It is unregulated and its ecosystem is riddled with infrastructural mishaps, hacks, and scams. Each entity within the chain receives payment for its providers, typically as a end result of retailers must pay for the use of credit score and debit playing cards. The parts of DeFi? are stablecoins, software, and hardware that allows the development of purposes. The natural decentralization and lack of oversight by the league ensures that there is not a record when teams violate rules, Lasker stated. Despite many actions for tech decentralization, the dragon’s hoard of gold has saved rising. Learn more about Consensus 2024, CoinDesk?’s longest-running and most influential occasion that brings together all sides of crypto, blockchain and Web3. Peer-to-peer networks, where no entity controls an effective or controlling number of the network nodes, operating open source software program additionally not managed by any entity, are mentioned to effect a decentralized community protocol. These networks are tougher for outdoor actors to close down, as they don't have any central headquarters. In July 2020, The Washington Post described decentralized finance strategies and the dangers concerned. In https://resources.ednology.co.uk/members/purplenephew8/activity/46473/ , Bloomberg mentioned that DeFi? made up two-thirds of the cryptocurrency market in phrases of value changes and that DeFi? collateral levels had reached $9 billion. For instance, in Latin America, decentralization has been an essential a part of the democratization course of as discredited autocratic central regimes are replaced by elected governments operating beneath new constitutions. However, there's additionally a robust rationale for decentralization by way of financial efficiency, public accountability, and empowerment. After the fall of Napster, there was demand for a file sharing system that may be less vulnerable to litigation. This system allowed recordsdata to be queried and shared between users with out relying upon a central directory, and this decentralization shielded the community from litigation associated to the actions of individual customers. Based on a "grid mannequin" a peer-to-peer system, or P2P system, is a set of applications run on several computers, which join remotely to every other to finish a function or a task.

div style="text-align:center"> <iframe width="560" height="313" src="https://www.youtube.com/embed/AMRmDqiWvVk" frameborder="0" alt=" <a href="https://etextpad.com/aupxksxwqz">Decentralised</a> " allowfullscreen></iframe></div> Decentralization guarantees to boost efficiency through both inter-governmental competitions with market options and financial self-discipline which assigns tax and expenditure authority to the bottom degree of government attainable. It works best where members of the subnational government have robust traditions of democracy, accountability, and professionalism. The origins of decentralized computing originate from the work of David Chaum. Whether you’re a business owner, entrepreneur, or simply fascinated in the workings of organizational constructions, this text is a must-read. When it involves managing a enterprise, one of the necessary selections that a company proprietor has to make is choosing the proper organizational structure. Two of essentially the most commonly used constructions are decentralized and centralized, each with its personal set of benefits and drawbacks. Understanding the distinction between these two buildings is crucial in figuring out which one is true for your corporation.

h2>Defactor Labs: Constructing A Bridge Between Conventional Finance And Defi</h2> The leader in news and knowledge on cryptocurrency, digital property and the future of money, CoinDesk? is a media outlet that strives for the very best journalistic requirements and abides by a strict set of editorial policies. CoinDesk? is an unbiased operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. As part of their compensation, certain CoinDesk? employees, together with editorial employees, might obtain exposure to DCG equity in the form of inventory appreciation rights, which vest over a multi-year period. Non-custodial crypto wallets enable users to transact with out the necessity for an institution.

