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Doug I. Jones

Doug I. Jones

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<h1>{9 {Ways|Methods} To Earn Free Cryptocurrencies|{How To|The {Way|Method|Means} To|Tips On How To} Earn Free Crypto In July 2023}</h1>

<p>Read more about <a href="https://layerzero.network">you will get a free cryptocurrency from our partners</a> here.</p>
<p>{Due to {the popularity|the recognition} of cryptocurrency, {numerous|quite a few} {individuals|people} are {searching for|looking for|trying to find} means {to acquire|to accumulate|to amass} free crypto. Here are seven {methods|strategies} one can use to earn cryptocurrency {without|with out} having {to invest|to take a position|to speculate} {your own|your personal|your individual} {money|cash}, {including|together with} crypto {faucets|taps}, airdrops, staking, bug bounties and {more|extra}. If you’re {looking to|trying to|seeking to} earn free cryptocurrency, {you have|you've|you {could|might|may} have} {a {number|quantity} of|numerous|a {variety|selection} of} {options|choices}, from {the usual|the standard|the {same|similar|identical} old} suspects at brokerages and exchanges {offering|providing} freebies to {the unusual|the weird|the bizarre}, {such as|similar to|corresponding to} airdrops and surveys. As {you work|you're employed} {through|via|by way of} your free {options|choices}, {however|nevertheless|nonetheless}, {make sure|ensure|make certain} you’re working with {a reputable|a good} {partner|companion|associate} or it {just|simply} {may be|could {also|additionally} be} them who {gets|will get} your cryptocurrency {for free|free of charge|at no cost}. None {of these|of those} {cards|playing cards} {charge|cost} an annual {fee|payment|charge}, so {it's|it is} worthwhile {to keep|to maintain} one open {for {a long|an extended|a protracted} time|for {a very|a really} {long|lengthy} time} {if you|should you|when you}'re {looking to|trying to|seeking to} earn free crypto.|Some {websites|web sites} and apps {offer|supply|provide} {users|customers} {the opportunity|the chance} to earn cryptocurrency rewards by {completing|finishing} surveys or {participating|collaborating|taking part} in market {research|analysis}. Websites like Swagbucks {offer|supply|provide} crypto rewards for {completing|finishing} {tasks|duties}, {such as|similar to|corresponding to} watching {videos|movies}, answering surveys and {playing|enjoying|taking {part|half} in} {games|video games}. However, one {must|should} {exercise|train} {caution|warning} {while|whereas} {engaging|partaking|participating} in any {activity|exercise} on such {websites|web sites}. Some cryptocurrency exchanges {offer|supply|provide} bonuses {when you|whenever you|if you} {sign up for|join} {the first|the primary} time or refer a {friend|good friend|pal} {using|utilizing} your referral {link|hyperlink}. Freecash&nbsp;{partners|companions} with market {research|analysis} {companies|corporations|firms} {to provide|to offer|to supply} {simple|easy} {tasks|duties} like {online|on-line} {offers|provides|presents} and surveys {that you can|you could|that you could} {complete|full} in your spare time to earn rewards. You'll earn Freecash {coins|cash} – Freecash's digital {currency|foreign money|forex}, {which you can|which {you'll|you will|you may} {be able|have the ability|find a way} to|which you'll} {cash|money} in for cryptocurrency, {gift|present|reward} {cards|playing cards}, and {other|different} free stuff.}</p>
<p>{You don’t {need to|have to|must} {invest in|spend {money|cash} on|put {money|cash} into} an {expensive|costly} crypto mining {right|proper}, {and you|and also you} don’t {need to be|have to be|must be} a cryptocurrency {expert|professional|skilled} to get free cryptocurrency like this. The {entire|complete|whole} system is encrypted, and the transactions are validated when the encryption is  solved by mining {software|software program}. The verified block is then added to {the public|the {general|common|basic} public} ledger, creating {a chain|a sequence|a series} of blocks that make up the ledger, which is {where|the place} the {term|time period} “blockchain” comes from. When a block of transactions is {completed|accomplished}, miners work to validate {the data|the info|the information} as {quickly|shortly|rapidly} as {possible|potential|attainable}.|Investors will deposit their funds {into a|right into a} crypto {interest|curiosity} account and earn {either|both} {a fixed|a {hard|exhausting|onerous} and fast|a set} or variable APY. Some crypto {interest|curiosity} accounts are {flexible|versatile}, {which means|which suggests|which implies} {investors|buyers|traders} can withdraw their tokens at any time. Others are {fixed|fastened|mounted}, {which means|which suggests|which implies} a {minimum|minimal} lock-up {period|interval} {must be|have to be|should be} agreed to. For {instance|occasion}, {investors|buyers|traders} {will {need|want} to|might {want|need} to} {hold|maintain} Tron tokens for seven days. EToro {offers|provides|presents} {a fair|a good} sharing system, {where|the place} rewards are {based|based mostly|primarily based} on the loyalty tier of the {user|consumer|person}. For {example|instance}, diamond and platinum members {receive|obtain} 90% of the staking rewards generated.}</p>
