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	<title>Solana (SOL) information</title>
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		<title>Comment acheter Solana (SOL) &#8211; €30 BONUS</title>
		<link>https://achetercrypto.com/comment-acheter-solana-sol-et-obtenir-une-bonification-de-e30/</link>
		
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		<pubDate>Sat, 03 Feb 2024 18:50:02 +0000</pubDate>
				<category><![CDATA[ACHETER DES CRYPTO-MONNAIES]]></category>
		<category><![CDATA[acheter Solana (SOL)]]></category>
		<category><![CDATA[comment acheter Solana (SOL)]]></category>
		<category><![CDATA[Qu'est que c'est Solana (SOL)]]></category>
		<category><![CDATA[Solana (SOL)]]></category>
		<category><![CDATA[Solana (SOL) binance]]></category>
		<category><![CDATA[Solana (SOL) cryptomonnaie]]></category>
		<category><![CDATA[Solana (SOL) francais]]></category>
		<category><![CDATA[Solana (SOL) information]]></category>
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					<description><![CDATA[<p>COMMENT ACHETER Solana (SOL) EN BINANCE ET OBTENIR UNE BONIFICATION DE €30 (SEULEMENT 3 ÉTAPES) Binance  est l&#8217;un des plus grands échanges de crypto-monnaie de la planète. Il a grandi rapidement après son lancement en 2017 et a même maintenant son propre jeton, Binance Coin. C&#8217;est l&#8217;un</p>
<p>L’article <a href="https://achetercrypto.com/comment-acheter-solana-sol-et-obtenir-une-bonification-de-e30/">Comment acheter Solana (SOL) &#8211; €30 BONUS</a> est apparu en premier sur <a href="https://achetercrypto.com">AcheterCrypto</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div>
<h1 style="text-align: center;"><span style="color: #000000;"><u><span style="font-family: arial;">COMMENT ACHETER Solana (SOL)<br />
EN BINANCE ET OBTENIR UNE BONIFICATION DE €30 (SEULEMENT 3 ÉTAPES)</span></u></span></h1>
<h1 style="text-align: center;"><img fetchpriority="high" decoding="async" class="alignnone wp-image-2786" src="https://achetercrypto.com/wp-content/uploads/comment-acheter-Solana-SOL-.png" alt="" width="300" height="300" srcset="https://achetercrypto.com/wp-content/uploads/comment-acheter-Solana-SOL-.png 200w, https://achetercrypto.com/wp-content/uploads/comment-acheter-Solana-SOL--150x150.png 150w" sizes="(max-width: 300px) 100vw, 300px" /></h1>
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<div style="text-align: center;"><span style="font-size: large;"><a href="https://www.binance.com/fr/register?ref=25100706" target="_blank" rel="noopener noreferrer">Binance</a>  est l&rsquo;un des plus <a href="https://www.binance.com/fr/register?ref=25100706" target="_blank" rel="noopener noreferrer">grands</a> échanges de <a href="https://www.binance.com/fr/register?ref=25100706" target="_blank" rel="noopener noreferrer">crypto-monnaie</a> de la planète. Il a grandi rapidement après son lancement en 2017 et a même maintenant son propre jeton, Binance Coin. C&rsquo;est l&rsquo;un des meilleurs endroits pour acheter et échanger certaines des crypto-monnaies alternatives les moins connues &#8211; elles ont une vaste gamme qui change constamment avec l&rsquo;ajout de nouvelles crypto-monnaies et le retrait des anciennes.</span></div>
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<div style="text-align: center;"><img decoding="async" class="aligncenter" src="https://public.bnbstatic.com/static/images/common/ogImage.jpg" alt="Bitcoin Exchange | Exchange de Criptomonedas | Binance" width="640" height="360" /></div>
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<h3 style="text-align: center;"></h3>
<h3 style="text-align: center;"><u><span style="font-family: arial; font-size: xx-large;">ÉTAPE 1: INSCRIPTION</span></u></h3>
