USDCoin OTC nedir ve WEEX borsasında CAD ile USDC OTC nasıl satın alınır?Lütfen orijinal içeriğin İngilizce olduğunu unutmayın. Çevrilen içeriğimizin bir kısmı, tamamen doğru olmayan otomatikleştirilmiş araçlar tarafından oluşturulmuş olabilir. Tutarsızlık oluşması durumunda İngilizce versiyon geçerli olacaktır.

USDCoin OTC nedir ve WEEX borsasında CAD ile USDC OTC nasıl satın alınır?

By: WEEX|2026-01-05 16:00:00
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Kanada kurumları, hazine yöneticileri ve profesyonel yatırımcılar için, USDCoin (USDC) gibi istikrarlı kripto paraları verimli bir şekilde önemli miktarlarda edinmek, hazine işlemleri ve kripto piyasasına erişim açısından çok önemlidir. Tezgah üstü (OTC) kripto para ticareti, bu büyük ölçekli sabit kripto para işlemlerinin profesyonel kanalıdır. Bu kılavuz, USDCoin OTC ticaretinin ayrıntılarını açıklamakta ve WEEX Borsası platformunda USDC'yi Kanada Doları (CAD) ile alım satım için net, adım adım bir rehber sunmaktadır.

USDCoin OTC kripto para birimi nedir?

USDCoin OTC kripto para birimi, halka açık borsa emir defterlerinden uzakta, taraflar arasında gerçekleştirilen doğrudan, özel USDC token alım satımını ifade eder. Bu yöntem, perakende ölçekli işlemler için değil, genellikle özel bir tezgah üstü işlem masası tarafından kolaylaştırılan, müzakere edilmiş, büyük hacimli işlemler içindir. Kanada piyasası katılımcıları için, piyasayı etkilemeden büyük miktarlarda Kanada dolarını istikrarlı bir dijital dolar karşılığına dönüştürmenin en uygun yoludur.

En önemli avantaj, fiyat istikrarı ve işlem verimliliğidir. USDC, ABD dolarıyla 1:1 sabit kur oranını koruyacak şekilde tasarlanmış olsa da, halka açık bir borsada milyonlarca dolarlık bir emrin gerçekleştirilmesi yine de küçük kayma veya likidite parçalanmasıyla karşılaşabilir. Tezgah üstü (OTC) işlemler, tüm emir için tek ve garantili bir fiyat sağlayarak sermayenin hassas bir şekilde kullanılmasını garanti eder. Bu nedenle kurumlar hazine yönetimi, riskten korunma ve daha geniş DeFi ve kripto ekosistemine giriş kapısı olarak tezgah üstü (OTC) işlem masalarını kullanmaktadır.

Kripto para OTC işlem borsası nedir?

Kripto para birimlerinin tezgah üstü (OTC) alım satım borsası veya OTC masası, özel, yüksek hacimli dijital varlık işlemlerini kolaylaştıran uzmanlaşmış bir hizmettir. Profesyonel bir aracı veya ana piyasa yapıcı olarak hareket ederek büyük alıcıları ve satıcıları doğrudan birbirine bağlar. USDC gibi stablecoin'ler için, işlem masası, belirtilen fiyattan işlemleri gerçekleştirmek üzere rezervlerinden derin ve anında likidite sağlar.

Bu platformlar kurumlara önemli faydalar sağlıyor. Blok işlemler için kayma riskini ortadan kaldırarak sabit bir fiyat teklifi sunarlar. Büyük siparişleri anında karşılamak için birleştirilmiş likidite havuzlarına doğrudan erişim imkanı sunuyorlar. Ayrıca, çeşitli geleneksel ödeme yöntemlerini kullanarak esnek ödemeyi destekliyorlar; bu yöntemler arasında Kanadalı müşteriler için yerel Interac e-Transferleri veya banka havaleleri yer alabilir ve sınır ötesi sermaye hareketini sorunsuz hale getirebilir.

WEEX OTC Kripto Para Alım Satım Borsası nedir?

WEEX OTC Kripto Para Alım Satım Borsası, WEEX ekosistemi içinde güvenli ve verimli itibari para-kripto para işlemleri için tasarlanmış entegre, profesyonel bir hizmettir. Kullanıcı dostu, fiyat teklifine dayalı bir arayüz sayesinde Kanada Doları (CAD) gibi yerel para birimlerini USDCoin (USDC) gibi stablecoin'lere dönüştürmeyi kolaylaştırır.

WEEX, bu süreci kolaylaştırmak için WEEX OTC Hızlı Alım özelliğini resmen kullanıma sundu. Platform yükseltmelerinin ardından WEEX artık çok çeşitli işlem çiftlerini destekliyor; bu da potansiyel olarak doğrudan CAD-USDC seçeneklerini de içerebiliyor ve Kanadalı kullanıcıların stablecoin'lere hızlı bir şekilde erişmesini sağlıyor. Bu süreç, ister web üzerinden ister mobil cihaz üzerinden olsun, sadece birkaç basit adımda tamamlanacak şekilde tasarlanmıştır.

OTC Kripto Para Alım Satımında WEEX Borsasını Neden Seçmelisiniz?

  1. 200'den fazla önemli işlem çiftine erişim sağlayın.
  2. Kabul edilen başlıca ödeme yöntemleri: Visa/Mastercard, Apple Pay, Google Pay, Banka Havalesi, SEPA, PIX
  3. Hızlı Satın Al – satın alma işleminizi sadece üç adımda tamamlar
  4. Alipay, WeChat Pay ve DingTalk aracılığıyla CNY para yatırma işlemleri desteklenmektedir.
  5. Çin Yeni Yılı dışındaki para yatırma işlemleri için KYC (Müşteri Kimlik Doğrulaması) gerekmez.
  6. Çoklu ödeme kanalları – döviz çiftine göre en uygun seçeneği otomatik olarak önerir.

Kurum, fon, madenci veya yüksek hacimli yatırımcı olmanız fark etmeksizin, WEEX OTC, büyük kripto para işlemlerini verimli ve gizli bir şekilde gerçekleştirmeniz için profesyonel, güvenli ve size özel bir geçit sunar.

WEEX OTC Kripto Para Borsasında USDCoin'i CAD ile Nasıl Alım Satım Yapabilirsiniz?

WEEX'in tezgah üstü (OTC) masasında USDCoin'i Kanada Doları ile işlem yapmak, açıklık ve hız için tasarlanmış basit bir süreçtir. Aşağıda, itibari para birimini kripto paraya dönüştürmek için tipik platform prosedürlerine dayalı genel adımlar özetlenmiştir.

WEEX'te (Web) CAD ile USDCoin'i tezgah üstü (OTC) olarak satın alın.

USDCoin OTC nedir ve WEEX borsasında CAD ile USDC OTC nasıl satın 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width="3400" height="1107" alt="WEEX'te (Web) CAD ile USDCoin'i tezgah üstü (OTC) olarak satın alın.">

Adım 1: Önce [CAD] itibari para birimini ve [USDC] kripto para birimini seçin, ardından ödeme yöntemini seçin.

