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	<title>Alles über Geschäfts- und Firmenkonten &#187; Crypto Blog</title>
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		<title>Blockchain Definition</title>
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		<pubDate>Wed, 22 Sep 2021 01:51:15 +0000</pubDate>
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				<category><![CDATA[Crypto Blog]]></category>

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		<description><![CDATA[Blockchain-based smart contracts are proposed contracts that can be partially or fully executed or enforced without human interaction. A key feature of smart contracts is that they do not need a trusted third party to act as an intermediary between &#8230; <a href="http://www.geschaeftskonto-online.com/blockchain-definition">weiterlesen <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Blockchain-based smart contracts are proposed contracts that can be partially or fully executed or enforced without human interaction. A key feature of smart contracts is that they do not need a trusted third party to act as an intermediary between contracting entities -the blockchain network executes the contract on its own. This may reduce friction between entities when transferring value and could subsequently open the door to a higher level of transaction automation. An IMF staff discussion from 2018 reported that smart contracts based on blockchain technology might reduce moral hazards and optimize the use of contracts in general. But &#8220;no viable smart contract systems have yet emerged.&#8221; Due to the lack of widespread use their legal status was unclear. The platform supports a dynamically upgradable protocol and modular software clients that enable it to adapt to new uses.</p>
<p>Improving cryptocurrency security in financial services INBLOCK issues Metacoin cryptocurrency, which is based on Hyperledger Fabric, to help make digital asset transactions faster, more convenient and safer. Multiple organizations can share the responsibilities of maintaining a blockchain. These pre-selected organizations determine who may submit transactions or access the data.</p>
<p>The Huntercoin project, launched in 2014 and delisted in 2019, was a gaming ecosystem in which players earned in-house cryptocurrency rewards . For eSports and sports betting, there was UnikoinGold until it was retired in 2020 due to regulatory constraints. Enjin Coin, an Ethereum-based cryptocurrency, backs over 1B digital assets in games stored on a blockchain that can be traded and sold between users.</p>
<ul>
<li>While the pool of participants may be smaller on a private blockchain, it’s still decentralized among those who participate.</li>
<li>And it will also provide organizations with a source of accurate, compliant, and verified information to reduce hiring risks – much faster than if done the traditional way.</li>
<li>It&#8217;s a bit of cryptographic math that makes the links between blocks virtually unbreakable.</li>
<li>Financial professionals were initially more interested in the ledger technology underlying cryptocurrency, than the currency itself.</li>
<li>Singapore Airlines‘ Kris+ lifestyle app has a digital wallet built on a blockchain that securely turns miles into cryptocurrency that can be used with merchant partners.</li>
<li>Public blockchains have many users and there are no controls over who can read, upload or delete the data and there are an unknown number of pseudonymous participants.</li>
</ul>
<p>Some countries may be war-torn or have governments that lack any real infrastructure to provide identification. Citizens of such countries may not have access to savings or brokerage accounts—and, therefore, no way to safely store wealth. Scott Stornetta, two researchers who wanted to implement a system where document time stamps could not be tampered with. But it wasn’t until almost two decades later, with the launch of Bitcoin in January 2009, that blockchain had its first real-world application. Imagine that a company owns a server farm with 10,000 computers used to maintain a database holding all of its client’s account information. This company owns a warehouse building that contains all of these computers under one roof and has full control of each of these computers and all of the information contained within them.</p>
<h2>Whats The Value Of Blockchain?</h2>
