
Bom, antes de tudo deixa eu me apresentar para você saber que não é mais um perdido falando sobre o tema.<br />
<br />
Recebi as notas do <b>IELTS </b>no dia 21/05/2016, tirei <b>7 </b>de 9 no reading, <b>7 </b>de 9 no speaking, 7 de 9 no listening e 6.5 de 9 na p**ra da redação, desculpem-me pelo palavrão mas esse 6.5 é uma p**ra mesmo! No final o meu <b>overall</b> foi 7.0:<br />
<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiQ7omQCPVdNGbjgZemmXhwgR5wfPCSwHHhhSh_KTFa86ngNRiyifFyZmeomesazsvyK1vgot-c97SnWKHU9jDs21ZVbJiQCLVLeFlHLvGWQUMiUhZiBS-JMC-uHA8fjsy0e5qv_MiTGA/s1600/ielts-band-7-overall-caiouechi.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiQ7omQCPVdNGbjgZemmXhwgR5wfPCSwHHhhSh_KTFa86ngNRiyifFyZmeomesazsvyK1vgot-c97SnWKHU9jDs21ZVbJiQCLVLeFlHLvGWQUMiUhZiBS-JMC-uHA8fjsy0e5qv_MiTGA/s400/ielts-band-7-overall-caiouechi.jpg" width="225" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">ielts-band-7-overall-caiouechi</td></tr>
</tbody></table>
<br />
Não fiquei feliz, porque tinha que ter tirado 7 em tudo, mas tudo bem =/. Antes de partir para a próxima jornada de estudos resolvi ajudar a galera que está começando agora escrevendo as minhas impressões e algumas dicas sobre essa <b>prova de proficiência inglês</b>.<br />
<br />
<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwV7bNoRyihcUDEihX2AlKmAsle-L0R2LnY8VPhHt3u1wKTO-fpyQu09ypFVxpariQComkbaeUtZE6Gzhcf8FwZeTETcmPTuLJ04auRajbAGlXB047PEGSeatrYPraqtwnA_K7xFL91EE/s1600/IELTS-Dicas-prova-exame-austraila-imigracao-estudante-canada.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="94" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwV7bNoRyihcUDEihX2AlKmAsle-L0R2LnY8VPhHt3u1wKTO-fpyQu09ypFVxpariQComkbaeUtZE6Gzhcf8FwZeTETcmPTuLJ04auRajbAGlXB047PEGSeatrYPraqtwnA_K7xFL91EE/s320/IELTS-Dicas-prova-exame-austraila-imigracao-estudante-canada.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">dicas-ielts-exame-ingles-prova-canada-australia</td></tr>
</tbody></table>
<br />
<br />
<b>IELTS</b>:<br />
Atualmente (14/setembro/2016) a <b>prova </b>custa R$700,00, sim é bem cara! O engraçado é que antes era R$500,00, dai quando o dolar subiu de 3 para 4 eles aumentaram para R$700,00. Agora que a Dilma foi pro #<a href="https://www.youtube.com/watch?v=cwM0bMu04nY" target="_blank">zebeleu </a>e o dolar voltou para a casa dos R$3,00 adivinha? O preço continuou R$700,00.<br />
Você pode agendar a prova no site da <b>cultura inglesa</b>, ou no <a href="https://my.ieltsessentials.com/" target="_blank">essentials.com</a>. Recomendo o <b>essentials</b>, porque lá tem mais dias para agendar as <b>provas</b>.<br />
<br />
Esse <b>exame </b>é divido em 4 etapas: <b>Listening</b>, <b>Reading</b>, <b>Writing</b> e <b>Speaking</b>. Você pode marcar o <b>speaking</b> em um dia separado.<br />
<br />
O <b>Listening </b>é a primeira de todas, ou seja você vai ta lá sentadinho bonitinho na sua carteira ao lado de mais 20 pessoas. Normalmente é em uma sala da Cultura Inglesa e é aquelas carteiras de uma mão só, ou seja bem pequenininhas. Serão <b>40 </b>perguntas e o áudio só será executado 1 vez. Essas perguntas são subdividas em 4 <b>sections</b>. Na minha opinião, as primeiras são as mais fáceis e eu tive muita dificuldade com aquelas perguntas em que você tem de escolher 1 entre as 3 alternativas. Bom, não vou entrar em muito detalhes, porque o formato você vai saber de cor a partir do momento que fazer os exercícios do livro <b>Cambridge</b>, e é aqui que entra a minha dica primordial: faça os últimos <b>exercícios </b>dos <b>CAMBRIDGES</b>, cai <b>IGUALZINHO</b>! Eu encontrei na internet o pdf deles, então se você se esforçar encontrará também! (procure pelos cambridges 9,10 e 11 que são mais recentes).<br />
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<b>Reading </b>tem 40 questões também, e a minha dica é: Leia as <b>questões primeiro</b> para depois sair caçando as respostas nos textos. Como no <i>listening</i>, as <b>primeiras </b>perguntas são as mais fáceis. Para mim, a parte mais difícil é diferenciar uma alternativa <b>FALSE </b>de <b>NOT GIVEN</b>. Eu fiz o <b>IELTS general training</b>, ou seja não fiz o <b>academic</b>. Pelos exercícios do Cambridge Academic, eu vi que o <b>Academic </b>é tenso, então se fizer ele, ja vai se preparando para ler muita coisa!<br />