ul> <li>Decentralized finance presents financial instruments with out counting on intermediaries such as brokerages, exchanges, or banks by utilizing sensible contracts on a blockchain, primarily Ethereum.</li> <li>The complicated behaviour exhibited by this method is thus the outcome of the central controller's "control" over lower level elements in the system, including the active supervision of the lower-level elements.</li> <li>“Thus the concept that the NSA would develop a decentralised, trustless cryptocurrency as a ‘monetary bioweapon’ that would impair their own government’s functions” is implausible,” writes David Rosenthal, a cryptocurrency sceptic, on his blog.</li> <li>Fiscal federalism additionally concerns the "vertical imbalances" the place the central government provides too much or too little cash to the decrease ranges.</li></ul> Proof of Humanity is a decentralized social identity verification system constructed on the Ethereum blockchain that allows users to create profiles and vouch for different humans they know. While traditional id instruments use centralized strategies to store and management person knowledge, decentralized identities combine blockchain concepts to take away the reliance on third parties. Across Web3 decentralized identity techniques have cropped as a lot as assist customers decide how a lot data is shared and with whom that information is shared. The aim of this technical movement is to take away society’s reliance on the handful of entities to manage our digital personas and permit our digital selves to comply with us wherever we go. This ownerless tech has driven levels of enthusiasm rarely seen for social media merchandise these days, belying the comparatively small dimension of the community thus far. A agency quantity is tough to ascertain given its decentralised nature, however Hayes stated some estimates have peaked above 1 million users at any given time. A combination of those two elements, that are solely primarily based on native data from the environment, results in selections about switching to the foraging task and finally, to achieving the global aim of feeding the colony. While decentralised techniques can simply be found in nature, they're additionally evident in elements of human society such as governmental and financial techniques. It entails geographically distributed nodes which may be composed of an enormous quantity of entities and it is nicely demonstrated that the management can't be decentralized. “Importantly, these