Adım 2: CAD ödeme tutarını girin, ardından bilgileri göndermek için [USDC Satın Al] seçeneğine tıklayın.

3. Adım: Sipariş bilgilerini onaylayın, işlemi tamamlamak için ödeme kanalına yönlendirileceksiniz.

WEEX (Uygulama) üzerinden CAD ile USDCoin'i tezgah üstü (OTC) olarak satın alın.

WEEX (Uygulama) üzerinden CAD ile USDCoin'i tezgah üstü (OTC) olarak satın alın.

1. Adım:[Para Yatırma] seçeneğine tıklayın ve [Kripto Para Al] seçeneğini seçerek OTC platformuna girin.

Adım 2: [CAD] itibari para birimini ve [USDC] kripto para birimini seçin.

3. Adım: CAD ödeme tutarını girin, ardından bilgileri göndermek için [USDC Satın Al] düğmesine tıklayın.

4. Adım: Sipariş bilgilerini onaylayın, işlemi tamamlamak için ödeme kanalına yönlendirileceksiniz.

Kripto Para OTC İşlemleri Hakkında Sıkça Sorulan Sorular

Kripto para piyasasında OTC nedir?

OTC, Reçetesiz Satılan Ürünler anlamına gelir. Bu, kripto paraların halka açık bir borsanın emir defteri üzerinden değil, özel olarak müzakere edilerek iki taraf arasında doğrudan alım satımının yapıldığı bir yöntemi tanımlar. Bu, fiyat istikrarı, gizlilik ve minimum piyasa aksaması gerektiren büyük işlemler için standart uygulamadır.

USDC gibi bir stablecoin'i OTC (tezgah üstü) yöntemiyle işlem yapmanın nedenleri nelerdir?

Hatta stablecoin'ler bile halka açık borsalarda çok büyük emirler için küçük fiyat sapmaları veya likidite açıkları yaşayabilir. Tezgah üstü (OTC) işlemler, tüm sipariş büyüklüğü için tek ve önceden kararlaştırılmış bir fiyattan işlem yapılmasını garanti eder. Bu, hassas hazine yönetimi, kurumsal arbitraj ve büyük sermaye meblağlarının istikrarlı bir temel para birimi olarak kripto piyasasına verimli bir şekilde aktarılması için kritik öneme sahiptir.

Kanada'da tezgah üstü (OTC) kripto para ticareti yasal mı?

Evet, Kanada'da OTC (tezgah üstü) işlemler de dahil olmak üzere kripto para birimleriyle işlem yapmak yasaldır. Sektör, platformların FINTRAC'a Para Hizmetleri İşletmesi (MSB) olarak kayıt yaptırmaları ve Kara Para Aklama ile Mücadele (AML) ve Müşterinizi Tanıyın (KYC) düzenlemelerine uymaları gerekebilecek bir düzenleyici çerçeve içinde faaliyet göstermektedir. Kullanıcıların kullandıkları herhangi bir platformun uyumluluk durumunu doğrulamaları önemlidir.

Reçetesiz satış masası kullanmanın başlıca faydaları nelerdir?

Başlıca avantajları, fiyat kaymasına neden olmadan büyük siparişleri gerçekleştirmek, garantili fiyat istikrarı sağlamak ve işlem gizliliğini korumaktır. OTC işlem masaları, halka açık piyasalardan büyük alım ve satım emirlerini eşleştirerek ve müzakere edilmiş, sabit fiyatlar sunarak bu avantajları sağlar; bu da profesyonel ve kurumsal işlem stratejileri için paha biçilmezdir.

WEEX tezgah üstü (OTC) işlemler için ücret alıyor mu?

WEEX, sunduğu tüm hizmetlerde rekabetçi fiyatlar sunduğunu belirtiyor. Belirli tezgah üstü (OTC) işlemler için ücretler, işlem çifti, seçilen ödeme yöntemi ve siparişin büyüklüğü gibi faktörlere bağlı olabilir. Saygın platformlar, kullanıcı işlemi onaylamadan önce şeffaf maliyet dökümleri sunar.

WEEX'te işlem yapmak için KYC (Müşteri Kimlik Doğrulama) gerekli mi?

Evet, kimlik doğrulama (KYC), tezgah üstü hizmetler de dahil olmak üzere lisanslı kripto para borsalarını kullanmak için standart bir gerekliliktir. Bu süreç, uluslararası kara para aklama karşıtı düzenlemeler tarafından zorunlu kılınmıştır ve platform güvenliği, dolandırıcılığın önlenmesi ve mevzuata uyum için elzemdir. Gereksinimler ve süreç, kullanıcının bölgesine ve kullanılan itibari para birimine bağlı olarak değişebilir.

WEEX'i sosyal medyada takip edin:

Ayrıca bunları da beğenebilirsiniz

2026'da Kripto Para Yatırımı Nasıl Yapılır? Bilmeniz Gereken Her Şey

Kripto para piyasası, Bitcoin ve Ethereum'dan çok daha fazlasını sunuyor. Günümüzün yatırımcıları, portföy çeşitlendirmesi için binlerce dijital varlık arasından seçim yapma imkanına sahiptir. Sağlam yatırım kararları almak, temel kripto para birimi kategorilerini, bunların farklı rollerini ve ilgili risk profillerini net bir şekilde anlamakla başlar.

Ana Akım Kripto Paralar: Temel "Temel Varlıklar"

Ana akım kripto paralar, kripto piyasasının yerleşik devleridir ve genellikle piyasa değeri açısından ilk 20 içinde yer alırlar. Bunlar, geniş kullanıcı tabanları, derin likidite, yüksek işlem hacimleri ve birden fazla piyasa döngüsünden sağ çıkmış kanıtlanmış bir geçmişle karakterize edilir. Geniş topluluk konsensüsü, gerçek dünyadaki kullanışlılığı ve dayanıklılığı, onları herhangi bir kripto portföyünün temel taşı haline getiriyor.

Örnekler:

Bitcoin (BTC) , orijinal ve önde gelen merkezi olmayan dijital para birimidir.Ethereum (ETH) , DeFi, NFT'ler ve dApp'lerin temelini oluşturan lider akıllı sözleşme platformudur.Solana (SOL) , hızı ve hızla büyüyen ekosistemiyle tanınan yüksek performanslı bir blok zinciridir.

Yeni başlayanlar için, portföyün önemli bir kısmını bu mavi çip kripto para birimlerine ayırmak akıllıca bir stratejidir. Yeni ve kanıtlanmamış projelere kıyasla nispeten daha düşük volatilite ve daha yüksek istikrar ile kripto piyasasının büyümesine maruz kalma imkanı sunarlar.