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<b>Writing</b> você terá 20 minutos para escrever uma carta (ielts general) ou descrever um <b>grafico </b>(ielts academic), lembre-se de escrever na estrutura correta (ex: colocar "<i>Yours sincerely</i>" no final ou "Dear Mr/Madam" no começo, etc). Depois terá 40 minutos para escrever sobre um tópico com pelo menos 250 palavras, a minha dica é pegar uns <b>templates </b>de redação nota 10 e escrever no mesmo formato, apenas modificando as ideias chaves. Ao contrário de outros exames como TOEFL e PTE, a redação é corrigida por um ser humano, ou seja depende do <b>bom humor</b> dele se você vai tirar 6.5 ou 7. No meu caso foi 6.5 =(<br />
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<b>Speaking</b> você conversará presencialmente com uma pessoa durante 10-14 minutos. Será dividido em 3 etapas, a primeira são as perguntas de introdução (mais simples, e normalmente iguais como: "você estuda ou trabalha?", "onde você mora? com quem?"). A segunda você terá um tema e 1 minuto para escrever no papel o que falará 2 minutos sem parar. A última são perguntas um pouco mais detalhadas. A minha <b>dica </b>é: treine com alguem <b>diariamente</b>, nem que essa pessoa só tenha que fazer essas perguntas para você, o importante é <b>praticar</b> e se sentir confortável falando. Na última fase, o instrutor foi instruído para complicar a sua vida com perguntas difíceis para ver como você se vira, ou seja, se você não entendeu nada, PERGUNTE! Tenha jogo de cintura e faça ele ser do seu time. (ex: "sorry, I didn't get it, by saying blablablbla, did you mean blablablabla?). Não deixe de olhar nos olhos do instrutor e tenha calma, pelo amor de Deus tenha CALMA!! Saiba que o seu pior inimigo é o <b>nervosismo</b>, se você ficar muito nervoso ai que não sai nada mesmo. Eu sei que mesmo escrevendo isso, não vai adiantar nada, você vai ficar <b>nervoso</b>, mas fazer o que né? Pelo menos tentei, HAHAHA!<br />
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Uffa, acho que é só isso!<br />
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Mais tarde falarei sobre o <b>PTE-A</b>, a prova que a maioria dos bloguistas falam que é mais fácil que o <b>IELTS.</b><br />
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Se curtiu o post, por favor de um likezinho (no caso é um + go google) para dar aquela força blz?<br />
Siga também para ficar por dentro das ultimas novidades!<br />
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É nois!! hehehe e keep focusing on English!<br />
Att,<br />
<b>caiouechi</b><br />
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<br />Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-80508468431659804972016-08-28T20:38:00.005-07:002016-08-28T20:38:53.359-07:00Pode levar só o Rg para Colombia sem o Passaporte? AVIANCAFala galera!<br />
<br />
Belezinha?<br />
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Hoje vou falar sobre o <b>RG</b>/<b>Passaporte </b>que teoricamente é "<b>exigido</b>" segundo o site da <b>Avianca </b>(<a href="http://www.avianca.com.br/informacoes_sobre_viagem/prepare_sua_viagem/voos_internacionais" target="_blank">link</a>).<br />
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<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjykl0w8o75pImLBfhTX1qg3b-Mc4zSWUNahNyNsVkYd3vF6uMOlrWTQdQeXQg2brJ8-avNIF_OzY_6KiRHGKGZpKcIM7DLmekd_4Qj0jNdyTCoPdyzAHwN4oFTp_JIvEqWtszhoY_OdHw/s1600/Passaporte-exigido-colombia-avianca-voo-internacional.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="263" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjykl0w8o75pImLBfhTX1qg3b-Mc4zSWUNahNyNsVkYd3vF6uMOlrWTQdQeXQg2brJ8-avNIF_OzY_6KiRHGKGZpKcIM7DLmekd_4Qj0jNdyTCoPdyzAHwN4oFTp_JIvEqWtszhoY_OdHw/s320/Passaporte-exigido-colombia-avianca-voo-internacional.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Passaporte-obrigatorio-ou-nao-colombia-avianca-voo-internacional</td></tr>
</tbody></table>
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Para você que é apressadinho que nem eu a resposta é: <b>NÃO </b>PRECISA DE <b>PASSAPORTE</b>, só o <b>RG </b>basta!<br />