digital asset representations and credit score transaction information are designed to function independently, providing flexibility for potential future developments similar to secondary markets for each the belongings and loans,” Gutierrez explains. The Dublin-based Web3 start-up was recognised as the best crypto, blockchain or digital property offering on the National Fintech Awards last month. It has been noted that while decentralization may enhance "productive efficiency" it could undermine "allocative effectivity" by making redistribution of wealth harder.

h3>Definition And Explanation</h3> Project Atlas creates an information platform that sheds gentle on the macroeconomic relevance of cryptoasset markets and decentralised finance . A first proof of idea of Project Atlas was developed specializing in worldwide flows of cryptoassets. For instance, decentralized blockchain techniques, not like distributed systems, sometimes prioritize safety over efficiency. So, when a blockchain community scales up or out, the network becomes more secure, however efficiency slows down because every member node should validate all information being added to the ledger. Adding members to a decentralized community can make it safer, but not necessarily sooner. Blockchain expertise enables decentralization by utilizing a distributed network of nodes to validate and report transactions, eliminating the need for a central authority to validate or handle transactions.

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?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?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?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?/US12S9Wi6R4vjTNN36KqTbLm22n+1ktqcbbWBx4rRyr9ZKxjFUOt8/4f9TaQ0pq/TugbtpDUupLi?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?/FZv5rdYNXCNwifqDt5K2BdbSdw25rhudxSywVZGefWta5TIG4K3DGRj1pt3uasoV5uOcV82sg71nLQTi2ihD4rdUSXem8+Ah4oElbbYH/AAhn+ipd+C2yiz9A9Pktgfam1vgngnJP/bUB9e7UxqSJHgzp/wBkhtumRLdIztZQkk7R/COcD502tHfGhq7p5BZ0pZ7BCXZLflqGw?+3+lQ2OAVHgk45596924AjEVIwMF7Ek2/SwVPPIxhdnNrr6KHAAz61gpWM4qoen/j9hymvtd80VhCVYWGXlIXgd9owtJPsCUipBsPxrdBb6EfaNQTLK44cFq4xFo2H5qTuT/PXpJnZ1TDW6XCnfecnNM/q5MMPRMsJAV9odbYxv28KPuPpWu0dXOmmo9osev7DLUoZCUTmwr9hINRf8YOrbnZul8RenrqmNNkXFosPAb05QNyvrwD+2kPa2qY6K/vCy5PIIIy92yrV1Bn6d/qhUmRLS48lpIcUlOcqye?/I57UU0rTedRG1xX39V2ILfb8XC4ToUASeDhBB7dxRSYsBijYGBx081j5aKR7y5oFir6N8Ec11IAI71yIINdCFYA5r4uIK9bzXXQng4FdLZxj6VyNqFdLaweK4uXsultQzzW9JGO9cqCPYVtCsYoy3XNN1vBAr0q9Ca0KXWDj2EnzY+dcLfJccRZbX5Php7E1EPV/Wksxv6nLJJSHZZLckpX+kQjsQAMnuQCacWu9bt2aO3DYjyZMiRnyx0KO1APKiQk47YHFQBfr+qPJekxIDi5DikfaY60uo2YOVEZysZ5GecHkCvb?