Sabit paralar: Temel "Güvenlik Pedi"

Stablecoinler, genellikle ABD Doları gibi istikrarlı bir varlığın değerine sabitlenmiş kripto para birimleridir. Fiyatların sabit kalmasını sağlamak üzere tasarlanmışlardır, bu da onları değer korumak, ticareti kolaylaştırmak ve piyasa dalgalanmaları sırasında güvenli liman görevi görmek için çok önemli bir araç haline getirir. Geleneksel finans ve kripto ekonomisi arasında birincil köprü görevi görürler.

Örnekler:

USDT (Tether) ve USDC (USD Coin), en yaygın olarak kullanılan fiat destekli stabilcoinlerdir.

Herhangi bir yatırım stratejisinde, stabilcoinler sermaye için bir park yeri, transferler için bir araç ve risk yönetimi için önemli bir bileşen olarak işlev görür ve yatırımcıların blok zinciri ekosisteminden ayrılmadan volatil pozisyonlardan çıkmalarını sağlar.

Yüksek Riskli Altcoinler: "Potansiyel Yüksek Getiri" Segmenti

Yüksek riskli altcoinler, Bitcoin ve Ethereum dışındaki tüm kripto para birimlerini kapsar. Bu kategori, genellikle gizlilik, oracle ağları veya ölçeklenebilir akıllı sözleşmeler gibi niş yeniliklere odaklanan, daha küçük piyasa değerine sahip projeleri içerir. Çığır açan teknolojiler sunabilseler de, çoğu yaygın olarak benimsenmemiş olup, aşırı fiyat dalgalanmalarına ve düşük likiditeye maruz kalmaktadır.

Örnekler:

Chainlink (LINK), merkezi olmayan bir oracle ağıdır.Cardano (ADA), araştırma odaklı bir akıllı sözleşme platformudur.

Bu varlıklar önemli bir büyüme potansiyeli sunabilir, ancak çok daha yüksek risk taşır. Bunlara yatırım yapmak, projenin teknolojisi, ekibi ve kullanım senaryosu hakkında kapsamlı bir temel analiz gerektirir ve yalnızca kaybetmeye hazır olduğunuz sermaye ile yapılmalıdır.

Meme Coinler: Spekülatif "Duygusal Varlıklar"

Meme coinler, teknolojik temellerden değil, internet kültürü ve sosyal medya trendlerinden doğan kripto para birimleridir. Değerleri neredeyse tamamen topluluk duyguları, viral heyecan ve spekülatif ticaret tarafından belirleniyor ve bu da çılgın, öngörülemez fiyat dalgalanmalarına yol açıyor. Kripto piyasasının en yüksek riskli ve en yüksek volatiliteye sahip köşesini temsil ederler.

Örnekler:

Dogecoin (DOGE), orijinal meme coinidir.Shiba Inu (SHIB), popüler bir Ethereum tabanlı halefidir.

Meme coinlere yatırım yapmak spekülatif kumar oynamaya benzer. Yeni başlayanlar bunları tamamen kaçınmalı ya da kaybetmeye tamamen hazır oldukları "eğlence parası"nın sadece çok küçük bir kısmını ayırmalı ve kazançların ve kayıpların eşit derecede dramatik olabileceğini anlamalıdır.

Daha fazla bilgi: Dogecoin (DOGE) 2026 yılında iyi bir yatırım mı? Bilmeniz Gereken Her Şey

Kripto Para Yatırımı Nasıl Yapılır?

Yeni yatırımcılar için ihtiyatlı bir varlık dağılım stratejisi, ölçülü bir büyüme sağlarken sermayenin korunmasına öncelik verir. Dengeli, risk kontrollü bir çerçeve şarttır:

Temel (Portföyün %80-90'ı): Çoğunluğu stabilcoinlere ve BTC ve ETH gibi ana akım coinlere ayırın. Bu, istikrar, likidite ve piyasaya temel maruz kalma sağlar.Büyüme ve Risk (Portföyün %10-15'ine kadar): Küçük bir kısmını, güçlü temellere sahip, araştırılmış yüksek riskli altcoinlere ayırın. Bu, daha yüksek getiri potansiyeline sahip yenilikçi projelere katılımı mümkün kılar.Spekülasyon (Portföyün ≤%5'i, İsteğe Bağlı): İstenirse, meme coin spekülasyonu için minimum miktarda kullanın. Bunu, tamamen kaybetmeyi göze alabileceğiniz parayla bir öğrenme deneyimi olarak değerlendirin.

Bu yapılandırılmış yaklaşım, yeni başlayanların kripto ekosisteminin farklı segmentlerini aşamalı olarak keşfederken, aşağı yönlü riski sistematik olarak yönetmelerine yardımcı olur.

Sonuç

Dijital varlık ortamında yolunu bulmak için, farklı kripto para birimi kategorilerinin farklı amaçlara hizmet ettiğini ve çok farklı risk-getiri profillerine sahip olduğunu kabul etmek gerekir. Başarılı bir yatırım stratejisi, en yüksek getiriyi kovalamak değil, finansal hedefleriniz ve risk toleransınızla uyumlu dengeli bir kripto portföyü oluşturmaktır.

Ana akım kripto paralarla bir temel oluşturarak, güvenlik ve esneklik için stabil kripto paraları kullanarak ve alternatif kripto paraları ve meme kripto paraları dikkatli bir şekilde keşfederek, yatırımcılar dinamik kripto piyasasına netlik ve disiplinle katılabilirler.

Kripto para birimine nasıl yatırım yapılacağını anladıysanız, şimdi harekete geçme zamanı. Stratejinizi uygulamak için güvenilir bir platform arıyorsanız, WEEX'i tercih edin. 0 komisyon, kullanıcı dostu arayüz ve yüksek güvenlikli ortam ile sorunsuz ticaret yapmaya başlamak için şimdi kaydolun.

Daha Fazla OkumaBitcoin Nereden Satın Alınır: 2026'da BTC için En Güvenilir Kripto BorsalarıKripto Para Birimlerinde Vadeli İşlem Ticareti: 2026 Yılında Yeni Başlayanlar İçin RehberKripto para birimleri 2026 yılında güvenli olacak mı?

Feragatname: Bu makalede ifade edilen görüşler yalnızca bilgilendirme amaçlıdır. Bu makale, burada bahsedilen ürün ve hizmetlerin herhangi birinin onayını veya yatırım, finans veya ticaret tavsiyesini içermemektedir. Finansal kararlar alınmadan önce uzmanlara danışılmalıdır.

Kripto Paralar 2026'da Güvenli mi?

Kripto para birimlerinin küresel çapta benimsenmesi artmaya devam ederken, kritik bir soru ortaya çıkıyor: Kripto paralar 2026'da güvenli mi? Dijital varlıklar günlük finansal sistemlere giderek daha fazla entegre olurken, 2025'ten elde edilen veriler, büyük ölçüde jeopolitik gerilimler, yaptırımlardan kaçınma ve giderek daha karmaşık hale gelen suç altyapısı nedeniyle kripto parayla ilgili suçlarda keskin bir artış olduğunu ortaya koyuyor.