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<div><span style="font-size: large;">Pour commencer, vous devez vous rendre sur la <a href="https://www.binance.com/fr/register?ref=25100706" target="_blank" rel="noopener noreferrer">page</a> d&rsquo;  <a href="https://www.binance.com/fr/register?ref=25100706" target="_blank" rel="noopener noreferrer">accueil</a>  et cliquer sur «S&rsquo;inscrire». Vous serez redirigé vers une page d&rsquo;inscription où vous devrez remplir les champs: email et mot de passe. Un e-mail de vérification vous sera envoyé; cliquez sur le lien pour activer votre compte. Nous vous conseillons également de configurer 2FA.</span></div>
<p><span style="font-size: large;"><b>IMPORTANT:</b>  POUR OBTENIR €30 EN BTC LORSQUE  VOUS VOUS INSCRIVEZ À  <a href="https://www.binance.com/fr/register?ref=25100706" target="_blank" rel="noopener noreferrer">BINANCE,</a> FAITES-LE À  <a href="https://www.binance.com/fr/register?ref=25100706" target="_blank" rel="noopener noreferrer">PARTIR DE CE LIEN</a> . EN CONFIRMANT VOTRE EMAIL, VOUS RECEVREZ LA RÉCOMPENSE.</span></p>
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<div class="separator" style="text-align: center;"><a href="https://www.binance.com/fr/register?ref=25100706" target="_blank" rel="noopener noreferrer"><span style="font-family: arial;"><img decoding="async" class="aligncenter" src="https://1.bp.blogspot.com/-jGauRT5ANdA/XtlssiovkvI/AAAAAAAAAPs/Abv3-RX6AnsL7qDF55srbFQwhyeONaUnACK4BGAsYHg/w640-h306/step1.JPG" width="640" height="306" border="0" data-original-height="758" data-original-width="1583" /></span></a></div>
<h3 style="text-align: center;"><u><span style="font-family: arial; font-size: xx-large;">ÉTAPE 2: DÉPÔT DES FONDS</span></u></h3>
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<div><span style="font-family: arial; font-size: large;">Binance permet désormais d&rsquo;acquérir de la crypto-monnaie avec une carte de crédit, un service relativement nouveau. Les autres devises disponibles par carte de crédit sont Ripple, Ethereum, Litecoin et Bitcoin Cash. Une fois que vous en avez acquis un, vous pouvez les échanger contre n&rsquo;importe quelle autre crypto-monnaie sur la plate-forme.</span></div>
<div><a href="https://www.binance.com/fr/register?ref=25100706" target="_blank" rel="noopener noreferrer"><span style="font-family: arial;"><img loading="lazy" decoding="async" class="aligncenter" src="https://image.binance.vision/editor-uploads%2F1561008777808-1561008777808.jpeg" alt="Dépôt Cómo à Binance | Académie Binance" width="640" height="351" /></span></a></div>
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<h3 style="text-align: center;"><u><span style="font-family: arial; font-size: xx-large;">ÉTAPE 3: ACQUÉRIR LA CRYPTO-MONNAIE</span></u></h3>
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<div><span style="font-family: arial; font-size: large;">En fonction de votre niveau d&rsquo;expérience, vous pouvez choisir entre la version de base ou avancée. Si vous ne savez pas grand-chose sur la plate-forme Binance, nous vous recommandons d&rsquo;utiliser la version de base. Cliquez sur crypto-monnaie puis remplissez le ticket pour effectuer l&rsquo;échange.</span></div>
<div><span style="font-family: arial;"><a href="https://www.binance.com/fr/register?ref=25100706" target="_blank" rel="noopener noreferrer"><img loading="lazy" decoding="async" class="aligncenter" src="https://image.binance.vision/uploads-thumbnails/vBWThnJEjkiPg0l5Auh4.png" alt="Tutoriels - Catégorie | Académie Binance" width="640" height="360" /></a></span></div>
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<h2><u><span style="font-size: xx-large;">Pourquoi acheter </span></u><span style="color: #333333;"><u>Solana (SOL)</u></span></h2>
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<h2><u><span style="color: #3367d6;"><span style="font-size: xx-large;">Qu&rsquo;est-ce que </span><span style="font-size: xx-large;">Solana (SOL)?</span></span></u></h2>
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<p class="jsx-376140997">Fondé par d&rsquo;anciens ingénieurs de Qualcomm, Intel et Dropbox à la fin de 2017,  <strong>Solana est un protocole de preuve de participation délégué à chaîne unique </strong> qui vise à fournir une  <strong>évolutivité sans sacrifier la décentralisation ou la sécurité </strong> .</p>