<p>While the pool of participants may be smaller on a private <a href="https://www.nextcryptocity.com/">https://www.nextcryptocity.com/</a>, it’s still decentralized among those who participate. Private blockchains maintain the security of any data stored within the database using the same encryption methods. Run procurement activities using tokens and smart contracts on a public blockchain network with EY OpsChain Contract Manager. Tamper-proof features maintain and safeguard centralized ledgers for financial transactions, chain of custody, legal holds, escrow services, audit logs, and many other use cases.</p>
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" width="305px" alt="blockchain"/></p>
<p>A new block and a new hash are created, and the information is included as a new entry at the end of the chain. In this way, a user can see any changes that were made at any point in time. After the devices within the peer network validate a transaction, the transaction is stored in a block and it receives a hash, a unique identifying code or digital signature that sets it apart from every other block. The block becomes part of the chain and is locked into place in the public ledger, distributed across the entire network so that it cannot be altered or deleted. The timing and launch of bitcoin seemed intentionally designed to disrupt the financial and banking industries. However, due to customer mindsets, established and effective solutions, and limiting technology, it seems unlikely to succeed in the way originally intended.</p>
<h3>Bespoke Crypto Lending, Trading, And Custody For Institutions</h3>
<p>For example, Winding Tree has been working with hotels, airlines, and tourism offices to provide a decentralized B2B travel marketplace. Hotels upload their app’s API to the marketplace to make it accessible to online travel agencies . The two businesses can transact directly with each other to allow the OTA to start selling the hotel’s inventory right away. Meanwhile, to comply with NATO standards, France-based aerospace and defense contractor Thales Group is deploying <a href="https://www.nextcryptocity.com/what-are-the-3-components-of-blockchain">https://www.nextcryptocity.com/what-are-the-3-components-of-blockchain</a> at one of its new manufacturing sites to trace the naval equipment and other parts fabricated at the facility.</p>
<p>For example, ID papers have traditionally been issued and monitored by governments. But digitally-issued identification via blockchain could be a more secure mechanism. The transaction information is recorded and shared with the other computers in the blockchain network. Explore the capabilities of the IBM Blockchain Platform, the only fully integrated enterprise-ready blockchain platform designed to help you accelerate the development, governance and operation of a multi-institution business network.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Crypto Loans</title>
		<link>http://www.geschaeftskonto-online.com/crypto-loans</link>
		<comments>http://www.geschaeftskonto-online.com/crypto-loans#comments</comments>
		<pubDate>Mon, 14 Jun 2021 19:57:26 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto Blog]]></category>

		<guid isPermaLink="false">http://www.geschaeftskonto-online.com/?p=47371</guid>
		<description><![CDATA[CoinLoan helps you borrow, swap and grow your assets. We combine the best of traditional and novel finance to offer you both solid security and favourable terms. Keep money safe at the certified custodian, covered by insurance. Get support fast &#8230; <a href="http://www.geschaeftskonto-online.com/crypto-loans">weiterlesen <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>CoinLoan helps you borrow, swap and grow your assets. We combine the best of traditional and novel finance to offer you both solid security and favourable  terms. Keep money safe at the certified custodian, covered by insurance. Get support fast CoinLoan experts standing by ready to help. Trust for a reason we&#8217;re a licensed and regulated company.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="CoinLoan Review"/></p>
<p>The platform allows individuals to borrow against deposited crypto funds and also has an exchange to buy, sell and swap cryptocurrencies. CoinLoan gives you the opportunity to provide funding to crypto assets holders by investing in crypto loans. You can also apply for funding if you are a crypto assets holder.</p>
<p>At the end of the crypto loan duration, you need to pay off the principal and interest. CoinLoan supports funding directly on its platform using SWIFT and SEPA for fiat money or cryptocurrency deposits. There are no fees  to deposit fiat or crypto onto the platform. There are no limits for crypto transfers to the platform which includes crypto purchases. There is a withdrawal limit that is capped at $500,000 per day. Crypto interest accounts require a $100 minimum deposit to begin earning interest.</p>