2025'ten kaynaklanan riskleri anlamak, 2026'da kripto para piyasasında yol almak için çok önemlidir. Dolandırıcılık yöntemleri, devlet bağlantılı faaliyetler ve profesyonel yasadışı ağlar gelişmeye devam ederken, kullanıcıların bilgi sahibi olmaları ve tetikte olmaları gerekmektedir.

Önemli NoktalarKripto para suçları, yaptırımlardan kaçınma ve büyük ölçekli, karmaşık siber saldırılar nedeniyle 2025 yılında tarihi zirvelere ulaştı.Stabil kripto paralar, istikrarları ve transfer kolaylıkları nedeniyle yasadışı kripto işlemlerinde baskın para birimi haline geldi.Kripto para işlemlerinin büyük çoğunluğu meşru olsa da, bireysel kullanıcılar için mutlak risk artmış ve bu da güvenlik bilincini her zamankinden daha kritik hale getirmiştir.2025'te Gerçekte Ne Oldu?Yasadışı Kripto Para Faaliyetleri Rekor Seviyeye Ulaştı

2026 yılının başlarından itibaren yayınlanan blockchain istihbarat raporları, yasa dışı kripto para adreslerinin 2025 yılında 150 milyar doların üzerinde bir miktarda işlem göreceğini ve bu sayede dramatik bir artış yaşanacağını doğruluyor. Bu rekor kıran işlem hacmi büyük ölçüde yaptırımlarla ilgili işlemler ve çeşitli felaket niteliğindeki borsa ve protokol saldırılarından kaynaklandı.

Önemli bir nokta şu ki, bu yasadışı faaliyet, zincir üzerindeki toplam işlem hacminin hala %2'sinden azını temsil ediyordu. Bu durum, suç amaçlı kötüye kullanımın artmasına rağmen, meşru kripto ekosisteminin gerçek finansal ve teknolojik yeniliklerin hakimiyeti altında daha da hızlı bir şekilde genişlemeye devam ettiğini göstermektedir.

Ulus Devletler Zincir Üzerinden Büyük Ölçekte Hareket Ediyor

2025'in belirleyici trendlerinden biri, kripto paraların ulus devletler tarafından kurumsallaştırılmasıydı. Yaptırım uygulayan hükümetler ve devletle bağlantılı gruplar, blok zinciri teknolojisini marjinal bir araç olarak değil, finansal altyapılarının temel bir bileşeni olarak kullanmaya başladılar.

Öne çıkan örnekler arasında, Rus rublesine endeksli ve on milyarlarca dolarlık işlem hacmine sahip bir stablecoin ve İran ağlarının sınır ötesi ödemeler ve tedarik için kripto para birimlerini kullanması yer almaktadır. Bu değişim, küresel düzenleyiciler için riskleri önemli ölçüde artırarak, blok zinciri analizi ve uygulamasını jeopolitik açıdan en öncelikli konular arasına sokmuştur.

Stablecoin'ler Yasadışı İşlemlere Hakim.

Önemli bir değişimle, 2025 yılında yasadışı kripto para işlemlerinin %80'inden fazlasını stablecoin'ler oluşturdu. Suçlular, fiyat istikrarları, hızlı ödemeleri ve hem yasal hem de kayıt dışı finans sistemlerine sorunsuz entegrasyonları nedeniyle giderek daha çok USDT, USDC ve diğer istikrarlı varlıkları tercih ediyor. Bu eğilim, kripto paraların yaygın olarak benimsenmesini sağlayan araçların, modern finansal suçları güçlendiren araçlarla aynı olduğunu vurguluyor.

Profesyonel Kara Para Aklama Ağları Genişliyor

Kripto suçları, profesyonel ve hizmet odaklı bir sektör haline geldi. 2025 yılında, gelişmiş Çince dilinde faaliyet gösteren kara para aklama ağları, "hizmet olarak kara para aklama", karmaşık tezgah üstü nakit çıkış kanalları ve güvenli emanet sistemleri sunan temel altyapı sağlayıcıları olarak ortaya çıktı. Bu ağlar, fidye yazılımlarından yatırım dolandırıcılığına ve yaptırımlardan kaçınmaya kadar çok çeşitli suçlara hizmet ederek, organize kripto destekli suçlarda yeni bir dönemi başlatıyor.

Kripto paralar 2026'da güvenli mi?

2026 yılında kripto para birimlerinin güvenliği karmaşık bir tablo ortaya koyuyor. Bir yandan ekosistem her zamankinden daha şeffaf ve denetleniyor. Gelişmiş blok zinciri analitiği, iyileştirilmiş düzenleyici çerçeveler ve borsalar ile kolluk kuvvetleri arasındaki daha güçlü iş birliği, suç faaliyetlerini izleme ve caydırma yeteneğini önemli ölçüde artırdı.

Öte yandan, tehditlerin profesyonelleşmesi ve kapsamının genişlemesi, bireysel kullanıcıların daha yüksek mutlak risklerle karşı karşıya kalması anlamına gelmektedir. Güvenlik artık sadece teknolojiyle ilgili değil; temelde kullanıcı davranışı, eğitim ve sürekli tetikte olma haliyle ilgili.

2026'da Kripto Para Dolandırıcılıklarından Kendinizi Nasıl Koruyabilirsiniz?

Varlıklarınızı korumak, proaktif ve bilinçli bir yaklaşım gerektirir. Kripto para güvenliği için temel uygulamalar şunlardır:

Saygın ve Düzenlenmiş Platformları Kullanmak: Tüm alım satım ve işlemlerinizi, güçlü güvenlik siciline sahip, köklü ve uyumlu kripto para borsaları aracılığıyla gerçekleştirin.Güçlü Kişisel Güvenlik Önlemlerinin Uygulanması: Soğuk depolama için donanım cüzdanlarını kullanın, mevcut tüm iki faktörlü kimlik doğrulama yöntemlerini etkinleştirin (2FA) ve asla özel anahtarlarınızı veya kurtarma ifadelerinizi paylaşmayın.Son Derece Özenli Araştırma Uygulamak: Yatırım yapmadan önce her projeyi iyice araştırın. "Garantili getiri" vaatlerine ve istenmeyen tekliflere karşı son derece şüpheci olun.Eğitiminizi Sürdürün: Sürekli olarak ortaya çıkan dolandırıcılık taktikleri ve güvenlik en iyi uygulamaları hakkında bilgi edinerek, değişen tehdit ortamına uyum sağlayın.