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Agora segue o resto do post para lermos com mais calma:<br />
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Antes de tudo, estou escrevendo esse post porque 1 semana antes de ir para <b>Colombia, </b>a minha namorada me mandou o link passado, e dai o desespero começou. =(<br />
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Entrei em inúmeros blogs, a maioria falando que não precisa, porque a <b>Colombia </b>está no <b>MERCOSUL </b>blabla blabla. Só que blog pode falar o que quiser não é mesmo? Aliás até esse daqui que você está lendo, então se eu fosse você não acreditaria tanto, porque E SE... chegar na hora <b>H</b> e a moça da <b>polícia federal</b> falar que precisa do passaporte, danou-se? hehehehe<br />
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De qualquer jeito eu liguei para a <b>AVIANCA</b> que é a companhia aérea que fui <b>viajar </b>e pedi mais informações. A atendente respondeu que precisa sim, mas que era para confirmar com a <b>AVIANCA INTERNACIONAL</b>. Daí o ser humaninho aqui, foi e ligou para a <b>AVIANCA INTERNACIONAL</b> e adivinha? A moça disse que <b>não </b>precisava, bastava um dos <b>dois documentos</b>: <b>RG </b>ou <b>PASSAPORTE</b>, porém ela disse para confirmar com a <b>embaixada</b> <b>colombiana </b>ou com a <b>policia federal</b> do Brasil. ÔOOO beleza! parece que ninguém sabe de nada!! Tudo bem, dai fui e mandei um e-mail para a embaixada colombiana e liguei para a policia federal.<br />
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Recebi o seguinte e-mail dizendo que qualquer 1 dos documentos basta:<br />
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<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7CFiuwa0EwGi339ET2dT4-KxoHWaBF7h2gRlw0dWP57ZzH-xctpUzX-MSF3k-PzrYPT-zrbTkTKTL_EgarVgSCHACyDrgQW33XjWU30a-Mlp1dw5oLQcDQXmmBoVbm8Qy4CRUSuAdeDQ/s1600/rg-passaporte-obrigatorio-embaixada-colombia.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="220" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7CFiuwa0EwGi339ET2dT4-KxoHWaBF7h2gRlw0dWP57ZzH-xctpUzX-MSF3k-PzrYPT-zrbTkTKTL_EgarVgSCHACyDrgQW33XjWU30a-Mlp1dw5oLQcDQXmmBoVbm8Qy4CRUSuAdeDQ/s400/rg-passaporte-obrigatorio-embaixada-colombia.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">rg-passaporte-obrigatorio-embaixada-colombia</td></tr>
</tbody></table>
E a moça da policia federal disse que só o <b>RG </b>basta.<br />
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Blz! confirmado! só isso?<br />
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NÃAAAAO!!<br />
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A minha patroa não estava feliz com essas respostas, justamente por causa do site da <b>AVIANCA</b>, por causa disso tive que ir no <b>poupatempo sé</b> tirar uma segunda via do meu <b>RG</b>, porque ele estava meio acabadinho e depois fui na <b>policia federal</b> la na <b>Lapa </b>tirar um passaporte.<br />
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Para a minha surpresa o <b>RG </b>ficou pronto em 3 dias e o <b>passaporte </b>em 2. Sim, 2 DIAS! Eu solicitei o <b>passaporte EMERGENCIAL</b> que saiu ABSURDAMENTE <b>RAPIDO</b>!<br />
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No final das contas fui com tudo, isso tranquilizou a minha ida da <b>viagem </b>para <b>Colombia</b>, e acredito que você deveria fazer o mesmo! =]<br />
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<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4IzBK_b7A_exlP8L4PzJnLoUeR78gS-NR9uqS4cu0jxag9gxGnJFybmwAHhLAYN6x8Obmh0cp4oSkBTDz4fxxMrYpqWdsZ5hyGHetbVUNSY4rKsXHO-24v0AUvzRlxr7GIApqCBks-qs/s1600/rg-passaport-obrigatorio-exigido-mercosul-colombia.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4IzBK_b7A_exlP8L4PzJnLoUeR78gS-NR9uqS4cu0jxag9gxGnJFybmwAHhLAYN6x8Obmh0cp4oSkBTDz4fxxMrYpqWdsZ5hyGHetbVUNSY4rKsXHO-24v0AUvzRlxr7GIApqCBks-qs/s320/rg-passaport-obrigatorio-exigido-mercosul-colombia.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">rg-passaport-obrigatorio-exigido-mercosul-colombia</td></tr>
</tbody></table>