<h2>CoinLoan Reversed Loans</h2>
<p>CoinLoan offers different types of loans, and a few of them are crypto-to-fiat loans, fiat-to-crypto loans, crypto-to-crypto loans. These loans are offered with several unique features like a flexible repayment schedule, no lock-ins, and no credit history checks. We have detected that the website may offer cryptocurrency-related information, products and/or services. We consider these kinds of services to be high-risk for consumers. Even experts in cryptocurrencies have trouble distinguishing legit digital currency services from frauds and scams. We recommend you to be very diligent in checking website offering crypto-related services before you invest or use their services.</p>
<ul>
<li>While the specific yield on offer will vary, Coinloan advertises an annual interest rate of 12%, which is very competitive.</li>
<li>Buying cryptocurrency today will prevent holders from maximizing future asset growth.</li>
<li>There are several ways to contact CoinLoan for customer support.</li>
<li>You can shop around the globe to use your coins and tokens to pay at any NFC terminal or scan the QR codes.</li>
</ul>
<p>The mechanism is simple &#8211; you need to click on Deposit and specify the number of coins to deposit. The money is not frozen, they <a href="https://cryptoclubocc.com/">https://cryptoclubocc.com/</a> can be withdrawn at any time. But for maximum profit, it is recommended to keep the funds longer to get interest capitalization.</p>
<h3>MKR crypto: Tokens underpinning MakerDAO</h3>
<p>CoinLoan uses BitGo as its custodian to store users’ assets. Lloyd’s Syndicate provides this custodian an insurance cover of USD 250 million in case of loss or theft of keys by hacking. CoinLoan provides Two-Factor Authentication authorizations whenever you access your wallet and sends a notification to your email. The mobile app also supports Biometric Authentication. As mentioned earlier, the high-interest rates of 12.3% on staking your coins include 2% rewards from CLT staking.</p>
<p>After a few other services cut off withdrawals, this could have you worried enough to avoid depositing any new funds. For more information and a complete list <a href="https://cryptoclubocc.com/us-president-biden-pushes-for-more-stimulus-one-million-plus-up-payments-go-out-this-week/">https://cryptoclubocc.com/us-president-biden-pushes-for-more-stimulus-one-million-plus-up-payments-go-out-this-week/</a> of our advertising partners, please check out our full Advertising Disclosure. CultOfMoney.com strives to keep its information accurate and up to date.</p>
<p>Our asset-backed lending platform and borrowing platform currently supports Bitcoin, Ethereum and XRP. Get the highest interest rates in the industry on major cryptocurrencies. All tokens are subject to interest calculation daily and weekly payment.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Como o CEO de uma empresa fantasma gastou 8 mil ETH em um NFT</title>
		<link>http://www.geschaeftskonto-online.com/como-o-ceo-de-uma-empresa-fantasma-gastou-8-mil</link>
		<comments>http://www.geschaeftskonto-online.com/como-o-ceo-de-uma-empresa-fantasma-gastou-8-mil#comments</comments>
		<pubDate>Sat, 05 Jun 2021 02:32:06 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto Blog]]></category>

		<guid isPermaLink="false">http://www.geschaeftskonto-online.com/?p=47369</guid>
		<description><![CDATA[Embora seja possível demonstrar uma relação próxima entre a Chain e a Bittrex, não se sabe a origem ou a extensão dessa relação. O que é ainda mais preocupante é que essas transações aconteceram entre a Bittrex e apenas outras &#8230; <a href="http://www.geschaeftskonto-online.com/como-o-ceo-de-uma-empresa-fantasma-gastou-8-mil">weiterlesen <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Embora seja possível demonstrar uma relação próxima entre a Chain e a Bittrex, não se sabe a origem ou a extensão dessa relação. O que é ainda mais preocupante é que essas transações aconteceram entre a Bittrex e apenas outras nove carteiras (a grande maioria está ligada diretamente à Chain). Em 2018, foi adquirida pela Stellar Development Foundation por cerca de US$ 500 milhões. No entanto, Chain foi “readquirida” em seguida por partes desconhecidas em 2021. Essa reaquisição incluía o nome da Chain, mas não parecia ter incluído a propriedade intelectual da empresa.</p>