/ZlwdHVPGJ1vuN1aPFYbifG2wxmmhPedpfwSFetOM3q4WmzKfchvxJSVx1JSUFcgggIbURtVwMYJBJ7HvXRdb5dtLW+JGvtsts23s3VoLnIe?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?+l90jphtyr+3eX7cDiRMUsFUccJbyDlOMq7c85zVNicUkztBopLqqFjCy?/eUBHRviwHQl5sLaSQvwSVkuBWCkgeU4yPY80i3JMh0ojMhDgYAThJwDgk8ex5P7TUq3+RIYmyYX2YCQpa0KcdP3VLPnKTn7uNvH15NL/RzobdesmvImjtPJ8SNvSZcpLXkiRxjevd7jkDPJO33zVEyBxdY9E9BiDZXBkJ1UGWyI7LCGUMutqSogqKcBKc+YD35GPlVmukHxidbukjzFka1D+d7SwdqYV0WVt4HG1JPmT24+tfTBjoD0nVoa3dPJ2jLU/ZrdHSxGbdYSVAgeZe8DcFE8lWQSSTVb+o35NXTq7mb5071M9GYW4VrtlwPioSo?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?+h09VtK9O7dqe12Fm86yaQxH3XEKUxHaWAlG8bkqcfdHAAJKQrP1tfY7YxcRbtVaj0/bWNSLtrcWW4yA6WgfMthDpAUpsKKsZ/x05JU5XWYNFOhpOYOZNv4Ki/Sq3QtOPPXbUpiyNT3lATIhIkhX2RsgEAtjhvAIyr9ZXvipE+z2C8NOIjTPzc++kYafUpSd6gcgq7cE+nseKl7rD0A0nqm1Kf09YpcS5TnExy?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?/GMiA+Pvfp0IKmVoVj9ZSFpBzuTzUGnj5rzra3irOTutuRumDqvV+uOndsv8Ar5u1THGXpaHbro?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?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?/zwbvamDsVAnqLg2+oGfMnjt6V9RdddNNC9S7W5Zdc6ZgXaO4Nv9kN5UjPqlY8ySPcGvnP8Yvwp9PeijUO+6M1hKS/c3leFZJJ8RxDY5U4l0Y8o7eYEnsDUaSJp1Twkc0LVrLqDqHrp1Akam6hwLZbNL6afQ8zAgtj7PLkuNJdRlWMLCEqQtwnPOEfrcJzeiYXWGQL3fru821dW1s2GK2NvhJS4A7OUr9Yk5QhPYlS1chNNDTl3f1Tp9NrvlwciaZsEBmXd5e4JKmU4SIzY/hurTtGeeSf1aefw/a2idTNUXa+SXmmH7WUMRYAwgMwk5S2lP8AFSAB/PknNOwgTzNaU8HDl5hurKaI0NA07p6BZATMTCDRDjvKlLbHlWo?+p/y1GHxI9LmIRRr+z27LS+ZzTaQgoX7g9jnJPPoT3CafF06vWbR+lZt8g2q66mZtQDsoWhnxW2G92FKcfUQ2gZ91fhTl1PedNu6Kl63nLkSLdNs4X9icfCELBypCgF8JcwoggfeGBya1A5LW5GG1lU1MJqQcyq3ojVDFgnsXxhsqtsoNtS2NxcQFoIOS4E7SRwoDkpyUkHBFKGuNOJsN0ZfhsLFuubYlxHDlQGc5Rn5HBxgEBScgHim2bKu2uzJ9nWh+ySkp8Nb4y4gq8yQE5/RlJ3dgCecjkVvalvvpZYceceLCdqN6lYQn0Az2Heoxkc1tnbLLVjWteYgEr2SHHU2l8oUmUysjclZB5HHbuCCa1XdlMRxEhLSRHO4ubW1KUPmADng+n1FdFsgXNpn84vOx4kcjK1SF7ErT7DPJP0rXab7EvpfiPNBRSAQUncCn?/FUQmaJ2d3u/L+irJKWppx2l7TkGmqwtVpm3WcLbb7g3GcOR463EoYCMH77q/KgEYx2PI7HBpNkLmFTqH3lEqXvcSs8FWTk8cE/PnvxSjIjuQ5qnWSttxAC2S0pR3IH3gfZWdp474BA4Nc7j0idNFzmIekOS173VOFTxUv1J2lJII7Ekd8HtmnjIH95p0U9pa6AWXtpW0HFIjx2ozS0BxxUh7BSRjuQNuB6qUBge2Kyvdqct0l1D6WwhedoaUlxDgOCChQJSpJGCFDuK903e7DeZVz0ZJtUK3ToWJEeZKfWH5iSPutbe53ZG1IPBG44FLcXSd1krtrcS3tR4EdoIjnelIwOMJSTlRGc9j9cU3na52VmpXauBsRY9o7x8NreqZN3sLdzbcXJiqQkNodbacUQop4TuSVd0lQOc9h/gmoAvdpe0deVR3koTEfX4xcyCAvadvPY+2TViuoP5+0fIhM2qwSHhPcUEvusEvR1nOAAeAk?