<p class="jsx-376140997">Au cœur de la solution de mise à l&rsquo;échelle de Solana est une horloge décentralisée  <strong>appelée Proof of History (PoH) </strong> , créée pour résoudre le problème du temps dans les réseaux distribués où il n&rsquo;y a pas de source horaire fiable unique. Grâce à l&rsquo;utilisation de <strong> fonctions de retard vérifiables </strong> , PoH permet à chaque nœud de générer localement des horodatages avec des calculs SHA256. Cela élimine le besoin de transmissions d&rsquo;horodatage sur le réseau, améliorant ainsi l&rsquo;efficacité globale du réseau.</p>
<p class="jsx-376140997">La mission de Solana est de <strong>prendre </strong>en  <strong>charge toutes les applications blockchain haute fréquence et à forte croissance et de démocratiser les systèmes financiers mondiaux </strong> .</p>
<p class="jsx-376140997">En substance, Solana propose:</p>
<ul>
<li><strong>Évolutivité </strong> : Solana est capable de prendre en charge  <strong>plus de 50 000 transactions par seconde </strong> , tout en maintenant des temps de blocage de 400 millisecondes.</li>
</ul>
<ul>
<li><span style="font-family: arial;"><span style="font-size: x-large;"><strong>Décentralisation </strong> : en utilisant le  bloc de </span>protocole de propagation  de  Turbine </span> , la plateforme peut prendre en charge des  <strong>milliers de nœuds </strong> tout en étant  <strong>efficace et évolutive </strong> .</li>
<li><strong>Performance économique </strong> : on estime que les coûts  <strong>des </strong> transactions réseau coûtent  <strong>10 USD pour 1 million de transactions</strong>  .<img loading="lazy" decoding="async" src="https://bitcoin.es/wp-content/uploads/2019/10/Solana-SOL-1280x720.png" alt="Qu'est-ce que et comment acheter Solana (SOL)? [MISE À JOUR juin 2020]" width="640" height="360" /><br />
<h2 id="2-solanas-key-features" class="jsx-3577857106 "><span style="color: #3367d6; font-size: xx-large;"><u>Principales caractéristiques de Solana</u></span></h2>
<p class="jsx-376140997"><span style="font-size: x-large;">La blockchain haute performance de Solana est construite à l&rsquo;aide de 8 innovations principales présentées ci-dessous:</span></p>
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<li><span style="font-size: x-large;"><strong>Test historique</strong></span>  : une horloge avant le consensus.</li>
<li><span style="font-size: x-large;"><strong>Tolérance aux pannes de la tour byzantine &#8211;</strong></span>  Une version optimisée du PoH de PBFT.</li>
<li><span style="font-size: x-large;"><strong>Turbine</strong></span>  &#8211; Un protocole de propagation de bloc.</li>
<li><span style="font-size: x-large;"><strong>Gulfstream</strong></span>  : protocole de transfert de transaction sans Mempool.</li>
<li><span style="font-size: x-large;"><strong>Sealevel</strong></span>  &#8211; Le premier runtime de contrat intelligent parallèle au monde.</li>
<li><span style="font-size: x-large;"><strong>Pipeline</strong></span>  : Unité de traitement des transactions pour validation.</li>
<li><span style="font-size: x-large;"><strong>Cloudbreak</strong></span>  : base de données de comptes à échelle horizontale.</li>
<li><span style="font-size: x-large;"><strong>Classeurs</strong></span>  : stockage distribué du grand livre .<span style="font-size: x-large;"><img loading="lazy" decoding="async" 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" alt="Binance Latam - Solana est venue à Binance! Notre ... | Facebook" width="640" height="358" /></span></li>
</ul>
</li>
</ul>
</div>
<h2><span style="color: #3367d6; font-size: xx-large;"><u>Test d&rsquo;histoire (PoH)</u></span></h2>