<p>Mas, nossa pesquisa mostra que nenhum dos episódios transmitiu nada que se aproxime ao Bitcoin Evolution. As contas de redes sociais de Kevin O&#8217;Leary, Mark Cuban, Lori Greiner e outros tubarões também  não mencionam o bot de negociação. Acontece que, embora a ciência de ler um gráfico de preços de criptomoedas possa ser aprendida, é extraordinariamente desafiadora devido ao envolvimento de uma infinidade de fatores.</p>
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" width="309px" alt="Como ler Sinais Comerciais Crypto"/></p>
<p>Para fins de seguirmos as delimitações propostas anteriormente, seguiremos dando maior ênfase no Bitcoin a partir deste momento. O embasamento relacionado a evolução da moeda foi e será de grande valia no decorrer do projeto, e as demais moedas digitais aparecerão em diversos momentos como exemplos e diferenciações. Os efeitos de crescimento e destino são exógenos, pois representam a expansão e o aquecimento dos mercados alvo, respectivamente, sendo fatores externos às nações. Já o efeito contribuição ou competitividade é endógeno, determinado por fatores internos às nações como competitividade em custo, processo tecnológico, qualidade ou preço.</p>
<h2>Creatina lidera lista de itens mais vendidos de 2022 no Mercado Livre</h2>
<p>Sim, os bons bots de criptomoedas, como os listados anteriormente neste artigo, são totalmente seguros. Como parte do acordo de US$ 700 milhões, a Crypto.com irá se associar ao Los Angeles Lakers e ao Los Angeles Kings, que se tornarão “parceiros oficiais da plataforma de criptomoedas”. Estes são alguns dos acontecimentos mais significativos em 2021 que indicam <a href="https://forexopsies.com/">https://forexopsies.com/</a> que a adoção em massa de criptomoedas chegou para ficar. Desde o surgimento de criptomemes, como o Dogecoin e o Shiba Inu , até a popularização dos jogos no modelo &#8220;jogar para ganhar&#8221; e protocolos populares como o Axie Infinity, 2021 tem como objetivo mostrar ao mundo como oportunidades de geração de renda que existem dentro do ecossistema de criptomoedas.</p>
<ul>
<li>Ali ressalta que o TD Sequential, que é uma ferramenta instrumental projetada para identificar o momento exato de exaustão da tendência e reversão de preços – está indicando um forte “sinal de venda” no gráfico de preços de quatro horas do XRP.</li>
<li>Mas os sinais apontam para a maioria dos bancos mantendo ou aumentando sua participação.</li>
<li>A exchange de criptomoedas Bitfinex foi listada como o corretora do título em uma apresentação enquanto Mow falava.</li>
<li>Um terceiro acontecimento que indica que a adoção de criptomoedas está em andamento foi a integração de projetos relacionados a criptomoedas aos nichos financeiros convencionais.</li>
</ul>
<p>Para investir, você precisa preencher o formulário de Análise de Perfil do Investidor, que vai permitir que o seu perfil esteja adequado aos produtos de investimento escolhidos. Recomendamos que você conheça as características e riscos dos mercados e leia os materiais disponíveis antes de investir. Negócios e Economia A ascensão das moedas digitais está promovendo uma nova dinâmica na economia global, mas esse processo é permeado por diferentes desafios, como a segurança das transações. À medida que o mercado das criptomoedas continua a se desenvolver e esses ativos se tornam populares, os usuários precisarão aumentar sua consciência sobre essas vulnerabilidades. Chi acrescentou que a conscientização corporativa sobre a segurança cibernética é uma necessidade em um futuro cada vez mais digitalizado.</p>
<h3>Quem são as mulheres mais poderosas do mundo, segundo a Forbes</h3>
<p>No entanto, embora o bot de negociação funcione como um direcionador para suas negociações, você ainda é considerado responsável por sua atividade. Consequentemente, usar qualquer tipo de bot de pump-and-dump é estritamente contra as regras. A este respeito, lembre-se de que qualquer atividade que possa ser considerada ilegal em circunstâncias comerciais padrão também será considerada ilegal no domínio do comércio de criptomoedas. Não sabemos ainda até que ponto o Bitcoin e outras moedas permearão nas economias nacionais,mas temos certeza de que o mercado financeiro nunca mais será o mesmo. Além disso, a gigante das criptomoedas Crypto.com também fez recentemente um movimento em direção à conscientização da segurança cibernética. A empresa firmou parceria com a Chainanylsis, em um esforço para aumentar a análise de dados e a segurança do site.</p>