+ihk89++WNqjRtxvunUt3iHHZlIC3D+mTu4CsJ4OCcAKwM9/lTVZEQ0OZ7yuaGV0QEg67rl6d9Qb1pGdC1JCvTn5yghm3xWnmEuNIb2p8w9cDCRgDsnP1uRotzX0eI3cuqnUnW1uZuSESYcu3txXbe2lSlKAU6Iyy2AjZy6EYOR6VT3pd0bvWr5DMpEtyVGCWnnFIi5UXto3JwkncBjuMZx2FXd6Y33XlutcXS8K52aX51Bly4+K1wQSW0hsHzd8DGOazdViELp+WD3lpYaoRZQR3HdVKL1hsl4s0aFfmo2o2AynZLuTDEkvJxwvISEZIPdKQKYl3+HbojeVuGV08tSHFjlyIFRVg+u0tKTg1J/hlCE7tvYcA8ds4HyHzrSXGyslKgeO+f8tNNneLnNorEsY4WcNCqD9cumukdDa+OndCeNjwmUriy1qd8NShnKXeM8EcE5HzqJ7lY2HGSt6AjHi?+Cpzw+NwBOCrnOeKl3rVfnner+qFy5ctbTMvwGE7vEQyUNpSdqFHAyR6d/WmSzIt7jEdryyAp7d4SGVAuL8TCuwwRt449UmrdhElgRqsLWQtlkc+F+XKdk10WaQwkJh2cKZV50qTHWQc85yniiprZssSalUgTLswypxfgfm9L7ra0bj5lYQoJVncCkHAAGKKsRQtI95V3ImdrmU1vvPIYcVHwXdpCM9s+ma3wXXSw39oUku7Rv29s/KuQOgc5rNL6U88ZNfD7o7tAC9uEl0pBfzoU6EDJNJxntt8uKA9h7/StK561HLeAO5yMkVc4VwziGLPDaeM2PU6BNSTtYLkruffGCd6RgZ+8O3vTJ1RrW3WeI5JZ8Sc42CfBjeYk?/XsKbfW9V4TZoy7dJeYjBaxJLa1AuZA2hWODjmm9pWdZpFiT4q2lrbQlJ3fq8cnGa9Bh4GOFxCef?+IQfdCzdTiz31HIHdFr5inJ0o639KrGZNw1HBg2W+3O6CKuQB4jqkrA8MrcPISMYPoCR75pxfEz1Lf09owtaY1I1DlyHfAeYLaHEymHE7VoUCD79x27+mKqB1OgM3CbNkQ2R9kGG1KAOzxDkgZzyfpmka7SZVycnW663RLSGRvYUsrcW4ONrYUN3b0/CvX6CLPSsyjLYDRR2znVrxdLc24JmIU8EFORykH7mD2Of2VnFeaWVRH3AI7yVOJKlbUJV+sSM4zjkA47Hnmu7U+kGtKWnTd3j6ji3WHqW0pntvJR4S2nkHa6ypO5XmTlPPBPPHFN9t1a2kmIvYtOHmjyMKSfuk8fP24NSZG5X380jC7xtfTP2OyxvsR2Lan7cGG1B13xUlaVJ84G08j1wQeTj?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?/PNaLhZeoM+1ahZ1ai3JRtLlubikLXlKtw?+76bR2PJqJJWyROEUYuq2krXPndNLoBpY/wBV9I+mnxBdMeqKEI07f0NTlgEQJmGpHI9Ek+b8CakpLnAI/pr4awtTXO0SRIjT3GXWzlPhrKVIPy9Qasd0h+O7qPoMx4WpQrUloSAnw5Dn6dKR/Bc75/ws0+ypt3XhXoLJBmYV9Qkq4r3JqG+lXxR9LuqUSP8AY7ui2znk8R5awBu9U7+yVfxVbVHuARzUvhQO0pUFJUMg9qkte1w0QWpG13rfT3TzSN01lqeYI9stTCnX1j7x9AlI4yokgAepNfGrq?/1tu/XLqXdNZXu4+CxMIbjRkqJ+yxwTsSn6DufU8+tTd+UV+J0631J/sR6NuaTY7I9/Zy2VnZLljIPIPmSjkD55Ptin0GA2YKZC0LadcGUq4xwe5+XNIkdokuZcapXv?+qr/ACLMrTLE1bdrdfTIVEQPK4tIIStXucE/t+taukmv3emuuoGqfCL8dolqayOQ/FUR4iCDweOR8wKLXb1la1AJeU8gpKXEZKfTy9snPNI9309Ls8hpSxlDozj1xz/kNNtcWEOb0QzKBlGyvJqj4mun9qUg6elSNROpCTa7e22mPb4uUDCdqcb1DjkgkHtjFQHrTq71C6i3/wAHVMhbbKHQlEZseGhnJ7BPYn5k5NRz08QzJuTbcht9UmOSpODtXg?+gI5JGfSpit9+0JGgSHJGnHJEt4nY4w+UrGDhQUc5yCnPf?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?