<p class="jsx-376140997">Un défi dans les réseaux distribués est de se mettre d&rsquo;accord sur l&rsquo;heure et la séquence dans laquelle les événements se sont produits, car les nœuds du réseau ne peuvent pas simplement se fier à une source de temps externe ou à un horodatage qui apparaît dans un message. Solana demande à tous les validateurs de résoudre en permanence les fonctions de délai vérifiables (VDF) basées sur SHA256. Un VDF nécessite un nombre spécifique d&rsquo;étapes séquentielles pour être évalué, mais produit un seul résultat qui peut être vérifié efficacement et publiquement.</p>
<p class="jsx-376140997">Les VDF ne peuvent être résolus qu&rsquo;avec un seul cœur de processeur appliquant un ensemble particulier d&rsquo;étapes séquentielles. L&rsquo;équipe note que puisque pour une fonction de hachage SHA256, le traitement parallèle est impossible sans une attaque par force brute utilisant des cœurs de 2¹²⁸, il n&rsquo;est pas difficile de définir exactement combien de temps ces étapes mettent à s&rsquo;appliquer.</p>
<p class="jsx-376140997">L&rsquo;implémentation spécifique de Solana utilise un hachage séquentiel qui s&rsquo;exécute sur lui-même en continu avec la sortie précédente utilisée comme entrée suivante. Avec la sortie de calcul de la fonction courante « X », un validateur sera en mesure de calculer la sortie pour la fonction suivante « Y ». Puisque le calcul est universel, ce qui signifie que tous les validateurs doivent résoudre la même fonction « X » et pourront dériver la sortie de la fonction « Y » suivante à peu près au même moment,  <strong>Solana peut créer une « horloge » synchronisée sur l&rsquo;ensemble réseau</strong>  .</p>
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<p class="jsx-376140997"><img loading="lazy" decoding="async" src="https://research.binance.com/static/images/projects/solana/image4.png" alt="produit" width="640" height="360" /></p>
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<p class="jsx-376140997"><span style="font-size: x-large;">L&rsquo;équipe estime également que  </span><strong>l&rsquo;utilisation de circuits intégrés spécifiques aux applications («ASIC») ne constituerait pas une menace importante pour la conception actuelle du PoH</strong>  , car un dispositif ASIC ne serait que 30% plus rapide qu&rsquo;un équipement à usage général. Une attaque de périphérique ASIC, selon l&rsquo;équipe de Solana, peut être traitée rapidement.</p>
<h2><span style="font-size: xx-large;"><u>Mécanisme de consensus de tolérance aux pannes de la tour byzantine (BFT)</u></span></h2>
<p class="jsx-376140997">La tour BFT  exploite le PoH de Solana comme l&rsquo;horloge avant le consensus pour réduire la surcharge et la latence de la communication.</p>
<p class="jsx-376140997">Chaque fois qu&rsquo;un nœud du réseau vote sur une branche particulière, le vote est limité à une période fixe de hachages, appelée slot. La configuration actuelle du réseau est d&rsquo;environ 400 ms pour un emplacement. <strong>Toutes les 400 ms, le réseau a un point de retour potentiel</strong>  , mais chaque vote suivant double le temps que le réseau aurait pour s&rsquo;arrêter avant de pouvoir annuler ce vote.</p>
<p class="jsx-376140997">Par exemple, chaque validateur a voté 32 fois au cours des 12 dernières secondes. Le vote d&rsquo;il y a 12 secondes aura désormais un timeout de 2³², soit environ 54 ans. En effet, ce vote ne sera jamais inversé par le réseau. Alors que le vote le plus récent a un timeout de 2 espaces, soit environ 800 ms. Au fur et à mesure que de nouveaux blocs sont ajoutés au registre, les anciens blocs sont susceptibles d&rsquo;être de plus en plus confirmés car le nombre de créneaux que les anciens votes doublent dans chaque créneau, soit toutes les 400 ms. La tour BTF offre la finalité puisqu&rsquo;une fois que les ⅔ des validateurs auront voté dans un certain ordre d&rsquo;événements, elle sera canonisée et ne pourra pas être inversée.</p>
<p class="jsx-376140997">Le <strong>réseau principal</strong> de Solana est  <strong>prévu pour fonctionner sur une preuve de participation déléguée (dPoS)</strong>  , dans laquelle les détenteurs de jetons peuvent participer au processus de production de blocs et gagner des récompenses pour chaque jeton de participation et devenir un validateur, ou déléguez vos jetons à des validateurs à faire confiance.</p>
