Algorand usa uma arquitetura exclusiva desenvolvida pelo professor Silvio Micali do MIT para oferecer um blockchain descentralizado, seguro e escalona¡vel.
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)
Algorand usa uma arquitetura de blockchain exclusiva desenvolvida pelo professor Silvio Micali do MIT para oferecer uma plataforma descentralizada, segura e escalona¡vel.
A República das Ilhas Marshall éumpaís com cerca de 50.000 habitantes, espalhados por mais de 1.000 ilhas em uma parte remota do Oceano Pacafico. Opaís depende fortemente de finana§as e comanãrcio transfronteiria§os, e as complexidades desse sistema podem tornar difacil para os cidada£os obter determinados bens e servia§os financeiros de forma eficiente.
Agora, o governo federal estãotentando se tornar o primeiro a emitir uma moeda digital nacional usando a tecnologia blockchain. As autoridades esperam que a mudança ajude os cidada£os a evitar altas taxas de transação, simplifique a conformidade com os parceiros internacionais e proteja contra a inflação (a moeda tera¡ uma taxa de fornecimento fixa).
A nova moeda serábaseada na tecnologia blockchain desenvolvida por Silvio Micali, Professor de Engenharia da Ford no Laborata³rio de Ciência da Computação e Inteligaªncia Artificial (CSAIL) do MIT, e comercializada pela startup de Micali, Algorand.
Tem havido um exagero considera¡vel em torno do potencial da tecnologia blockchain e criptomoedas associadas para interromper a forma como o dinheiro e outros ativos se movem ao redor do mundo. Os canãticos dessa visão dizem que as tecnologias de blockchain não são sustenta¡veis ​​ou eficientes o suficiente para adoção em massa.
Algorand acredita que resolveu esses problemas com uma arquitetura única e escala¡vel que não sacrifica os benefacios tradicionais da tecnologia blockchain, como descentralização e segurança.
Um número cada vez maior de pessoas estãousando o Algorand para uma ampla gama de aplicações, desde a criação de mercados de cranãdito de carbono atéa agilização de transações imobilia¡rias e, no caso das Ilhas Marshall, a criação de nova moeda com curso legal.
“O advento da tecnologia blockchain abriu um mundo de oportunidades para pequenas nações como a nossaâ€, disse o Ministro em Assistaªncia ao Presidente das Ilhas Marshall, David Paul, quando opaís anunciou seus planos. “Ao emitir uma moeda que não estãofisicamente incorporada em dinheiro, que pode viajar pelo mundo instantaneamente e que éa prova de falsificação e totalmente segura, as Ilhas Marshall sera£o finalmente conectadas ao sistema financeiro global em seus pra³prios termos.â€
Comea§ando do zero
Micali hámuito éreconhecido por seu trabalho em criptografia e segurança. Ele émembro do corpo docente do MIT desde 1983 e, em 2012, recebeu o Praªmio Turing com seu colaborador e professor do MIT, Shafi Goldwasser.
Trabalhando com outros, as conquistas de Micali incluem uma nova maneira para as partes distribuadas concordarem sobre um valor ou estratanãgia, mesmo que algumas das partes sejam corruptas (chegando ao chamado acordo bizantino), e um manãtodo para as partes enviarem informações entre si com segurança em uma forma que pode ser verificada posteriormente pelo paºblico (chamadas funções aleata³rias verifica¡veis).
Muito do trabalho de Micali ocorreu muito antes do surgimento das criptomoedas modernas e do hype em torno do blockchain. No caso de funções aleata³rias verifica¡veis, Micali diz que sabia que seriam aºteis de alguma forma, mas não conseguiu descobrir o aplicativo.
Mesmo assim, Micali adiou o aprendizado sobre blockchains por anos após a criação da primeira criptomoeda vinculada a blockchain, Bitcoin, em 2008. Um dia, ele finalmente entrou em seu laboratório e pediu a alguns de seus alunos de graduação que explicassem isso a ele.
“Tive duas reações principaisâ€, lembra Micali. “Uma delas éque éuma ideia linda. Dois foi uma solução muito deselegante. â€
De particular interesse para Micali foi um problema apresentado pelo fundador de outra blockchain, Ethereum. O fundador disse que os blockchains podem garantir no ma¡ximo duas das seguintes opções: descentralização, segurança e escalabilidade.
“A noção de que algo era impossível realmente atraiu minha atenção, porque na criptografia, e no MIT de forma mais geral, nosso nega³cio éprovar o impossível possívelâ€, diz Micali.
Micali também da¡ cranãdito ao ecossistema do MIT por ajuda¡-lo a iniciar a Algorand. De suas primeiras 10 contratações, oito foram do MIT.