<p>Os cartões, seja de crédito ou débito, o qual trouxeram segurança e facilidade nas trocas tornaram-se muito populares. Pinto , os meios de trocam refletem fielmente o nível de organização social e tecnológica. Todo e qualquer tema que envolve as moedas virtuais são um tanto quanto subjetivos, não em questão à sua objetividade, mas sim à efetiva atuação e quais expectativas se criam ao redor deste locus econômico. As visões que pairam sobre as criptomoedas são das mais difusas, há quem acredite que elas são apenas “febre” e, também, há quem sustente a tese de que elas são o futuro do sistema monetário, duas visões que dividem espaços extremos dentro da economia. O mercado e os estados não escondem que o principal medo são as fraudes relacionadas a falta de segurança de rede, e a lavagem de dinheiro. Agora, em assuntos federais, apenas  o que tange as tributações foram esclarecidas, portanto a declaração de aviso de 2014 expedida pelo IRS (sigla em inglês para o órgão equivalente à Receita Federal do Brasil), considera que a utilização destas moedas para fins comerciais são incidentes de tributos.</p>
<p>Quando foi listado em exchanges, o mastercoin chegou a valer mais de uma centena de dólares. Bom porque ele passa a ter o dobro de moedas, e ruim porque uma das duas, ou ambas, pode perder valor vertiginosamente no curto prazo. Isso não significa que ele não oscile de acordo com decisões governamentais. Na verdade, por não estar <a href="https://forexopsies.com/onde-os-sonhos-se-tornam/">https://forexopsies.com/onde-os-sonhos-se-tornam/</a> nas mãos de um Banco Central que busque a estabilidade,esse é o mercado que mais oscila no mundo. Imagine como seria a economia brasileira sem tantas interferências do governo e da política.Talvez o Brasil nem tivesse entrado em uma crise econômica. Veja aqui formas de armazenar o seu Bitcoin e outras moedas com segurança.</p>
]]></content:encoded>
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		<title>S&amp;P 500 se disparará a 4 100 puntos para junio de 2021 tras el despliegue de una vacuna a principios del próximo año UBS</title>
		<link>http://www.geschaeftskonto-online.com/s-p-500-se-disparara-a-4-100-puntos-para-junio-de</link>
		<comments>http://www.geschaeftskonto-online.com/s-p-500-se-disparara-a-4-100-puntos-para-junio-de#comments</comments>
		<pubDate>Tue, 25 May 2021 21:43:53 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto Blog]]></category>

		<guid isPermaLink="false">http://www.geschaeftskonto-online.com/?p=47373</guid>
		<description><![CDATA[Y Combinator, una de las aceleradoras más relevantes de Silicon Valley, y de donde han salido gigantes como Airbnb, Dropbox, Coinbase o Reddit, envió ayer un mensaje a sus fundadores advirtiendo de los difíciles meses que se avecinan. Aunque, como &#8230; <a href="http://www.geschaeftskonto-online.com/s-p-500-se-disparara-a-4-100-puntos-para-junio-de">weiterlesen <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Y Combinator, una de las aceleradoras más relevantes de Silicon Valley, y de donde han salido gigantes como Airbnb, Dropbox, Coinbase o Reddit, envió ayer un mensaje a sus fundadores advirtiendo de los difíciles meses que se avecinan. Aunque, como escribió Kassovitz en la introducción del Libro, &#8220;lo importante no es la caída, es el aterrizaje.&#8221; Si construyes un buen sistema y logra pasar la prueba del tiempo <a href="https://blockchain20.net/coinbase-inicia-el-despliegue-por-fases-y-soporte-completo-de-segwit/">https://blockchain20.net/coinbase-inicia-el-despliegue-por-fases-y-soporte-completo-de-segwit/</a> y la estadística, tendrás un buen trecho del camino andado. Una vez que hayas acumulado una gran muestra de operaciones, podrás evaluar si tu sistema realmente funciona a largo plazo. Se recomienda realizarlo manualmente para profundizar nuestra formación, si bien, este método es bastante más lento. Es decir, es operar sobre el pasado para determinar si el sistema nos serviría para operar en el futuro.</p>
<ul>
<li>Es una sociedad que ha popularizado la llamada economía colaborativa y que, además, mejora, día a día, su calidad y esperanza de vida.</li>
<li>El surgimiento de Internet y su popularización a finales de los años noventa del siglo XX inició un proceso de interconectividad global sin precedentes, que redujo a milésimas de segundo la capacidad de comunicación del ser humano con cualquiera de sus congéneres, con independencia de su ubicación geográfica.</li>
<li>Las mujeres que deciden invertir siguen acudiendo a la app Robinhood y en febrero casi se cuadruplicaron las usuarias con respecto al año anterior, según ha informado la compañía.</li>