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<div><img loading="lazy" decoding="async" src="https://cryptopotato.com/wp-content/uploads/2020/04/Copy-of-fed-4-1280x720.jpg" alt="Le prix de Solana (SOL) grimpe de plus de 300% après l'annonce de Binance ..." width="640" height="360" /></div>
<h2><span style="font-size: xx-large;"><u>Turbine</u></span></h2>
<p class="jsx-376140997">Plusieurs fois dans un système distribué, l&rsquo;augmentation du nombre de nœuds augmentera le temps nécessaire pour propager toutes les données vers tous les nœuds. <strong>La turbine est un protocole de propagation de bloc conçu pour résoudre ce problème</strong>  .</p>
<p class="jsx-376140997">Avec Turbine, si un nœud devait propager un message très volumineux à 1000 pairs, il ne transmettrait pas les informations 1000 fois de lui-même. Au lieu de cela, le  <strong>message serait divisé en très petits paquets</strong>  , transmettant chaque paquet à un validateur différent.</p>
<p class="jsx-376140997">À son tour, chaque validateur relaie le paquet à un groupe de pairs appelés  <strong>quartiers</strong>  . Chaque quartier est responsable de la transmission d&rsquo;une partie de ses données à chaque quartier voisin. Si chaque quartier est composé de 200 nœuds, un réseau à 3 niveaux, en commençant par un seul leader à la racine, peut atteindre 40 000 validateurs en 2 sauts.</p>
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<p class="jsx-376140997"><img loading="lazy" decoding="async" src="https://research.binance.com/static/images/projects/solana/image2.jpg" alt="produit" width="640" height="287" /></p>
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<p class="jsx-376140997"><img loading="lazy" decoding="async" src="https://research.binance.com/static/images/projects/solana/image3.jpg" alt="produit" width="640" height="287" /></p>
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<p class="jsx-376140997">Pour gérer les nœuds contradictoires qui pourraient choisir de ne pas retransmettre les données, le  <strong>leader génère  des codes d&rsquo;effacement Reed-Solomon</strong>  . Les codes d&rsquo;effacement permettent à chaque validateur de reconstruire le bloc entier sans recevoir tous les paquets. Si le leader transmet 33% des paquets du bloc en tant que codes d&rsquo;effacement, alors le réseau peut rejeter 33% des paquets sans perdre le bloc. Les dirigeants peuvent également ajuster dynamiquement ce nombre en fonction des conditions du réseau.</p>
<h3 id="24-gulf-stream" class="jsx-84609533 "><span style="font-size: xx-large;"><u>Gulf Stream</u></span></h3>
<p class="jsx-376140997">Pour chaque processus de production de blocs, les  <strong>prochains leaders du réseau seront</strong>  également déterminés en  <strong>fonction de leurs intérêts</strong>  . Les clients et les validateurs peuvent envoyer les transactions au leader attendu à l&rsquo;avance. Cela permet aux validateurs d&rsquo;exécuter les transactions plus tôt, de réduire les temps de validation, de changer plus rapidement les chefs de file et de réduire la pression mémoire sur les validateurs dans le pool de transactions brutes.</p>
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<p class="jsx-376140997"><img loading="lazy" decoding="async" src="https://bitcoin.es/wp-content/uploads/2019/10/Blockchain-Solana.png" alt="Qu'est-ce que et comment acheter Solana (SOL)? [MISE À JOUR juin 2020]" width="640" height="468" /></p>
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<h3 id="25-sealevel" class="jsx-84609533 "><span style="font-size: xx-large;"><u>Niveau de la mer</u></span></h3>
<p class="jsx-376140997">Sealevel est un <strong>moteur de traitement des transactions hyperparallèle</strong>  conçu pour évoluer  sur les GPU et les SSD. Notez que toutes les autres blockchains sont des ordinateurs à thread unique. Solana est la seule chaîne qui prend en charge l&rsquo;exécution de transactions parallèles (pas seulement la vérification de signature) en un seul morceau.</p>