Daha Fazlasını Okuyun: Kripto Paralarınızı Nasıl Güvende Tutarsınız? Bilmeniz Gereken Her Şey

Çözüm

Kripto paralar 2026'da güvenli mi? Cevap şartlı bir evet; temkinli, bilgili ve güvenliğe önem veren kullanıcılar için güvenlidir. 2025'teki kripto suçlarından çıkarılacak dersler açık: ekosistemin meşruiyeti güçleniyor, ancak tehditler de artıyor. En büyük risk, rehavete kapılmaktır. Günümüz koşullarında, güvenliğiniz ve yatırım başarınız doğrudan bilginizin kalitesine ve koruyucu alışkanlıklarınızın titizliğine bağlıdır.

Güvenli, şeffaf ve kullanıcı dostu bir kripto para borsası arıyorsanız, aramanız burada sona eriyor. Bugün WEEX'e katılın. Sorunsuz ve güvenli bir işlem yolculuğuna başlamak için şimdi Kayıt Olun.

Daha Fazla Okuma2025 Yılında En İyi 3 Kripto Para Kazandıran Uygulama: WEEX Otomatik Kazanç Neden Öne Çıkıyor?Kullanım Kılavuzu: WEEX'te Kripto Varlıklarınızı Nasıl Güvence Altına Alabilirsiniz?Kripto Para Dolandırıcılığı Nedir ve Nasıl Önlenir? Kripto Para Dolandırıcılığı Nedir ve Nasıl Önlenir?

Yasal Uyarı: Bu makalede ifade edilen görüşler yalnızca bilgilendirme amaçlıdır. Bu makale, ele alınan ürün ve hizmetlerin hiçbirinin onaylanması veya yatırım, finans veya alım satım tavsiyesi niteliği taşımaz. Finansal kararlar alınmadan önce nitelikli profesyonellere danışılmalıdır.

Brevis (BREV) Nedir ve Nasıl Çalışır?

Merkezi olmayan uygulamalar (ref="/wiki/article/decentralized-applications-dapps-4607">DApp'ler) geliştirirken, geliştiriciler iki temel kısıtlamayla karşı karşıya kalırlar: Akıllı sözleşmeler, güvenilir oracle'lar kullanılmadan, geçmiş blok zinciri verilerine veya harici blok zincirlerinden gelen bilgilere doğal olarak erişemezler. Ayrıca, Ethereum gibi ana ağlarda karmaşık hesaplama görevlerini doğrudan yürütmek son derece pahalıdır.

Brevis, Sıfır Bilgi (ZK) Yardımcı İşlemcisini tanıtarak ölçeklenebilirlik ve birlikte çalışabilirlik konusundaki bu sınırlamaları doğrudan ele almaktadır. Blok zinciri için bir GPU gibi çalışan Brevis, zincir dışında yoğun veri hesaplamalarını gerçekleştiren bir yardımcı işlemci olarak görev yapar. Bu sayede geliştiriciler, uygulamalarına yeni güven varsayımları eklemeden, birden fazla blok zincirindeki herhangi bir zincir üstü veriyi güvenli bir şekilde kullanabilen güçlü, veri odaklı DApp'ler oluşturabilirler.

Brevis (BREV) Nedir?

Brevis (BREV), Brevis ağının yerel hizmet ve yönetim varlığı olup, ekosistemdeki tüm katılımcılar arasında teşvikleri uyumlu hale getirmek üzere tasarlanmıştır.

Token Yardımcı Programı:

Kanıt Ücretleri: Geliştiriciler, ProverNet sistemi içinde kanıt talep etmek ve doğrulamak için BREV cinsinden ücret öderler.Staking ve Güvenlik: Ağ kanıtlayıcılarının teminat olarak BREV token'larını stake etmeleri gerekmektedir. Kötü niyetli davranışlar veya hizmet arızaları, ağ bütünlüğünü güvence altına alan kesintilere yol açabilir.Yönetişim: Brevis (BREV) sahipleri, protokol yönetişimine katılarak parametreleri ve gelecekteki gelişmeleri etkileyebilirler.Gelecekteki Gas Tokenı: Özel rollup'una geçişin ardından, BREV'in Brevis ağının yerel gas tokenı olması planlanmaktadır.Brevis (BREV) Token Ekonomisi

Brevis'in toplam arzı 1.000.000.000 (1 milyar) adettir. Brevis (BREV) Tahsis stratejisi, uzun vadeli ekosistem büyümesini ve topluluk katılımını önceliklendirmektedir.

Token Tahsisi:

Ekosistem Büyümesi: %37Topluluk Teşvikleri: %32,20Takım:20%Tohum Yatırımcıları: %10,80Brevis nasıl çalışır?

Brevis, hesaplamayı doğrulamadan temel olarak ayırır. Ana blok zincirindeki ağır veri işleme yüklerini kendi özel ortamına aktarır. İşlem tamamlandıktan sonra, sonucun doğruluğunu teyit edilebilir şekilde kanıtlayan özlü bir kriptografik kanıt döndürür ve ana zincir bunu verimli bir şekilde doğrulayabilir.

ZK Yardımcı İşlemci Modeli

Bu modelde, ana zincirdeki (örneğin Ethereum) bir akıllı sözleşme, belirli bir hesaplama veya veri sorgusu için istek gönderir. Brevis'in zincir dışı sistemi bu isteği işler ve Sıfır Bilgi Kanıtı (ZKP) oluşturur. Bu kanıt daha sonra talep eden sözleşmeye geri gönderilir. Sözleşme, ispatın geçerliliğini, hesaplamanın yeniden yürütülmesinin gerektireceği zaman ve maliyetin çok daha az bir kısmıyla kriptografik olarak doğrulayabilir ve böylece güven gerektirmeyen bir doğruluk sağlar.

ProverNet

Brevis'in operasyonel çekirdeği, hesaplama istekleri için kanıt üretmek üzere yarışan katılımcılardan oluşan merkezi olmayan bir ağ olan ProverNet'tir. Bu pazar yeri, kanıt oluşturma sürecinin merkeziyetsiz, güvenli ve uygun maliyetli kalmasını sağlar. Başlangıçta Base blok zincirinde konuşlandırılan mimari, performansı ve egemenliği daha da optimize etmek için gelecekte özel bir Brevis rollup'a geçiş için tasarlanmıştır.

