It aims to provide users with a seamless and secure experience across blockchain networks. The ssw crypto project operates on Binance Smart Chain (BSC), Polygon Network, and Ethereum, allowing token holders a wide range of opportunities. The 50-day SMA is calculated by adding together Bitcoin’s closing prices in the last 50 days, and dividing the total by 50. In the ever-evolving world of cryptocurrency investment, having knowledge about each coin’s distinctive features is essential.
What is the 24 hour trading volume of Seesaw?
Moving averages are among the most popular Seesaw price prediction tools. As the name suggests, a moving average provides the average closing price for SSW over a selected time frame, which is divided into a number of periods of the same length. For example, a 12-day simple moving average for SSW is https://www.xcritical.com/ a sum of SSW’s closing prices over the last 12 days which is then divided by 12.
What will the price of SSW be in 2030?
Based on multiple technical quantitative indicators, the current forecast for Seesaw in 2024 is neutral. However, it’s important to consider both technical factors (price history) and fundamental factors (on-chain activity and development) before making the decision to buy Seesaw or not. Seesaw Token offers more than just investment potential; it also opens up new avenues for passive income through redistribution. For investors who want to experience the dynamic cryptocurrency space while mitigating volatility risks, Seesaw Token is undoubtedly an option worth exploring.
SSW Markets on Crypto Exchanges
The content published on this website is not aimed to give any kind of financial, investment, trading, or any other form of advice. BitDegree.org does not endorse or suggest you to buy, sell or hold any kind of cryptocurrency. Before making financial investment decisions, do consult your financial advisor.
Understanding the Seesaw Token: A New Powerhouse in Crypto
As crypto investors have repeatedly seen with Solana, Avalanche, and Polkadot, getting in early on a cryptocurrency can result in massive rewards. Solana’s price increased by over 11,000 percent last year, establishing it as a significant player in the cryptocurrency world. Bitcoin remains a proof-of-work cryptocurrency, which means that mining it is extremely time-consuming and energy-intensive. An overview showing the statistics of Sick Sad World, such as the base and quote currency, the rank, and trading volume.
View the total and circulating supply of Sick Sad World, including details on how the supplies are calculated. It’s also important to pay attention to the color of the candle – a green candle means that the closing price was higher than the opening price, while a red candle tells us the opposite. Some charts will use hollow and filled candlestick bodies instead of colors to represent the same thing.
DR (Domain Rating) metric is a sign of the project’s website reputability that is ranked from 0 to 100 (the higher the rank, the better reputability). Organic Traffic – is a metric of how many monthly users visit the project’s website via search engines. All these metrics are used for determining active or passive projects despite the artificial hype. These are the project’s quantitative metrics of its official GitHub Public Repositories that can be used to trace regular or artificial development activity, growth & popularity of the project. These are the project’s quantitative metrics of its Organizational GitHub Public account that can be used to trace regular or artificial development activity & growth within the project.
- The project operates on Binance Smart Chain (BSC), Polygon Network, and Ethereum, allowing token holders a wide range of opportunities.
- Its fair distribution system, deflationary nature, and incentivizing mechanisms give it an edge, making it stand out in the crowded crypto market.
- All these metrics are used for determining active or passive projects despite the artificial hype.
- Solana’s “wormhole bridge” currently only connects its blockchain to Ethereum.
- Investing now could result in significant gains and because Seesaw Protocol is still only in presale it can’t come down in value.
This is in contrast to Ethereum (ETH), the world’s largest blockchain for smart contracts, where transactions can cost up to $100 and take several minutes to complete. Most crypto wallets that support fiat-to-crypto purchases don’t directly handle payments but instead use third-party payment processors. Check and make sure you are okay with their fees before making purchases. Before engaging in crypto trading, please consult with a financial advisor to ensure it aligns with your financial goals and risk tolerance. To trade cryptocurrency on Pancakeswap V2, you need to visit the official exchange website. Although, Solana does come with a higher risk, so keep that in mind before making a purchase.
Conversely, a drop below an important moving average is usually a sign of weakness in the SSW market. BitDegree aims to uncover, simplify & share Web3 & cryptocurrency education with the masses. Join millions, easily discover and understand cryptocurrencies, price charts, top crypto exchanges & wallets in one place. Publicly circulating amount of specific cryptocurrency coins/tokens that were mined or issued to date, and are not locked/staked (are available to be traded publicly).
However, Ethereum’s proof-of-work structure results in high transaction costs and a slow network, which will be a hindrance unless quickly improved. Non-fungible tokens (NFT) are also thriving on Solana, enabling developers to fund projects through a variety of means, including games and decentralised finance products. Developers can create disruptive products due to low development costs. Recently, Solana Pay was announced, allowing customers to pay merchants on the Solana blockchain using Solana or a stablecoin like USDC — which is pegged to the US dollar. Seesaw Protocol has recently launched its presale, providing investors with an excellent opportunity to buy before it before the possibility of tremendous growth.