<p class="jsx-376140997">La solution à ce problème repose largement sur une technique de pilote de système d&rsquo;exploitation appelée  <strong>scatter-pool</strong>  . Les transactions spécifient à l&rsquo;avance l&rsquo;état dans lequel elles vont lire et écrire pendant l&rsquo;exécution. Sealevel peut trouver toutes les transactions sans chevauchement qui se produisent dans un bloc et les exécuter en parallèle, ce qui est appelé exécution parallèle, tout en optimisant la planification des lectures et des écritures dans l&rsquo;état sur une matrice SSD RAID 0.</p>
<p class="jsx-376140997">Bien que Sealevel soit une machine virtuelle qui planifie les transactions, Sealevel n&rsquo;exécute pas réellement de transactions sur la machine virtuelle. Au lieu de cela, Sealevel fournit les transactions qui s&rsquo;exécuteront nativement sur le matériel en utilisant un <strong>bytecode</strong> éprouvé dans l&rsquo;industrie appelé le  <strong>Berkeley Packet Filter (BPF)</strong>  , qui est conçu pour les filtres de paquets hautes performances. Ce bytecode a été optimisé depuis le début des années 1990 et a été déployé en production sur des millions de commutateurs à travers le monde pour traiter 60 millions de paquets par seconde sur un réseau de 40 gigabits sur un seul commutateur.</p>
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<p class="jsx-376140997"><img loading="lazy" decoding="async" src="https://bitcoin.es/wp-content/uploads/2019/10/SOL-1024x259.png" alt="Qu'est-ce que et comment acheter Solana (SOL)? [MISE À JOUR juin 2020]" width="640" height="162" /></p>
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<h3 id="26-pipeline" class="jsx-84609533 "><span style="font-size: xx-large;"><u>Pipeline</u></span></h3>
<p class="jsx-376140997">Le processus de validation des transactions sur le réseau Solana utilise largement une  <strong>optimisation commune dans la conception de CPU appelée pipeline</strong>  . Le pipelining est un processus approprié lorsqu&rsquo;il existe une séquence de données d&rsquo;entrée qui doivent être traitées par une séquence d&rsquo;étapes et qu&rsquo;un matériel différent est responsable de chacune. Ce mécanisme  <strong>garantit que toutes les parties du matériel fonctionnent efficacement tout le temps</strong>  .</p>
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<p class="jsx-376140997"><img loading="lazy" decoding="async" src="https://research.binance.com/static/images/projects/solana/image1.png" alt="produit" width="640" height="360" /></p>
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<p class="jsx-376140997"><span style="font-size: x-large;">Dans le réseau Solana, l&rsquo;  </span><strong>unité de traitement des transactions (TPU)</strong>  progresse grâce à l&rsquo;acquisition de données au niveau du cœur, la vérification de la signature au niveau du GPU, la banque au niveau du processeur et l&rsquo;écriture dans l&rsquo;espace du coeur. Au moment où le TPU commence à envoyer des blocs aux validateurs, il est déjà récupéré dans le prochain ensemble de paquets, vérifié leurs signatures et commencé à créditer les jetons.</p>
<h3 id="27-cloudbreak" class="jsx-84609533 "><span style="font-size: xx-large;"><u>Cloudbreak</u></span></h3>
<p class="jsx-376140997">Dans un système distribué, la mémoire est utilisée pour suivre les comptes et peut avoir des difficultés à maintenir les performances en raison d&rsquo;une taille de mémoire insuffisante et de vitesses d&rsquo;accès limitées.</p>
<p class="jsx-376140997">Par conséquent, Cloudbreak a été conçu  <strong>pour optimiser les lectures et écritures simultanées distribuées dans une configuration SSD RAID 0</strong>  . Chaque disque supplémentaire ajoute de la capacité de stockage disponible pour les programmes en guirlande, tout en augmentant le nombre de lectures et d&rsquo;écritures simultanées que les programmes peuvent effectuer pendant l&rsquo;exécution.</p>