/dHPGeSB64qQId9tD0OFHXIRHeYQspJjIcSy8EIHjec5UpQQU4HAABwKrozrOYu6syZKUFhKvO1t4WD6k+4POOBn9lSVZLtGQ4l+SVuMvDJSo5SOfKcDHIOPXJGaUc1I7uqTVQ1GGFgebgp16zlOSIj9wajuJt7SmI7S1pWoFKQNpT6DHbGBwKrFqjUj1y1BKtNwcUzHtbhEZnsSSQDjHfJJ+gNWZXc3brETZ7rcYwUkBuOiMEH9F4iFFG5KSdvKlJTnG45OOTUH636ctSb7IU8y/DeiuKDofSpt0EHjIOCD8jjuKannlaM43VpBNDSPZUuJLTp809/hs6nO6a1Pdn4jLkaKylEduK084plg8jG1RwSckAnJwO9WCTP171gvSJGh7Q44GHm1uzlgNR2yjsSvsCPYZPFNP4LtOdFb8u52m5W7xrxBStDzT6kqZltEkBZSU5yM4IScetXDcuLcSMi02OJHt8FhO1thgBCEJ9gkcVQywQTTc0t7y0LqSoqrFz7RnWwW212yLboUZrU1zafuGxKJCmFHYF4823PJI784+lR9qbqRorSWoXtL6o1A1b5kdKHCt5KkNuNKyUOJWobSkj598j0pzvORQlba1qL3IC1+is9senb155qKOvvTZ3qtolblmiE6rsranICmlbXJkcAlyN35J+8gfwgR+tXZqdzm5YbX81dtlEMeovYKgPX3VZu3Ue9vWu4srhyJ7ziXGlFaHck4Wk5Oc7s9x9Kb2lJL0rUEZiAl8Nw2d42vhJU7hQ3H2BJHHPGTyeKVL7pC3yLYLpdVPNpC1NIwklW7HII9MYxSc1boGhIqpILjhlJDjSgeVhRAA+nNAr2uqez/zDdUQYOymUx?+8U6r11E1Zpi6yrLCmuMtxnCkoVHCCFevAHFFMRmK5e989nRK5KVK2+I2lWCQB7A8/5aKtPxCJuhQyjdlF4ir0Sr7EiY3O5Wf7kkblfsriF+lvKwGkttn1Ksq/m4H4ftprxXFtEtL++gltfuVD1PvmlFt?/OOa8nwPgrDaZrZ5P4htudvotnLUuLi0bJfbkknKicn3OTiulEgAYCsA/OkFEgjHOAeKyXdY7Aw+8EehzW6ZGyFoYwADwURxLl36iiRbxZJNslupbbfTt3n9Q+ih9KguB0j6rwLgqQzYYiYbL26M/dbpEgtyEJPBQl91C3EHGQoJKSD3qcrFc4Lsi6XuSpuTG09bHLl9nPKH3y62ywhX8XxHkqI9UoI9aji53KfeLg?/c7tMdmS5Sy6686srWpR9yf6OwHA4FRamvFHo1tyVosA4Ej4vaZqh5Yxhtcb33+yiTV2i9b2W/Gd1EsEyLGujikwxFdaVb3HMHG15hS23FAKJKQvPvikqzWPq11D03/AFEaP0Y1doVnnqeF2fkMxmohUnzNKkPLQ1yAFbSoqxjAqw2k41u1HJPTzU63lae1W61bpqG1eZha1bWpbQPAdZWoLSR3wpJyFEVo1i5CtM7/AGP9PueDp?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?/htO6EQltwvnP0bvsXp1Om3+Y5Ka1FGU39nS08A0UHle8H7wPYgEHnOOKv7ozXVl1xpqDqK2Lyl5AcG1QBSrjclXvjFUF629Hrv0p6m3WyOLlTLDcGjMs0xxO5xcPdgYP6zjJwheOTwSPMKf3QnqhZ+nt9gaIkagdft1/iha1qCQI0xRI2oOSDkEHkdiKhvaY3X8NfkplO0gcsNs3oriS7s0t1MIuoS46pRQ0VAKWEjJwCeccH8aa1yul8kWi/wAjS+1vUFjSXmIEkeaSEEqSUkH7joSoJX3B7gEEU0Ool7dtWiE3Wba339R6NkC8MS4DKlNzIaDsdWPRO5pxSVt58q8Y3Daou9drh9RrVEuem5CHnHYypEGa3vS2tlxIIS6UKBLC/LuTn9XI5FPNaZrDa?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?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?+NcinTvUtSipZ4JPJNefOC9CbJlcHhW10c1LvcVLUVJWlsjw3sZQptQyg5+hx9akG16Vj23a5LLbz6eeRkD+eoD+GXqc61Mf0LdnFBp87oTjhGAsDJb/EDI+lWRU53GfQc4qIYg111rIZRLGHBZKd2g7V9/c1oXJx61rdX865VKOCTUgPzaLp0XQqWdw57HPeq3/E9oBC3ka9s8QbnAGpyGxySMgL49+P2VPbzpzgGkbU8qwoscprVE1mNb3kbFuOqSkD6Z5zUWXU3S7Newgqh8dUdLoS+yr7M4MOJBwCa5XoSC44825hlKvKFnBCc+oNL17jxmbpLg2mS3KtyH1hh1LZSVI3HacHntXEy3DJbExlTwTwAg43Ae/rShsqsSBvdJ0XPDcmW+QidEUph05UCk8H8D3FZzbjdJ+USpa1pIxtwAn64Fd7UORNWt5LaW2hlW1CeEj6f46yYt25eFYV8xkU0dHKA+pa19wlHSHjR1gR2FtoOFOqUctqx6Y7H6U40oSHFAJQltR3KwMc?/KuG2xkoYQAjIHGB3rvfird8GIyh77Q4opLSUZIHGCPfOTx9PenG5niwCoKysnxCXTQLGU8hLZSyFZUMZzgH6/wA37KmLoZ1EfTEZtsmY4q4aeZKUIJz9qtv66R7qZUQR/FJFQtNekLUY2wtMnCktoXlB4+9nJ3E4znP0xXtmvE7S96iagtasSYLiZDe7spP6yVD2IyD9ak8vuq1wucULwwnQq7mtJ8iXYTJtb25L7e5DqTkEEd6pJ1DslzuNxfflMKcWhSvOe9Wx0Vq+y3XTzctTrcS0TWDIhrfWNrH+6sqJ7FBPGe4PFMPXs6wfYJEuOGYNuUk?