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Mas de qualquer jeito, só mostrei o <b>RG </b>a minha <b>viagem inteira</b>, se você só consegue ter ele, então pode ir que é sucesso!<br />
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Se esse post te ajudou, por favor comente ou compartilhe para dar aquela força! =D<br />
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valeu! e até a proxima<br />
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<br />Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-3814550494693162952016-08-28T20:16:00.002-07:002016-08-28T20:16:32.622-07:00Dica Levar dolar ou real para colombia?Muitos brasileiros tem dúvida se vai levar <b>dollar</b> <b>dolar </b>ou <b>real </b>para <b><span style="font-size: large;">Colombia </span></b>não é mesmo?<div>
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<div>
Bom, eu como eu ja fui para Colombia e fui em mais de 10 <b>casas de cambio</b> diferentes para trocar o meu <b>dinheiro</b>, acho que posso dar uma boa <b>sugestão </b>e <b>dica </b>para quem está precisando hehehe.</div>
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Para você que é apressadinho que nem eu e já quer a resposta de imediato sem ler o resto do post, aqui vai: <b>vale a pena <span style="font-size: large;">sim</span></b><span style="font-size: large;"> </span>comprar os <b>dolares </b>e depois trocar por pesos colombianos em <b>San Andres</b>, <b>cartagena</b>, <b>bogotá</b>, <b>santa marta</b> ou qualquer outro lugar da <b>Colombia</b>.</div>
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Agora segue o resto da explicação:</div>
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Na epoca (20/08/2016):</div>
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<ol>
<li>O <b>dolar </b>estava custando 3,30 reais (se jogar no Google).</li>
<li>Na <b>casa de cambio</b> estava custando <b><span style="color: red;">R$3,42</span></b> (<a href="https://www.melhorcambio.com/cotacao/compra/dolar-turismo/sao-paulo" target="_blank">melhorcambio</a>.com)</li>
</ol>
</div>
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Fiz a seguinte conta, peguei os <b>preços <span style="font-size: large;">médios</span></b><span style="font-size: large;"> </span>que as casas de cambio estavam oferecendo:</div>
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<b>Dollar</b>: 2700 <b>COP</b> (COP é o nome da moeda deles, que é peso colombiano)</div>
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<b>Real</b>: 720 <b>COP</b> (ou seja, com 1 real você trocava 720 COP, um refrigerante custa +- <b>3500</b> COP)</div>
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E depois comparei:</div>
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1) Com 100 <b>dolares </b>(que foram comprados por <b><span style="color: red;">R$342,00 </span></b>reais), eu compro exatamente 270 mil <b>COP</b>. </div>
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2) Com 342 <b>reais</b>, eu compro exatamente 246.240 <b>COP</b>, ou seja <b>23,760 COP a menos</b></div>
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<b>Pronto =] tá ai a sua resposta!</b></div>
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Agora algumas observações extras:</div>
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Cheguei no <b>aeroporto</b> de <b>San Andrés </b>e tirei uma foto do quadro, ficou bem ruim, mas da para olhar um pouco os números:</div>
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<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXedmDRLY56HQSqDPaFhfhqFBJCWTmivpi5Px5AyanT_6Yie_hjBFpqhY2RTdLdSz6s4NitMARj_mZsKdlR6gUvCGMy7Kh9pTotnl6ZLzcYJOTbXoo5bflM3uR24bRpxzWis_Pju58tAY/s1600/vale-a-pena-levar-real-colombia.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXedmDRLY56HQSqDPaFhfhqFBJCWTmivpi5Px5AyanT_6Yie_hjBFpqhY2RTdLdSz6s4NitMARj_mZsKdlR6gUvCGMy7Kh9pTotnl6ZLzcYJOTbXoo5bflM3uR24bRpxzWis_Pju58tAY/s400/vale-a-pena-levar-real-colombia.jpg" width="225" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">vale-a-pena-levar-dolar-ou-real-para-colombia</td></tr>
</tbody></table>
<div>
É isso ai galera!</div>
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Espero que tenham gostado do post, por favor comentem/compartilhem para dar aquela força ok?</div>