<h3 id="28-archivers" class="jsx-84609533 "><span style="font-size: xx-large;"><u>Armoires</u></span></h3>
<p class="jsx-376140997"><span style="font-size: x-large;">Dans Solana,  </span><strong>le stockage des données est déchargé</strong>  des validateurs vers un  <strong>réseau de nœuds appelés archivistes</strong>  . Les archivistes ne participent pas au consensus. L&rsquo;histoire de l&rsquo;État est divisée en plusieurs morceaux et codée par effacement. Les archivistes stockent de petites parties de l&rsquo;État. De temps en temps, le réseau demandera aux archivistes de prouver qu&rsquo;ils stockent les données qu&rsquo;ils devraient.</p>
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<h2><span style="font-size: xx-large;"><u>Garantie de prix Staker</u></span></h2>
<p class="jsx-376140997">Solana a mis en place une  <strong>garantie de prix staker pour les utilisateurs qui achètent des jetons SOL</strong>  , les enregistrent et les jalonnent pour sécuriser le réseau. La  <strong>garantie de prix staker est de 0,198 USD</strong>  (90% du prix de réserve de la vente aux enchères Coinlist de 0,220, fixé le 24 mars 2020). Plus de détails sur la garantie de prix de Staker peuvent être trouvés dans les  FAQ accompagnant la vente aux enchères CoinList de Solana  .</p>
<ul class="jsx-2167690016">
<li><span style="font-size: x-large;">Tout participant au programme est garanti 90% (0,198 $) du prix de compensation de l&rsquo;enchère (0,220 $), échangeable à tout moment pendant 12 mois à compter du début de la période d&rsquo;inscription.</span></li>
<li><span style="font-size: x-large;">L&rsquo;inscription nécessite une participation continue et un KYC dans CoinList dans les 3 premiers mois du programme et est éligible pour tout jeton acheté à tout moment sur n&rsquo;importe quel échange.</span></li>
<li><span style="font-size: x-large;">Les échanges nécessitent au moins 2 jours d&rsquo;implantation et sont effectués en USDC ou USDT. Pour être échangés, les jetons doivent être misés en continu de l&rsquo;inscription à l&rsquo;échange.</span></li>
<li><span style="font-size: x-large;">Le jalonnement est actuellement pris en charge par le portefeuille matériel Ledger. Le projet prévoit également d&rsquo;  </span><strong>activer la prise en charge des jeux de hasard Trust Wallet</strong>  .</li>
<li><img loading="lazy" decoding="async" src="https://research.binance.com/static/images/projects/solana/image5.png" alt="produit" width="640" height="212" /></li>
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<p class="jsx-376140997"><span style="font-size: x-large;">La distribution de l&rsquo;approvisionnement en jetons est la suivante:</span></p>
<ul class="jsx-2167690016">
<li><span style="font-size: x-large;"><strong>Les </strong> chips <strong> Les </strong><strong>ventes de graines</strong>  représentent 16,23% de l&rsquo;offre totale de chips.</span></li>
<li><span style="font-size: x-large;"><strong>Les </strong> tokens  <strong>Sale Fundacional</strong>  représentent 12,92% de l&rsquo;offre totale de tokens.</span></li>
<li><span style="font-size: x-large;"><strong>Les </strong> jetons  <strong>Validator Out</strong>  représentent 5,18% de l&rsquo;offre totale de jetons.</span></li>
<li><span style="font-size: x-large;"><strong>La </strong><strong>vente stratégique de</strong></span>  jetons   représente 1,88% de l&rsquo;offre totale de jetons.</li>
<li><span style="font-size: x-large;"><strong>La </strong><strong>vente aux enchères de</strong></span>  jetons  <strong>CoinList</strong>  représente 1,64% de l&rsquo;offre totale de jetons.</li>
<li><span style="font-size: x-large;"><strong>Les </strong><strong>équipements de</strong></span>  puces   représentent 12,79% de l&rsquo;offre totale de puces.</li>
<li><span style="font-size: x-large;"><strong>Les </strong> tokens  <strong>Foundation</strong>  représentent 10,46% de l&rsquo;offre totale de tokens.</span></li>
<li><span style="font-size: x-large;"><strong>La </strong><strong>communauté des</strong></span>  puces   représente 38,89% de l&rsquo;offre totale de puces.</li>