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Ethereum, the second most popular cryptocurrency, is the primary competitor to Bitcoin. While the two cryptocurrencies are similar in many ways, Ethereum outperforms Bitcoin in several critical areas. While Bitcoin is still the most popular cryptocurrency at the moment, Ethereum (ETH), Solana (SOL), and Seesaw Protocol (SSW) may outperform it in terms of rate of return in 2022.
According to our historical data, it is currently profitable to invest in Seesaw. Over the past 7 days, Seesaw price was most positively correlated with the price of and most negatively correlated with the price of . Seesaw Protocol (SSW) shows that it believes in the crypto world’s future, as they will donate 1% of its marketing funds to international educational institutions.
First and foremost, Biswap tries to stand out with its lower transaction fees vis-a-vis other decentralized exchanges. For example, Biswap claims that it levies only a 0.1% fee compared to 0.25% on Pancakeswap, 0.3% on Mdex, Apeswap, and other BSC DEXes. 0.05% is returned to liquidity providers as a reward, and 0.05% is used for BSW token burning. Biswap reserves the right to increase this fee in the future and add an allocation to the team. The top spot exchange by buy/sell volume for the last 24h is PancakeSwap (V2) with wbnb trading pair. Seesaw Token (SSW) is a fully decentralized and multi-chain DeFi platform that offers swap, leverage, and farming options.
![ssw 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)
Seesaw Finance provides a full list of the services needed for users, who would like to manage crypto assets on the most popular blockchains and p2p exchanging services in a decentralized and open way. Make sure you have enough blockchain native tokens, such as ETH on the Ethereum blockchain, to pay for transaction fees. Also, pay attention to slippage and adjust slippage tolerance according to your preferences. The best place to store the crypto you have bought is in wallets outside the exchange. The first choice is a hardware wallet, and then you can go with the official coin wallet and third-party software wallets.As BEP-20 Token Seesaw can be stored on any wallet which supports BNB Coin. Bitcoin news portal providing breaking news, guides, price analysis about decentralized digital money & blockchain technology.
One of the key aspects to note about Seesaw Token is that it strives to bridge the gap between the conventional investment world and the crypto universe. It follows a straightforward model, making it easy for even first-time investors to understand how the model works. The cryptocurrency’s market Price changes in percent within the last 24 hours (1 day). According to an in-depth review process and testing, Ledger and Trezor are one of the safest and most popular hardware wallet options for keeping Seesaw.
One that demonstrates how the evolution of cryptocurrencies creates value. As the forefather of all cryptocurrencies, Bitcoin is constrained by its proof-of-work (PoW) system, which makes it slow and expensive. Currently, the Seesaw Fear & Greed Index stands at 69, which means that investors’ sentiment is in the so-called Greed zone. The table above shows the number of days which Seesaw closed above a certain price level. Get the latest crypto news and latest trading insights with the CoinMarketCap blog. Seesaw Finance is a multi-chain, decentralized, non-custodial ecosystem of DeFi products, protocols, and use cases.
According to its creators, SSW’s platform enables users to conduct cross-chain swaps at the best possible rates using multiple solutions. Solana’s “wormhole bridge” currently only connects its blockchain to Ethereum. Seesaw Protocol, on the other hand, will function as a true cross-chain connector, between Binance’s Smart Chain, Polygon, and Ethereum. In Q1 2022, the Seesaw Token was created on the Binance Smart Chain, followed by a pre-sale. In Q2 2022, the project will launch on Pancakeswap and introduce the Seesaw Multi-Chain Bridge and Swap. Q will see the deployment of the Seesaw Token on Ethereum and Polygon networks, further expanding its reach and accessibility.
The quantity of all coins/tokens that have ever been issued (even if the coins are locked), minus all coins/tokens that have been removed from circulation (burned). Finally, Biswap provides an IDO Launchpad that allows other blockchain projects to launch their token through Biswap. The DEX claims it has more than 300,000 active DEX users and incentivizes new projects to participate with its $10 million incentive program. The Solana blockchain, which supports smart contracts, is attracting huge numbers of developers – and with good reason. On Solana, transactions are extremely affordable and take only a few seconds to complete.
Some candlestick formations are seen as likely to forecast bullish price action, while others are seen as bearish. Many cryptocurrency traders pay close attention to the markets when the current Seesaw price crosses an important moving average like the 200-day SMA. At this moment, we can’t calculate the market cap as we don’t have the best approximation of the circulating supply. However, using the total supply as of Nov 07, The market capitalization of Seesaw will be $286 Thousand. 50-day, 100-day and 200-day moving averages are among the most commonly used indicators in the crypto market to identify important resistance and support levels. If the SSW price moves above any of these averages, it is generally seen as a bullish sign for Seesaw.