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?/bM1i3zrihKQCmc9BYcf4A4JWoqPzUaj5KXY7aWZLgYbdTnKUgrWCcYPt7Vqo381oJXq7n2dtouaBcl6enxp0V8svoWlxsMgKUCDkK49iBV1Om+uovUDScO/skJdUnw5LeeW3h95P7c/hVIH3YyVH7HH8PklJWrKs?/X54FSH8PGvVaa1S7ap0gogXQpQ5n7rbvISv5d8EmkSWvZXmHVGuUbK4KhurlklLaFrcWEoQCVKJ4A96Z2t+rWmNDsOInyhKmhO0MNOAnOONx5Gfl7d6rZrrrFq7XRXHW8qDAHZloqSFY7cA8n5c0y13grSWeOPRx1Uwa96/af064u22Em5zkgp3D+1I/EcqP04+dV51RrHUus7r9pusqRJSokIYSdwSMHASkdv+yljSXTe/X+Gb0+tFqtK1bVXCcOHT6hlv7zh+mQPUipLs0awaODadKWxwSSClV1mJDktzjnZjKWUn2SM88k0BhJuUw2YyDTZQcyxMhPLS4yhhSEBsoWM5GPU+p59u9YI+wMlavDU9u54PPPp/FNPfqPZ2bdHiyrfHV/Zm9SnACNqgcrQo9uMpKe3BNMJtG3hxYSfUe9da241TEcA5jgSuy03SREkLPlS26koWhaQUkYxk?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?/spe09qOZNsEixF1SJEQb2fdbJPmT+B5+hNZzVRPEeQ20ojaoF1xWSfcn5fKmiqU5ZpyHYjzLbrGXG3HDtSoY5GD3zyAPXGKZAMZ0U2SIVbchFwNR+qevTXX156d6wt+rLLJWJdukeLtSSEuo/XQfkU5Br6zdPtcWTqJpC2avsMkOxbiwlwe6F4AWg/NJyK+Pr78V1pq7RGE+FJRvb2qGUK/WQfbn/AF5q03wNda3tK31/p1e5qDaru4HIocJHgPnglJPASeMj6H0NSqCr5Ly1x0KlwsAjyk6+C+gqXCBzWKnM1zeIkeRKwcADIr0KwklSgABnmtGHg7JQaSti1pKcFOcnB+mPb1r5o/GT0ruHSrqE5e7QhY0zqHxJDCQfIw6Tl5nHtnzD/sr6J6j1Xp3Sdtdu+pLzGt0VkArcfWE/sHcn5DmqjfEL1msnXvSUvQWh7G1NjIktlNzlHw?/CcSc?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?/MONgKJO1I3ZSAew7DsPamz11+LDodqfTqNNaS6k9O70iQ4h11c/UcdqMlSFZQFNlYU7hQCtpwk4AO4ZFUV6C/Bk51v6Mar1VpgCRq3S10bbatqJCQ3PjlhK1shZGEOZJKTnaeEnbnI1dNvhw6d9ReknVXV9/st7sV/6fOQo6YaXg2kOuvKbcS6hSNwUnaRjIwRzXplHRGipmwNlcctgHG2by2AHzssbXulxZsgeMufwPjvvdSrddQ2G+zDcbt1p0FKkYwFOaqiEISOyUjfhKQOAkYAHAGK4hL0ZnH+yx08//ALRE/wCvSX8THRn4Hvhzn3np4/P6iP61YsybjbmdzTkRbjgV4IccCAQCpJB9gfWvHfhX6CvdQOjOoot51GrpV1mhCFAmGU0Jduv6hubivq2bPOcthOM70OD0GYTsDpXuLnudc?+J/ssI/gOjleb5j55v7JVVM0YgZc6s9PAP/AN0RP+tSRqDqp0s6esouJ1VataXxBDkKxWN4yGXVjlJkysBpDecZQ2pbiuwABKg5pHwK9FJXxCw?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?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?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?/kklmAEJAxwOB9Pat7UbacEUr/ZcelAjc9qx8tc+QkuN1pYo2sAawaLlYj4PalKPH7DFZMR8Y8ua7kBpvBUpI+pqrnmJUxrLBEaLtOSO9K0NrBFJhlJSCWkeIQMjHFdMWRLWgbmvDWO+Dmq+W7xclPRttunVCUCBjjHvSq3IZQMqdT+Bppx1yVYC3Dj2pdtxQANwBP0qjnjDdbp8EBLTD61qCksKUPZfAruZLyj5loQPQJH+Ok9hwIT941u+1JGPNVY8ElcMgCWGUsJO9wbj8yTSmxcvAT+gaQDjjimv9vSBkuAfU1iq9MsglbyU4HvSOW47BQpZAnm1dnV/wBsWpP0OBW1NzQT5nfxJqN5GtY8fOJWcUg3Lqcyyk4ePHtihuF1E57rVAkDipifu8dvlTyf20kzdWQWMpKgFD+NmoBu?