<li><img loading="lazy" decoding="async" 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" width="640" height="320" /></li>
</ul>
<h2><span style="color: #3367d6; font-size: xx-large;"><u> </u></span></h2>
<h2><span style="color: #3367d6; font-size: xx-large;"><u>Conclusion</u></span></h2>
<div>
<p><span style="font-size: x-large;">Solana construit l&rsquo;architecture de sa blockchain basée sur la preuve d&rsquo;histoire (PoH); une preuve pour vérifier l&rsquo;ordre et le passage du temps entre les événements. Le but de PoH est utilisé pour encoder le passage du temps sans confiance dans un registre. Un mécanisme de consensus de preuve d&rsquo;enjeu (PoS) est ensuite exploité pour confirmer la séquence actuelle produite par le générateur de preuve d&rsquo;histoire. PoS est également utilisé pour voter et sélectionner le prochain nœud de générateur de preuve d&rsquo;historique et pour punir les validateurs qui agissent contre l&rsquo;intérêt du réseau.</span></p>
<p><img loading="lazy" decoding="async" src="https://s2.coinmarketcap.com/static/img/coins/200x200/5426.png" alt="Cours de Solana (SOL), graphiques, capitalisation boursière et plus ..." width="400" height="400" /></p>
</div>
</div>
</div>
</div>
</div>
<div>
<div>
<div></div>
<div></div>
<h3><strong><span style="color: #0000ff;"><u><span style="font-family: arial;">Dans cet article, nous avons appris comment acheter Solana (SOL):</span></u></span></strong></h3>
<div>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL) France</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL) Canada</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL) Belgique</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL) Monaco</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL) Suisse</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL) Luxembourg</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL) République du Congo</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL) Madagascar</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL) Cameroun</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL) Côte d&rsquo;Ivoire</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
Niger</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
Burkina Faso</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
Mali</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
Sénégal</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
Tchad</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
Guinée</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
Rwanda</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
Bénin</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
Burundi</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
Haïti</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
Togo</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
République centrafricaine</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
Gabon</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
Guinée Équatoriale</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
Djibouti</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
Comores</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
Vanuatu</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
Sainte-Lucie</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
les Seychelles</span></span></span></span></h4>
<h4><span style="font-size: large;"><span style="color: #333333;"><span class="">Comment acheter </span></span><span style="color: #333333;"><span style="font-family: arial;"><span class="">Solana (SOL)<br />
Dominique</span></span></span></span></h4>
</div>
</div>
</div>
<p>L’article <a href="https://achetercrypto.com/comment-acheter-solana-sol-et-obtenir-une-bonification-de-e30/">Comment acheter Solana (SOL) &#8211; €30 BONUS</a> est apparu en premier sur <a href="https://achetercrypto.com">AcheterCrypto</a>.</p>
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