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alt='free distribution of cryptocurrency coins' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='40{0|1|2|3|4|5|6|7|8|9}px'/></figure></a>|<a href="https://layerzero.network"><figure><img 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' alt='free distribution of cryptocurrency coins' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='40{0|1|2|3|4|5|6|7|8|9}px'/></figure></a>|<a href="https://layerzero.network"><figure><img 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' alt='free distribution of cryptocurrency coins' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='40{0|1|2|3|4|5|6|7|8|9}px'/></figure></a>}
<p>{Tracking your crypto holdings can {ensure that|make {sure|positive|certain} that|be {sure|positive|certain} that} your {assets|belongings|property} are {earning|incomes} you {more than|greater than} they {cost|value|price} you. When holding {initial|preliminary} coin {offerings|choices} (ICO) to launch {a new|a {brand|model} new} crypto coin, {companies|corporations|firms} {sometimes|typically|generally} {offer|supply|provide} crypto giveaways in what {is {known|recognized|identified} as|is called|is named} an airdrop. People who can get in on the airdrop {may|might|could} {experience|expertise} {developers|builders} sending free  crypto {directly to|on to} their cryptocurrency wallets.|Surveys and quizzes aren't {the only|the one} {ways|methods} to earn free crypto — {you can also|you {may|might|could} also|you can even}&nbsp;get rewarded by {playing|enjoying|taking {part|half} in} {mobile|cellular|cell} {games|video games}. So {whether|whether or not} {you're|you are} into {strategy|technique}, crossword puzzles, or {fighting|preventing|combating} your {way to|method to|approach to} victory in an anime world, {you can find|yow will discover|you'll find} a {game|recreation|sport} {where|the place} {you can|you'll {be able|have the ability|find a way} to|you {possibly|probably|presumably} can} win free crypto prizes. However, long-term {investors|buyers|traders} {may|might|could} {want to|need to|wish to} {choose|select} to {exchange|trade|change} any altcoins earned for {something|one thing} like Bitcoin or Ethereum. But {remember that|keep in {mind|thoughts} that|do not {forget|overlook|neglect} that} {trading|buying and selling} {coins|cash}&nbsp;falls {under|beneath|underneath} taxable {income|revenue|earnings}, so {you'll|you will|you may} {want to|need to|wish to} {keep|maintain|hold} {track|monitor|observe} of your {activity|exercise} for tax {purposes|functions}. Similarly, {you could|you can|you would} earn sign-up bonuses of {stock|inventory} in {exchange|trade|change} for opening {a new|a {brand|model} new} {stock|inventory} brokerage account, {specifically|particularly} {one that|one which} {also|additionally} {provides|offers|supplies} a cryptocurrency {exchange|trade|change}. Then, {once|as {soon|quickly} as} {you've|you've got|you have} {received|acquired|obtained} your&nbsp;free {stock|inventory}, {you can|you'll {be able|have the ability|find a way} to|you {possibly|probably|presumably} can} {sell|promote} it and use the proceeds {to buy|to purchase} crypto.}</p>
<p>{Those that {seek|search} {higher|greater|larger} returns {might|may|would possibly} {consider|think about|contemplate} Mask Network or Smooth Love Potion, {which come with|which include} an APY of 141% and 127% respectively. OKX {also|additionally} {offers|provides|presents} an APY of 10% on {popular|well-liked|in style} stablecoins like USD Coin and Tether. This {means that|signifies that|implies that} {users|customers} can earn free crypto rewards {without|with out} {taking on|taking over|taking up} {the risk|the danger|the chance} of volatility.|Some {users|customers} {suggest|recommend|counsel} that Presearch {shows|exhibits|reveals} you fewer {ads|advertisements|adverts} than Google {and gives|and provides|and offers} you {more|extra} {privacy|privateness}. However, your search {results|outcomes}  {might not|won't|may not} match {the quality|the standard} of {the results|the outcomes} {you'll|you will|you may} get when {using|utilizing} Google. If you {want to|need to|wish to} {become|turn out to be|turn into} an {author|writer|creator}, {you'll|you will|you may} submit an {author|writer|creator} {application|software|utility} and be notified of {whether|whether or not} or not {you've|you've got|you have} been accepted {within|inside} 24 hours. Then, {once you|when you} {start|begin} writing articles, {you'll|you will|you may} {get paid|receives a commission} as readers tip you on {the site|the location|the positioning}. Crypto Tax-Loss Harvesting can {save you|prevent} {thousands|hundreds|1000's} {on your|in your} tax {bill|invoice} — {here's|this is|here is} {how you can|how one can} get {started|began}. More than 300,000 {investors|buyers|traders} use CoinLedger to take the stress out of tax season.}</p>