Brevis'in Başlıca Özellikleri

Brevis, çeşitli önemli mimari yenilikler sayesinde Web3 geliştirme süreçlerini iyileştiriyor:

Omnichain Veri Erişimi: DApp'ler, desteklenen herhangi bir blok zincirinden doğrulanmış zincir içi verileri sorunsuz bir şekilde sorgulayabilir ve kullanabilir. Bu, zincirler arası itibar sistemleri, geçmişe dönük finansal analiz ve gelişmiş çok zincirli DeFi stratejileri gibi yeni kullanım alanlarının önünü açıyor.Güvene Gerek Kalmayan Doğrulama: Brevis, matematiksel olarak doğrulanabilir ZK ispatlarına dayanarak, herhangi bir aracıya güvenme ihtiyacını ortadan kaldırır. Hedef blok zinciri, ispatın bütünlüğünü kriptografik olarak doğrular, ispatlayanın itibarını değil.Yüksek Performanslı zkVM: Platform, yüksek hızlı ispat üretimi için tasarlanmış Pico zkVM'yi kullanmaktadır. Bu verimlilik, düşük gecikmeli veri işleme gerektiren gerçek zamanlı DApp'leri desteklemek için kritik öneme sahiptir.Çözüm

Brevis, modüler blok zinciri altyapısında çok önemli bir ilerlemeyi temsil ediyor. ZK destekli bir yardımcı işlemci sağlayarak, akıllı sözleşmeleri doğuştan gelen veri ve hesaplama sınırlamalarından kurtarır. Geliştiriciler, güvenlik ve merkeziyetsizliğin temel ilkelerini korurken, blockchain verilerinin tüm kapsamından yararlanabilen, daha akıllı, birbirine bağlı ve güçlü DApp'ler oluşturma yeteneği kazanırlar.

Brevis (BREV) ve diğer kripto paralarla işlem yapmaya hazır mısınız?Hemen WEEX'e katılın—sıfır işlem ücreti, sorunsuz işlem gerçekleştirme ve anında erişimin keyfini çıkarın. Bugün kaydolun ve dakikalar içinde işlem yapmaya başlayın.

Daha Fazla OkumaSnowball (SNOWBALL) nedir?POPCAT Neden Çöküyor? Tam Bir AçıklamaMANYU Nedir? ManyuShiba Meme Parası Açıklaması

Yasal Uyarı: Bu makalede ifade edilen görüşler yalnızca bilgilendirme amaçlıdır. Bu makale, ele alınan ürün ve hizmetlerin hiçbirinin onaylanması veya yatırım, finans veya alım satım tavsiyesi niteliği taşımaz. Finansal kararlar alınmadan önce nitelikli profesyonellere danışılmalıdır.

2026'da En Çok Kripto Para Birimine Sahip Kripto Para Borsası Hangisi?

Önemli NoktalarDesteklenen kripto para birimlerinin çeşitliliği, borsaların listeleme stratejileri, risk yönetimi ve düzenleyici yaklaşımlarına bağlı olarak borsalar arasında önemli ölçüde farklılık göstermektedir.Geniş varlık yelpazesine sahip platformlar, yeni ortaya çıkan tokenlara erken erişim sağlarken, daha seçici borsalar yüksek likiditeye, mevzuata uyumluluğa ve uzun vadeli proje sürdürülebilirliğine öncelik verir.İşlem çiftlerinin sayısının artması yatırım seçeneklerini genişletir ancak düşük likiditeli varlıklara maruz kalmayı da artırabilir; bu da yatırımcıların gerekli özeni göstermesinin önemini vurgular.Merkezi borsalar arasında Bitget, rekabetçi işlem ücretlerini güvenli ve sağlam bir işlem ortamıyla birleştiren en geniş kripto para ve token seçeneklerinden birine sahip olmasıyla öne çıkıyor.Kripto para borsaları neden farklı sayıda kripto para ve token'ı destekliyor?

Borsalar arasında listelenen kripto para birimlerindeki farklılık, farklı listeleme politikaları, düzenleyici çerçeveler ve risk toleransından kaynaklanmaktadır. Bazı platformlar yeni varlıkların hızlı bir şekilde dahil edilmesini hedeflerken, diğerleri likidite derinliğine, uyumluluğa ve proje kalitesine önem vermektedir.

Başlıca etkiler şunlardır:

Listeleme kriterleri: Hızlandırılmış süreçler çeşitliliği artırır ancak riskleri de yükseltebilir; daha sıkı incelemeler ise bulunabilirliği sınırlar.Mevzuat uyumluluğu: Bölgesel yasalar, hangi varlıkların satışa sunulabileceğini doğrudan etkiler.Likidite yönetimi: Çok sayıda token için aktif piyasaları sürdürmek güçlü piyasa yapımını gerektirir.Stratejik odak noktası: Altcoinlere odaklanan borsalar genellikle daha fazla varlık listelerken, muhafazakar platformlar istikrara öncelik verir.

Bir borsanın kripto para sayısı, genel güvenilirliğini değil, stratejisini yansıtır.

2026'da En Çok Kripto Para Birimine Sahip Kripto Para Borsası Hangisi Olacak?

Önde gelen borsaların desteklediği token sayısını inceleyelim ve bunların ayırt edici özelliklerini ele alalım. Piyasadaki toplam kripto para sayısı piyasa genişliğinin net bir ölçüsünü sağlasa da, gerçekten değerli bir platform çok daha fazlasını sunar; çeşitli varlıklara erişim, yenilikçi özellikler, titiz güvenlik ve kullanıcı dostu bir deneyimi bir araya getirir.

WEEXDesteklenen Kripto Para Birimi Sayısı: 1700+Reklam Yapım/Alım Ücretleri: %0 / %0,1 (WEEX Token ile indirimler mevcuttur)

2018'de faaliyete geçmesinden bu yana, WEEX, 100'den fazla ülkede 10 milyondan fazla kayıtlı kullanıcıya hizmet veren güvenilir bir kripto para borsası haline geldi. 2026 yılına gelindiğinde, sadece bir borsa olmaktan öteye geçerek, spot işlemler, vadeli işlemler, kopyalama işlemleri ve pasif kazanç imkanlarını tek bir yerde sunan eksiksiz bir işlem ekosistemi haline geleceğiz.

Başlıca kripto para birimleri, gelecek vadeden altcoinler, popüler meme tokenleri, DeFi projeleri ve yeni Web3 tokenleri de dahil olmak üzere 1700'den fazla varlığı özenle seçiyoruz. Listelenen her kripto para birimi, hem likidite hem de uzun vadeli değer açısından sıkı bir incelemeden geçer ve bu da riskli, likit olmayan varlıklardan kaçınmanıza yardımcı olur.

WEEX'te yapabilecekleriniz şunlardır:

Pasif gelir elde edin: Boşta kalan kripto paralarınızın sizin için çalışmasına izin verin Auto Earn ile. İstediğiniz zaman para yatırın, istediğiniz zaman çekin; işte bu kadar basit.Profesyonel gibi işlem yapın: Futures Pro, yüksek likidite ve minimum kayma ile 400 kata kadar kaldıraç desteği sunar.Kopya İşlemleri:Piyasaları kendiniz analiz etmek istemiyor musunuz? En başarılı yatırımcıların işlemlerini otomatik olarak kopyala.Güvenle işlem yapın: Varlıklarınızı güvende tutmak için çoklu imzalı soğuk cüzdanlar kullanıyoruz ve herkese açık bir koruma fonu bulunduruyoruz.

Karmaşık teknik terimler yok, sadece gerçek alım satım araçları. İster yeni başlıyor olun ister deneyimli bir yatırımcı olun, WEEX size kripto dünyasında gezinmenin basit bir yolunu sunar.