“Nãoéapenas a tecnologia, étambém o esparito empreendedor no MIT e o fato de que não fugimos dos desafiosâ€, diz Micali. “Mas a fonte mais importante para mim e Algorand étambém o recurso mais importante do MIT: as pessoas.â€
Em 2017, Micali começou do zero para construir um blockchain melhor.
O termo blockchain se refere a registros de informações, armazenados em blocos, aos quais os usuários podem adicionar, formando cadeias. Cada bloco contanãm uma versão abreviada do bloco anterior e informações com carimbo de data / hora, como dados de transação. Amedida que mais blocos são adicionados, os blocos anteriores se tornam mais difaceis de alterar, fornecendo um registro seguro de transações e outras informações. Muitos blockchains paºblicos tem criptomoedas ou ativos digitais associados, e as informações sobre transações de criptomoedas são armazenadas no livro razãodo blockchain.
“O desafio équem deve ser capaz de anexar o pra³ximo bloco de transações ao blockchain,†diz Micali. “Porque se eu tenho a capacidade de declarar algo de conhecimento comum, tenho muito poder. Quem deve ter esse poder? â€
Alguns blockchains selecionam usuários para adicionar e validar o pra³ximo bloco, fazendo com que eles dediquem poder de computação para resolver enigmas criptogra¡ficos. Essa abordagem foi criticada por ser ineficiente e consumir muita energia. Outros blockchains fornecem aos usuários que possuem o poder de criptomoeda associado para validar novos blocos em nome de todos os outros. Essa abordagem foi criticada por ser muito centralizada, já que relativamente poucas pessoas detem a maioria das criptomoedas.
Algorand também depende de uma criptomoeda associada para validar novos blocos. A empresa chama a moeda de moedas de Algo. Em vez de dar o poder de validar novos blocos a s pessoas com mais moedas, no entanto, Algorand faz com que os proprieta¡rios de 1.000 tokens dos 10 bilhaµes em circulação se selecionem aleatoriamente para validar o pra³ximo bloco.
Os tokens são selecionados em um processo de microssegundos que requer relativamente pouco poder de computação. A seleção aleata³ria também torna o blockchain mais seguro ao não fornecer um alvo claro para os hackers, ajudando o Algorand a resolver o “trilema†apresentado pelo fundador da Ethereum com um blockchain escalona¡vel, seguro e descentralizado.
Além dessa arquitetura, a comunidade de Algorand desenvolveu recursos adicionais adaptados a funções especaficas, como contratos inteligentes, que podem ser autoexecutados com base em condições predefinidas em seu ca³digo, em alguns casos eliminando a necessidade de autoridades centrais e intermediários como advogados.
Para permitir que os contratos inteligentes sejam executados em seu blockchain com mais eficiência, o Algorand criou uma linguagem de programação chamada Transaction Execution Approval Language (TEAL). TEAL retorna um valor verdadeiro ou falso dependendo se as condições especificadas são atendidas, simplificando o processo de criação e execução de contratos no blockchain.
Desde então, os contratos tem sido usados ​​para permitir transações financeiras, construir um mercado para pequenas compras de ouro e coletar investimentos de pequena escala em startups.
Desbloqueando o potencial do blockchain
A Sociedade Italiana para Autores e Editores foi fundada em 1882 depois que artistas se organizaram para evitar a exploração. Muita coisa mudou desde a sua fundação, com os conglomerados de servia§os de streaming passando a deter grande poder sobre conteaºdo como filmes e música. O resultado éum ecossistema complexo de direitos autorais onde os royalties para os artistas são reduzidos por editoras, advogados, auditores e outros intermediários.
Mas hoje mais de 100.000 artistas na organização tem seus direitos autorais representados digitalmente e podem negociar ou vender esses direitos a prea§os de mercado listados publicamente no blockchain de Algorand. Os artistas podem dar permissão para usar suas músicas em certos casos, mantendo os direitos autorais.
“Gostamos de artistas, mas muitas vezes não damos a eles o que édevido a elesâ€, diz Micali.
O caso de uso cumpre uma promessa central do blockchain, capacitando as pessoas a trocar mercadorias sem que as autoridades centralizadas tomem dinheiro e tempo. Tambanãm exemplifica o que tem sido uma grande fonte de nega³cios para Algorand atéagora: a tokenização de ativos digitais, também conhecidos como tokens não fungaveis , ou NFTs.
O aplicativo também chega em casa para Micali, que estãofeliz em ver pessoas em seupaís natal, a Ita¡lia, se beneficiando de sua solução.
“Mostra como vocêpode recuperar a posse de suas próprias informaçõesâ€, diz Micali. “Essa éuma grande tendaªncia, porque muitas vezes para disponibilizar informações vocêtem que ceder os direitos sobre suas informações a outra pessoa, que então possui as suas informações. a‰ fa¡cil dizer que vocênão deveria fazer isso, mas precisamos de tecnologia para contornar isso. A única maneira de avana§ar agora éa descentralização. â€