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Ethereum's Layer 2 Solutions: Polygon

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  Introduction Polygon's goal is to create a more generalized scaling solution; when it comes to scaling, there are two main methods: layer 2 scaling and side chains. Layer 2 scaling is dependent on the primary layer's security. The most popular options are the Ethereum blockchain, plasma, optimistic roll-ups, and zK roll-ups. Side chains usually rely on their security models by having a separate consensus mechanism. Matic pos chain or x-die are good examples. Polygon crypto aims to create an ecosystem that makes connecting multiple scaling solutions easy. Everything from side chains with different consensus mechanisms to layer two options such as plasma optimistic, roll-ups, and zk roll-ups.  Consider the existing matic scaling solutions, pos, and plasma chains, as one of many scaling alternatives accessible in the whole  polygon  ecosystem. Polygon also offers a framework that allows new companies to easily construct their own highly configurable scaling solutions if that is

The Next Big Thing in Cryptocurrency: Polygon Matic

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  Polygon (MATIC) can be one of the lacking virtual properties to make your investment portfolio complete. In this article, we’re going to take an in-intensity to examine why you must not forget investing in Polygon, the pros and cons, and the necessities to appear out for to manual your decision. What is polygon MATIC? Polygon, formerly referred to as MATIC community, is an interchain scalability answer that offers an infrastructure for growing blockchain networks that may interface with every different. It intends to carry the adaptability and scalability of alt chains in conjunction with Ethereum’s security, liquidity, and interoperability. Polygon is also searching ahead to admit new roll-ups in its platform later on. One will distribute hundreds of off-chain exchanges collectively right into a solitary trade. At the same time, the alternative will run on the pinnacle of the Ethereum community to hurry up transactions. Ethereum  (ETH) is still the maximum efficiently applied blockc