BitgetDesteklenen Kripto Para Birimi Sayısı: 1.500+Reklam Yapım/Alım Ücretleri: %0,1 / %0,1 (BGB ile indirimler mevcuttur)

2018 yılında kurulan Bitget, 120 milyondan fazla kullanıcıya hizmet veren önde gelen küresel kripto para borsasıdır. Evrensel Borsa (UEX) olarak faaliyet gösteren bu platform, spot işlemler, türevler ve kopyalama işlemleri de dahil olmak üzere çeşitli varlık sınıflarını tek bir ekosisteme entegre eder. Platform, büyük kripto para birimlerini, Layer 2 token'larını, DeFi protokollerini, yapay zeka ile ilgili varlıkları, meme coin'lerini ve ortaya çıkan anlatıları destekleyen titiz bir listeleme stratejisi benimser.

Bitget Pre-market aracılığıyla kullanıcılar, kontrollü bir ortamda yakında piyasaya sürülecek tokenlara erken erişim sağlarken, Bitget TradFi, forex ve emtia gibi geleneksel varlıkların tokenlaştırılmış halinin kripto para birimiyle takas edilmesini mümkün kılar. Bu birleşik yaklaşım, kullanıcıların hem kripto hem de geleneksel yatırımlarını tek bir güvenli arayüz üzerinden yönetmelerine olanak tanır.

MEXCDesteklenen Kripto Para Birimi Sayısı: 3.000+Reklam Yapım/Alım Ücretleri: %0,0 / %0,0 (çoğu spot döviz çiftinde)

MEXC, hızlı token listelemelerine ve yeni projelere erken erişime önem veren, borsalar arasında en büyük kripto para listelemelerinden birine sahip olmasıyla tanınmaktadır. Sıklıkla meme coinleri, yapay zeka tokenleri ve deneysel blok zincirleri gibi popüler sektörlerden varlıklar ekliyor. Agresif listeleme stratejisi ve sıfıra yakın işlem ücretleri, düşük piyasa değeri ve yüksek oynaklık fırsatlarıyla ilgilenen yatırımcıları cezbetmektedir.

KuCoinDesteklenen Kripto Para Birimi Sayısı: 1.000+Reklam Yapım/Alım Ücretleri: 0.1% / 0.1%

KuCoin, kapsamlı altcoin portföyü ve yeni projeleri erken keşfetmesiyle geniş çapta tanınmaktadır. DeFi, GameFi ve Layer 2 ekosistemleri de dahil olmak üzere çeşitli sektörleri kapsar. KuCoin, spot işlemlerin ötesinde vadeli işlemler, stake etme, borç verme, işlem botları ve başlatma platformu hizmetleri sunarak küresel olarak dağılmış bir kullanıcı tabanına hitap ediyor.

BybitDesteklenen Kripto Para Birimi Sayısı: 700+Reklam Yapım/Alım Ücretleri: 0.1% / 0.1%

Aslen türev işlemler alanındaki uzmanlığıyla tanınan Bybit, spot piyasa tekliflerini önemli ölçüde genişletti. Geniş bir yelpazede kripto para birimini destekliyor ve gelişmiş işlem arayüzü, yüksek likiditesi ve profesyonel düzeydeki araçlarıyla tercih ediliyor.

BinanceDesteklenen Kripto Para Birimi Sayısı: 500+Reklam Yapım/Alım Ücretleri: 0.1% / 0.1%

Hacim bakımından dünyanın en büyük kripto para borsası olan Binance, özenle seçilmiş bir kripto para birimi yelpazesi sunmaktadır. Derin likiditeye, küresel erişime ve vadeli işlemler, opsiyonlar, staking, launchpad ve zincir üstü altyapıyı içeren kapsamlı bir ekosisteme odaklanmaktadır.

WEEX ve Diğer Borsalar

Birçok borsa ya listeleme çeşitliliğine ya da niş hizmetlere odaklanırken, Bitget dengeli, ekosistem odaklı bir yaklaşımla kendini farklılaştırıyor. Evrensel Borsa (UEX) modeli, geniş varlık kapsamını, erken erişim piyasalarını (piyasa öncesi), tokenleştirilmiş geleneksel finansı (TradFi), rekabetçi ücretleri ve güçlü güvenlik protokollerini entegre eder. Bu durum Bitget'i sadece yüksek işlem hacmine sahip bir platform olarak değil, aynı zamanda çeşitli ve gelişen yatırımcı ihtiyaçlarına hitap eden birleşik bir finansal ekosistem olarak konumlandırıyor.

Kripto para borsası seçerken kripto para sayısına göre mi karar vermelisiniz?

Madeni para çeşitliliği yararlı bir ölçüt olsa da, tek kriter olmamalıdır. İşlem ücretleri, platform güvenliği, likidite, kullanıcı deneyimi ve düzenleyici statü gibi temel faktörler de aynı derecede önemlidir. Aşağıda karşılaştırmalı bir genel bakış yer almaktadır:

En çok desteklenen kripto paralar: WEEX, MEXC, BitgetDüşük işlem ücretleri: WEEX, Bitget, BinanceGüçlü güvenlik ve şeffaflık: WEEX, Binance, BitgetYeni başlayanlar için uygun deneyim: WEEX, BinanceÇözüm

2026 yılında, desteklenen kripto para birimi sayısı bakımından önde gelen borsalar arasında WEEX, Bitget, MEXC ve Binance yer alıyor. Her biri farklı bir strateji benimsiyor; hızlı genişlemeden seçici küratörlüğe kadar.

WEEX, kullanıcı değerini ve platform güvenliğini güçlendiren pasif gelir ürünü Auto Earn'ü piyasaya sürerek platform ekosistemini daha da geliştirdi. Bu stratejik ekleme, kullanıcıların WEEX'in sağlam güvenlik altyapısından (kamuoyuna açıklanan koruma fonu ve çoklu imzalı soğuk cüzdan sistemi dahil) faydalanırken atıl varlıklarından getiri elde etmelerini sağlar.

Hâlâ düşük işlem ücretleri, sorunsuz arayüz, üst düzey güvenlik ve kullanıcı dostu tasarıma sahip bir borsa arıyorsanız, aramanız burada sona eriyor. WEEX'i seçin. Bugün kaydolun ve kripto para yolculuğunuza güvenle başlayın.

Daha Fazla OkumaEkim 2026'da En İyi Kripto Vadeli İşlem PlatformlarıBitcoin Nereden Alınır: 2026 Yılında BTC İçin En Güvenilir Kripto Para BorsalarıNeden WEEX Otomatik Kazanç'ı Seçmelisiniz?

Yasal Uyarı: Bu makalede ifade edilen görüşler yalnızca bilgilendirme amaçlıdır. Bu makale, ele alınan ürün ve hizmetlerin hiçbirinin onaylanması veya yatırım, finans veya alım satım tavsiyesi niteliği taşımaz. Finansal kararlar alınmadan önce nitelikli profesyonellere danışılmalıdır.