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É nooooooooois!</div>
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<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH0f4UUdwnMxTJ9w2n-rFHX9R7_ozIVpyAFPKvrWwl__3HFY4hp6vew2TOZRjUWzwVkmFacveQTBJzmIWutPuQhfliwLGvYRMsxMxnSZFSJHVH349E6Y1GhBa0eyICvxYM4nn78PmEKFc/s1600/trocar-casa-de-cambio-real-dolar-dollar-peso-colombiano.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="159" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH0f4UUdwnMxTJ9w2n-rFHX9R7_ozIVpyAFPKvrWwl__3HFY4hp6vew2TOZRjUWzwVkmFacveQTBJzmIWutPuQhfliwLGvYRMsxMxnSZFSJHVH349E6Y1GhBa0eyICvxYM4nn78PmEKFc/s320/trocar-casa-de-cambio-real-dolar-dollar-peso-colombiano.jpeg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">o-que-levar-dollar-ou-real-colombia</td></tr>
</tbody></table>
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Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0tag:blogger.com,1999:blog-9169897117238977568.post-45281840017647840662016-07-28T11:08:00.003-07:002016-07-29T16:35:57.035-07:00Vale a pena fazer aulas de ingles no italki? Confira o verdadeiro preçoFala galeraaaaaa!<br />
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Belezinha?<br />
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Depois te ter feito inúmeras aulas no <b>italki</b>, que é um site online que conecta estudantes com ótimos <b>professores nativos </b>de diversas línguas (<b>inglês</b>,<b> </b>japones, alemão, coreano, blablablab) finalmente criei uma planilhazinha para comprar os <b>preços das aulas</b>.<br />
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Se você entrar no <b>italki</b>, notará que eles possuem uma moeda própria chamada ITC. E que as aulas são cobradas por um número x de <b>ITC</b>s.<br />
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Para a nossa infelicidade os ITCs são vendidos em dollar, ou seja teremos de pagar o pato pela moeda do nosso país ser bem desvalorizada.<br />
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Sempre procurei pelos professores mais <b>baratos</b>, pois não queria gastar muito. Essa crise ta fo)&@!)#& e não ta facil pra ninguém!<br />
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Achei os <b>professores filipinos</b> mais baratos, em torno de <b>80 ITC</b>.<br />
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Enquanto os professores americanos cobravam no mínimo <b>130-140 ITC</b>.<br />
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Quando você busca pelos professores, no canto direito aparece um range com os preços em <b>REAIS</b>:<br />
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<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglHpeG69kK05_rzDlZUKqasIq-eHHbyT7Fz6dz36Rzh3otPkPQJ2SPnTOhUzgHjG1YzhHl2VzN0LkYq5l0SjPTn-1P7O_9w34tMuyDKcu9iCVbuEDQjGG7hIYYWKwYk4A2As4z6ttdnNU/s1600/italki-pre%25C3%25A7o-range.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="297" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglHpeG69kK05_rzDlZUKqasIq-eHHbyT7Fz6dz36Rzh3otPkPQJ2SPnTOhUzgHjG1YzhHl2VzN0LkYq5l0SjPTn-1P7O_9w34tMuyDKcu9iCVbuEDQjGG7hIYYWKwYk4A2As4z6ttdnNU/s400/italki-pre%25C3%25A7o-range.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: 12.8px;">preço-professores-italki-caro-barato</span></td></tr>
</tbody></table>
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Porém esse range não é muito preciso, então para acabar com as dúvidas de vez eu esperei a fatura do meu cartão de crédito fechar para fazer as comparações.<br />
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<b>Primeiro </b>eu coloquei todos os meus gastos no <b>italki </b>para encontrar o valor médio do <b>ITC</b>, seguem os gastos das minhas faturas em 3 cartões de crédito diferentes (saraiva, nubank e santander free):<br />
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<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbDprI4zTmrvKDHD9y8nKNi098ndZsgeGZwJdlIB0ccDJWXcIqLLVZKksnNO8sH8ObOBpcL9W2TfOkeeF1d3yae-iMaObKej4p1SMAr1tjYgz2Gt_sT48Vg6Vp2F9FVvj6X0-SuJ5JMn0/s1600/caio-uechi-preco-banco-faturas-diferentes-italki-curso-ingles.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="121" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbDprI4zTmrvKDHD9y8nKNi098ndZsgeGZwJdlIB0ccDJWXcIqLLVZKksnNO8sH8ObOBpcL9W2TfOkeeF1d3yae-iMaObKej4p1SMAr1tjYgz2Gt_sT48Vg6Vp2F9FVvj6X0-SuJ5JMn0/s400/caio-uechi-preco-banco-faturas-diferentes-italki-curso-ingles.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">preco-faturas-cartoes-de-credito-diferentes-nubank-italki</td></tr>