<p>{Also, {if you|should you|when you} {trade|commerce} cryptocurrency {through|via|by way of} BlockFi, {you will|you'll} earn {0|zero}.25% {back|again} in Bitcoin on all eligible trades. You {will also|may also|may even} earn {3|three}.5% {back|again} in Bitcoin {during|throughout} your first three months {of having|of getting} {the card|the cardboard} {up to|as {much|a lot} as} $100 {worth|value|price} of Bitcoin {and will|and can} earn 2% {back|again} in Bitcoin {for every|for each} {purchase|buy} over $50,000 {annually|yearly}. Coinbase {is {one of|certainly one of|considered one of} the|is {among|amongst} the|is {likely|doubtless|probably} {one of|certainly one of|considered one of} the} largest cryptocurrency exchanges {in the world|on the earth|on the planet}. That {said|stated|mentioned}, {if you|should you|when you} do have {at least|a {minimum|minimal} of|no {less|much less} than} $100 to deposit, {you can use|you {should|ought to} use|you {need to|have to|must} use} this {other|different} {link|hyperlink} {to {sign|signal} up|to enroll} {directly|immediately|instantly} for SoFi Invest and {you will get|you'll get|you're going to get} a $25 {stock|inventory} bonus {that you can|you could|that you could} {sell|promote} and redeem for crypto. In the {table|desk} {below|under|beneath}, we’ve compiled {the best|one of the best|the most effective} {ways|methods} to get cryptocurrency signup bonuses as of January 2022.|Therefore, {it is {important|essential|necessary} to|it {is very|could be very|may be very} important|you will {need|want} to} {approach|strategy|method} crypto  {faucets|taps} with {caution|warning} and do your {research|analysis} {before|earlier than} {using|utilizing} them. One entrant {here|right here} is Freecash, which {offers|provides|presents} up surveys, {games|video games} or {other|different} paid {offers|provides|presents} {every day|daily|every single day}. While {you can get|you will get|you {may|might|could} get} your payouts in cryptocurrency, {you could|you can|you would} {also|additionally} take them as dollars {or even|and even} {gift|present|reward} {cards|playing cards}. The {site|website|web site} {may|might|could} {feel|really feel} a bit too “bells and whistles,” {but|however} {you can|you'll {be able|have the ability|find a way} to|you {possibly|probably|presumably} can} {still|nonetheless} earn free crypto.}</p>
<p>{This project {offers|provides|presents} free crypto rewards to {users|customers} for staking, lending, and yield farming {via|by way of|through} its simple-to-use platform. There are {many ways|some ways|many ways} to earn free crypto – from staking and {interest|curiosity} accounts to rewards-based {credit cards|bank cards}, cloud mining, {and faucets|and taps}. Those {wondering|questioning} {how to|the {way|method|means} to|tips on how to} earn cryptocurrency {without|with out} {investment|funding} {might|may|would possibly} {consider|think about|contemplate} {obtaining|acquiring} a rewards-based {credit card|bank card}. There are {several|a {number|quantity} of} {options|choices} {in the market|out there|available {in the|within the} market}, {each|every} of which {offers|provides|presents} cashback rewards on real-world purchases. This operates like {a traditional|a standard|a conventional} cashback {credit card|bank card} {but|however} rewards are paid in crypto.|Therefore, {you {need|want} to|you should|you have to} {be sure|make sure|ensure} an airdrop is {conducted|carried out|performed} by {reputable|respected} {brands|manufacturers} or {developers|builders} {before|earlier than} getting {involved|concerned}. Even at that, {you will need|you'll need|you will want} a {bit of|little bit of} luck to {get involved|become involved|get entangled} in a {profitable|worthwhile} airdrop. An airdrop is a hassle-free {method|technique|methodology} of getting free crypto that {seems|appears} {more|extra} like a giveaway. Airdrops generate {tremendous|super|large} {interest|curiosity} and adoption of a crypto token {ahead|forward} of its launch. The {process|course of} {involves|includes|entails} distributing cryptos to {interested|fascinated|involved} {participants|individuals|members} {for free|free of charge|at no cost}.}</p>

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