<li>Este ha sido su primer mes completo en el selectivo, ya que entró en él el pasado 29 de marzo.</li>
<li>La aplicación de minería PI actúa como una billetera de criptomoneda, vinculada al número de teléfono móvil de un usuario o cuenta de Facebook.</li>
<li>Grainger es el valor más alcista del S&#038;P 500 con avances de cinco puntos porcentuales, junto con Aon (+4,2%) y Western Digital (+4,1%).</li>
</ul>
<p>Que algunos privados se salten la ley no quiere decir que hacer ICO sea ilegal, por lo que ya existen empresas en España lanzando ICO. En ella es posible apuntar transacciones de bitcoins y también números, palabras o frases completas, así como códigos informáticos de manera que estos no se puedan borrar y que queden disponibles para su consulta de forma permanente y gratuita. Sin embargo, el sistema Bitcoin no fue diseñado, ni sus modificaciones fueron pensadas para que estos apuntes convivieran de forma pacífica junto con las transacciones de monedas. Este hecho, unido a otros muchos como que la red Bitcoin sea lenta o no fuera pensada ni diseñada para alojar programas de ordenador, ha llevado a la generación de nuevas redes, de entre las que destaca Ethereum. O de cualquier técnica de almacenado de las claves privadas no es, sin embargo, el extravío o lo sustracción de la clave privada, sino el fallecimiento de su titular y la probable situación de que sus herederos conozcan de la existencia de estos bitcoins o que no sepan ni deseen saber utilizarlos. Esto se agrava con el hecho de que el usuario pudo crear y probablemente creó gratuitamente decenas o cientos de direcciones de bitcoins y que lo habitual no es conservar los bitcoins en una sola cartera sino en múltiples.</p>
<p>Debes observar la acción del precio y recordar que sólo aspiras a recorridos muy cortos. No puedes entrar de inmediato, ni tampoco puedes esperar a que la vela cierre pues ya el recorrido del precio habrá ocurrido. Si producido el corte, observas que en la siguiente vela el mercado mantiene la misma dirección tendrás confirmación para entrar. La EMA de 20 períodos recoge el promedio de los últimos 100 minutos ( 20 períodos x 5 minutos). “Espero corte de la EMA-8 sobre la media móvil exponencial de 20 períodos (EMA-20), antes o durante el corte de la EMA-8 sobre  el precio”. “Espero corte del precio sobre la media móvil exponencial de 8 períodos (EMA-8) con fuerza”.</p>
<h2>Configurando las redes en la wallet MetaMask</h2>
<p>Para que los ganadores puedan avanzar en la subasta, deben hacer una puja superior que sea al menos igual a este porcentaje. Elige si quieres que la subasta comience inmediatamente o en una fecha predeterminada y haz clic en “Continue”. Ahora solo tienes que comprobar los datos y hacer clic en “Pay with sol” y aceptar la transacción.</p>
<p>El siguiente desafío -matiza Maroto- “es incorporar otras criptomonedas como Ethereun y, en el futuro, podremos incorporar otras monedas o activos digitales tanto en Suiza como en otras geografías, a medida que la regulación lo permita”. Santander lleva trabajando en tecnologías de registro distribuido como blockchain desde 2016. Las mujeres que deciden invertir siguen acudiendo <a href="https://blockchain20.net/">https://blockchain20.net/</a> a la app Robinhood y en febrero casi se cuadruplicaron las usuarias con respecto al año anterior, según ha informado la compañía. Las mujeres representan ahora casi el 30% de los clientes activos de la empresa, según el blog de Robinhood. Entre los datos a destacar, el número de usuarias que invierte en criptomonedas se ha multiplicado por siete desde finales de 2020.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="Coinbase inicia el despliegue por fases"/></p>
<p>Tras el aumento de las tasas de interés, los problemas de la cadena de suministro y la inflación, la industria de la tecnología se está preparando para una recesión importante e inminente en los próximos meses. Muchas empresas ya han comenzado a reducir personal y ahora  se están enfocando en reducir costos. Toda la información expuesta en Sin Comisiones ha sido facilitada por las propias empresas colaboradoras o extraída online de fuentes oficiales así como de opiniones de usuarios. Además nos permite planificar qué activos bursátiles nos convienen más que otros.</p>
<h3>Guía sobre cómo y dónde usar Apple Pay</h3>