</tbody></table>
Achando esse preço médio de 0,39 eu criei outra tabela com todas as minhas aulas (incluindo as experimentais) e calculei o valor da hora de cada professor:<br />
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<table align="center" 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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjoy_eNtl9j8nYp00b5L0_okrf3D9Y8YC-IKBFsYmfVnr_4FWBbCkgcWFhslgPTqF3murLrwQ5PD6e4xuDU_4AJsfseeCikS1LzUGF_xRkLGqXkz2G7zqEVHNj0v2Z3jfEPb03pP9Y3-0/s1600/custo-valor-hora-professores-italki.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="135" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjoy_eNtl9j8nYp00b5L0_okrf3D9Y8YC-IKBFsYmfVnr_4FWBbCkgcWFhslgPTqF3murLrwQ5PD6e4xuDU_4AJsfseeCikS1LzUGF_xRkLGqXkz2G7zqEVHNj0v2Z3jfEPb03pP9Y3-0/s400/custo-valor-hora-professores-italki.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">custo-valor-hora-aulas-professores-italki</td></tr>
</tbody></table>
Ótimo agora você já consegue ter uma boa noção de quanto custa uma <b>aula </b>com um <b>professor </b>no <b>italki</b>!<br />
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Aquele preço que aparece no italki não leva em consideração o nosso <b>IOF </b>de 6.38% + <b>spread do banco</b> + <b>cotação do banco central</b>, então por isso é legal fazer esse tipo de continha =]<br />
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Vocês podem fazer o download dessa planilha nesse <a href="http://adf.ly/1ci5O1" target="_blank">link aqui</a> (Para fazer o download, basta esperar 5 segundos e fechar o anúncio)<br />
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Agora aqui vai uma <b>última dica</b> para vocês;<br />
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Os professores filipinos são muito mais baratos, porém a conexão deles geralmente é bem ruim. Eu pedi as aulas para serem no <b>whatsapp</b>, desse jeito eu consigo escutar claramente o que eles falam, porém não rende tanto quanto uma boa aula pelo skype.<br />
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Contratei uma professora que mora nos Estados Unidos, e realmente a qualidade da conferência é absurdamente melhor!<br />
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Mas daí cada caso é um caso né? No meu caso, eu treinei "reading aloud" com as professoras filipinas e aulas mais específicas para IELTS/PTE com as professoras <b>americanas</b>/<b>australianas</b>.<br />
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Atualmente estou tendo aula com 3 professoras, seguem os <b>links </b>(para ver o perfil basta esperar 5 segundos e fechar o anuncio):<br />
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Link: <a href="http://adf.ly/1ci8N8" target="_blank">Britanny (americana)</a><br />
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Link: <a href="http://adf.ly/1ci8Ns" target="_blank">Shariz (filipinas)</a><br />
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Link: <a href="http://adf.ly/1ci8OQ" target="_blank">Hanna (Australia)</a><br />
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Se vocês usarem o meu convite nesse <a href="https://www.italki.com/i/BH6AfH" target="_blank">link: https://www.italki.com/i/BH6AfH</a><br />
Nós dois ganhamos bônus para certas aulas!! então usem ele antes de fazer a aula! =D<br />
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Espero que tenham gostado galera!!<br />
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Se cuidem!<br />
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(Desculpem por colocar anuncio nos links, é a única maneira que consegui para conseguir uns centavozinhos pelos posts heheheh, se puder dar uma força clicando eu agradeço!)<br />
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<br />Caio Uechihttp://www.blogger.com/profile/15099255265285295235noreply@blogger.com0