/V4IziX+HtTHvHVd98lIcccSfbtV1ScIVExBcLJgtDfeKsu91EiNuKR9pbGPnRVQXtfXNbhUkMgH3JzRV4OBdEjNB4pIV8TbR7aLUP8AlH/RVqX8SiF9tGq/5w/0dQdRXtwwmjH8n3Kx3Of4qZ3fiHadPOkVJ+X27/R1zp6/KZlNTYum1IeaWlxBMzOFDkfqVEFFPMoYIyHMbZHOeRa6la+dbmrncJM2JpgRBIWV7DLDmwnlWDsHrk?/LNaW+r1qZheC1pN5T5O5chdwypf8A8PgfIVF9FTs7gmOW062UiL6t57WM/jKz/wBGtLvVNx07halJIBGftG7+lNMGiu81y5ym+CkwdY1htxH5i2eKlCV7JWMlPrjb34/nrbG6xw4y950wtZPcmYO//qVF1FNyfxBldskGmiLxIWgkKaInxCQ42QdGqV24+34/+3XYPiXjJGE6IUP+Uf8ARVBdFV7sKpHm7mfc+qmid7RYFTwn4nWUdtFL/wCcf9FXv/dPtH+8pX/OI/zVQNRTf4LQ/wDX9z6o57/FTufibbP95Sh/yj/o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width="306px" alt="future"> Decentralization, article on the "Restructuring native authorities project" of Dr. Mildred Warner, Cornell University contains a variety of articles on decentralization tendencies and theories. Deconcentration, the weakest form of decentralization, shifts duty for decision-making, finance and implementation of certain public functions from officers of central governments to these in current districts or, if essential, new ones beneath direct management of the central government. AsymmetryDecentralization? could additionally be uneven and "uneven" given anybody country's population, political, ethnic and different forms of variety. In many nations, political, economic and administrative duties could additionally be decentralized to the bigger city areas, whereas rural areas are administered by the central government. Decentralization of obligations to provinces may be restricted solely to these provinces or states which want or are able to dealing with responsibility.

“A substantial divide has continued between typical finance and decentralised finance,” says Alejandro Gutierrez, co-founder and CEO of Defactor Labs, a blockchain-based credit market that hyperlinks financiers with investors seeking alternatives in DeFi?. Information technology encompasses computers and computer networks, in addition to data distribution technologies such as tv and telephones. The whole pc industry of pc hardware, software program, electronics, internet, telecommunications gear, e-commerce and computer providers are included. Emmanuelle Auriol and Michel Benaim write concerning the "comparative benefits" of decentralization versus authorities regulation in the setting of requirements. The European Union follows the precept of subsidiarity, which holds that decision-making should be made by probably the most native competent authority.


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Last-modified: 2023-10-12 (木) 18:25:34 (210d)