<p>El primero, que han asimilado que las criptomonedas privadas como la libra pueden ser una realidad y que, si su utilización se extendiera ampliamente, erosionarían la capacidad del banco central de influenciar la oferta monetaria y los tipos de interés”. En cualquier caso -dicen las mismas fuentes- “el reconocimiento que el creciente interés sobre las criptomonedas responde a una demanda de dinero digital, que ha impulsado a gobiernos y bancos centrales a acelerar sus planes de estudio y de lanzamiento de divisas digitales oficiales”. En Europa, el BCE ha completado recientemente una consulta abierta sobre el euro digital, que ha puesto de relieve el gran interés sobre el mismo. Desde la perspectiva de negocio, el banco reconoce las ventajas de DLT en la mejora de los procesos actuales en varias áreas como pagos transfronterizos, préstamos sindicados, transacciones en los mercados de capitales y financiación comercial. Una criptomoneda es un tipo de moneda digital y sistema de pago que no depende de las redes de pago tradicionales a las que nos hemos acostumbrado.</p>
<p>Bitcoin, Ethereum, Litecoin, Ripple… Son múltiples los tokens que se pueden comprar y la duda es si son interesantes como inversión con un enfoque de largo plazo, más allá de la volatilidad que pueden tener en la actualidad. Las criptomonedas son activos altamente volátiles, y hay incertidumbre en torno a la Red Pi en particular, ya que aún no se ha lanzado. Los desarrolladores del proyecto afirman que la red es segura, mientras que los críticos afirman que podría ser un esquema piramidal. La aplicación de minería PI actúa como una billetera de criptomoneda, vinculada al número de teléfono móvil de un usuario o cuenta de Facebook.</p>
]]></content:encoded>
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		<title>Find the Best Career Counseling Therapists and Psychologists in Massachusetts</title>
		<link>http://www.geschaeftskonto-online.com/find-the-best-career-counseling-therapists-and</link>
		<comments>http://www.geschaeftskonto-online.com/find-the-best-career-counseling-therapists-and#comments</comments>
		<pubDate>Tue, 11 May 2021 00:50:31 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto Blog]]></category>

		<guid isPermaLink="false">http://www.geschaeftskonto-online.com/?p=47377</guid>
		<description><![CDATA[A typical price range for career counseling services could be $75-$150 per session. Remember to always ask if the career counselor offers a complimentary introductory session. You want to make sure the relationship will be the right personality and counseling &#8230; <a href="http://www.geschaeftskonto-online.com/find-the-best-career-counseling-therapists-and">weiterlesen <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>A typical price range for career counseling services could be $75-$150 per session. Remember to always ask if the career counselor offers a complimentary introductory session. You want to make sure the relationship will be the right personality and counseling style fit to help launch your confidence and upcoming career changes.</p>
<ul>
<li>In a related issue some client groups tend to reject the interventions made by professional career counselors preferring to rely on the advice of peers or superiors within their own profession.</li>
<li>Life coaches can help clients develop better habits that will make them more successful, acting as an accountability partner.</li>
<li>This knowledge of careers, their scope and paths to pursue them is very important from a parent and child perspective, as most of the time parents or guardians do not have this kind of knowledge.</li>
<li>Brianna is a life-long learner who enjoys researching the newest treatments and ways to improve counseling practice, as well as presenting at conferences around the country on wellness topics.</li>
<li>While not a requirement, niche certifications may give you a competitive edge.</li>
</ul>
<p>This can be helpful to clarify the counselor’s understanding of the client . The client creates a timeline of significant memories and events as the counselor <a href="https://assetinvesto.com/">https://assetinvesto.com/</a> asks questions to deepen their insights into particular life “chapters” . Working people are increasingly responsible for carving their own path .</p>
<h2>career counselling session</h2>
<p>Learn how to step away from a passive relationship with your workplace toward a more active one, helping you target the right jobs and employers. We have many tools, worksheets, and exercises available to support you or your client on future career moves and building their role profile. This powerful book looks at the practicalities of deciding on and securing a new career and the importance of working with and supporting client feelings. Use the Returning to Work Checklist to remind clients of their many strengths and transferable skills from previous employment or in response to their duties outside. Focusing on achievements is a positive way of raising self-esteem and identifying counseling skills that may be useful later in someone’s career (Nathan &#038; Hill, 2006).</p>
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" width="304px" alt="Career Counseling"/></p>
<p>Students can participate or cheer on the Century College Wood Ducks Athletic programs, become active members and leaders on campus or take advantage of campus recreational activities and art and theatre experiences. The Continuing Education and Customized Training department can help you to get ahead in your career by offering a variety of non-credit workforce training and development opportunities. Through customized training options, Century <a href="https://assetinvesto.com/2021/06/investing-in-crypto-what-to-know-about.html">https://assetinvesto.com/2021/06/investing-in-crypto-what-to-know-about.html</a> College can work directly with employers to meet the training needs of employees. Setting process goals can lead to the formation of a habit that can culminate in career change. While hosting a vast job board, Monster also offers tips, tools, and coaching to assist job hunters in preparing for interviews. Along with a clear indication of salaries, this app allows users to upload resumes and pictures through their dedicated portal.</p>
<h3>Career Counseling Assessments &#038; Tests for Your Students</h3>
<p>A career guidance  and counseling program develops an individual&#8217;s competencies in self-knowledge, educational and occupational exploration, and career planning. The Career Counseling program at Florida State University offers students and professionals an opportunity to gain advanced understanding and training. On the way to earning a career counseling degree, you’ll discover the interaction between theory, practice, and research. Our full-time career counselors get to know our clients to understand what passions and strengths they could leverage for a better or more fulfilling career.  After setting a career goal, our career counselors work with a team to craft your resume, cover letter, and social media profiles to reflect the kinds of positions you are looking for.</p>
<p>Clients leave energized and able to articulate, clarify, and achieve their goals. Check out the following for a selection of resources to learn more and assist your clients with goal setting in their career development. You’ll find many worksheets and tools throughout our site that can help inform your career counseling assessments. These can become part of a more extensive assessment, combined with tests, questionnaires, and discussions with clients and students. These are the times in life when a career assessment can prove most beneficial. Career assessments tap into personality and aptitude, such as abilities, working style, and skill set .</p>
<p>I view the therapeutic relationship as a collaborative partnership and my goal is to create a supportive environment of trust and acceptance. I practice an insight-oriented and psychodynamic approach, meaning that the past informs the present and can create unconscious patterns of thought and behavior. Once we have awareness of how our experiences impact our lives, healing can begin. You DO have the ability to work through your despair, loss, anxiety, shame, trauma, compulsions, sexual concerns, and relationship conflicts. I offer a safe online space for individual adults and a gentle, relationship-oriented process of holistic healing. I bring to you a broad doctoral background for almost any life concern you may be facing yet with specialized training and skills.</p>
<p>Package discounts are a good way to commit to the relationship as well as get savings on services. A professional, accredited life coach works with people to help them make important changes in their life, either growing in their profession or changing gears in their personal lives. They help clients turn their dreams or wishes into realistic, attainable goals. A life coach acts as a motivator, strategist and accountability partner. Unlike a therapist, a life coach doesn’t help solve problems from your past — they’re focused on helping you move forward with new ways of acting and thinking that will help you reach your goals.</p>
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