USDCoin (USDC) OTC Kripto Para Ticareti Nedir ve WEEX Borsasında NGN ile USDC OTC Ticareti Nasıl Yapılır?

USDCoin (USDC), ABD doları ile 1:1 oranında sabit kur sağlamak üzere tasarlanmış, en yaygın kullanılan düzenlenmiş stablecoin'lerden biridir. Kripto para ticareti, ödemeler ve likidite yönetiminde önemli bir rol oynar. Yatırımcılar daha büyük USDC pozisyonlarını hareket ettirmek veya NGN gibi itibari para birimlerini fiyat dalgalanmaları olmadan istikrarlı bir değere dönüştürmek istediklerinde, tezgah üstü (OTC) kripto para ticareti tercih edilen bir seçenek haline gelir. Bu makale, USDC OTC kripto ticaretinin ne olduğunu, kripto OTC borsalarının nasıl çalıştığını ve WEEX Borsasının USDC OTC ticareti için neden uygun bir platform olduğunu açıklamaktadır. Ayrıca, WEEX'te web ve uygulama üzerinden USDC'yi NGN ile nasıl alıp satacağınıza dair net bir rehber sunmaktadır.

USDCoin (USDC) tezgah üstü (OTC) kripto para birimi nedir?

USDCoin (USDC) OTC Kripto, USDC'nin tezgah üstü alım satımını ifade eder; burada işlemler halka açık borsa emir defterleri yerine doğrudan karşı taraflar arasında gerçekleşir. Kripto para birimlerinin tezgah üstü (OTC) ticareti, genellikle OTC masaları, aracı kurumlar veya güvenilir P2P platformları aracılığıyla gerçekleştirilen, kripto paraların doğrudan alım satımı olarak tanımlanır.

MoonPay'in kripto para birimlerinin tezgah üstü (OTC) ticareti hakkında hazırladığı rehberdeki eğitici açıklamalar, OTC ticaretinin fiyat kaymasını ve piyasa etkisini azaltmak için tasarlandığını belirtiyor. USDC bir istikrarlı bir kripto para birimi olmasına rağmen, halka açık piyasalardaki büyük işlemler yine de likidite kısıtlamaları veya gecikmelerle karşılaşabilir. Tezgah üstü (OTC) işlemler, her iki tarafın da önceden sabit bir fiyat ve ödeme yöntemi üzerinde anlaşmasına olanak tanır. Ayrıca, kurumsal ve profesyonel yatırımcılar için faydalı olan banka transferleri veya stablecoin takasları gibi gizlilik ve esnek ödeme seçenekleri de sunmaktadır.

Kripto para OTC işlem borsası nedir?

Kripto para birimlerinin tezgah üstü (OTC) işlem gördüğü bir borsa, büyük veya hassas kripto para işlemlerini halka açık emir defterlerine ifşa etmeden gerçekleştirmeyi sağlayan özel bir işlem platformudur. Standart spot piyasalarda, büyük emirler, gözle görülür likidite değişiklikleri nedeniyle kaymalara yol açabilir. Tezgah üstü (OTC) kripto para borsaları, sabit fiyatlar ve anında ödeme sunarak bu sorunu ortadan kaldırır.

OTC borsaları, yatırımcıların yerel bankacılık sistemleri ve blok zinciri varlıkları arasında fonları hızlı bir şekilde transfer etmelerine olanak tanıyan verimli birer itibari para geçidi görevi görür. Belirtilen fiyat nihai işlem fiyatı olduğundan, fiyat kesinliği sağlarlar. Ayrıca, NGN gibi bölgesel itibari para birimlerini küresel kripto para likiditesiyle birleştiren çoklu para birimi altyapısını da destekliyorlar. Bu yapı, istikrarı, hızı ve gizliliği önceliklendiren kullanıcılar için tezgah üstü (OTC) kripto para alım satım platformlarını cazip hale getiriyor.

WEEX OTC Kripto Para Alım Satım Borsası nedir?

WEEX OTC Kripto Para Alım Satım Borsası, işlem verimliliğini ve güvenliğini korurken, itibari para biriminden kripto para birimine alım satımı basitleştirmek için tasarlanmıştır. WEEX, itibari para yatırma işlemlerini daha kolay ve erişilebilir hale getirmek için OTC Hızlı Alım özelliğini resmen kullanıma sundu. WEEX OTC platformu 200'den fazla işlem çiftini ve birçok yaygın ödeme yöntemini desteklemektedir.

Kullanıcılar, WEEX OTC platformunda itibari para birimlerini kullanarak istedikleri zaman ve yerde kripto para birimleri satın alabilirler. Hızlı Alım işlemi yalnızca üç adımda tamamlanarak, yeni başlayanlar için operasyonel karmaşıklığı azaltırken deneyimli yatırımcılar için de verimliliği korur. WEEX OTC Hızlı Alım özelliğine erişim, kullanıcıların şeffaf fiyatlandırma ve hızlı ödeme ile itibari parayı kripto paraya hızla dönüştürmelerini sağlar.

OTC Kripto Para Alım Satımında WEEX Borsasını Neden Seçmelisiniz?200'den fazla önemli işlem çiftine erişim sağlayın.Kabul edilen başlıca ödeme yöntemleri: Visa/Mastercard, Apple Pay, Google Pay, Banka Havalesi, SEPA, PIXHızlı Satın Al – satın alma işleminizi sadece üç adımda tamamlarAlipay, WeChat Pay ve DingTalk aracılığıyla desteklenen CNY para yatırma işlemleriÇin Yeni Yılı dışındaki para yatırma işlemleri için KYC (Müşteri Kimlik Doğrulaması) gerekmez.Çoklu ödeme kanalları – döviz çiftine göre en uygun seçeneği otomatik olarak önerir.

Kurum, fon, madenci veya yüksek hacimli yatırımcı olmanız fark etmeksizin, WEEX OTC, büyük kripto para işlemlerini verimli ve gizli bir şekilde gerçekleştirmeniz için profesyonel, güvenli ve size özel bir geçit sunar.

WEEX OTC Kripto Para Borsasında USDCoin (USDC) ve NGN Alım Satım İşlemleri Nasıl Yapılır?

WEEX OTC'de USDC'yi NGN ile işlem yapmak kolaydır ve hızlı ödeme için tasarlanmıştır. Kullanıcılar işlemlerini web platformu veya mobil uygulama üzerinden tamamlayabilirler.

WEEX (Web) üzerinden NGN ile OTC USDCoin (USDC) satın alın.

Adım 1:[NGN] itibari para birimini ve [USDC] kripto para birimini seçin, ardından ödeme yöntemini seçin.

Adım 2: NGN ödeme tutarını girin, ardından bilgileri göndermek için [USDC Satın Al] düğmesine tıklayın.

3. Adım: Sipariş bilgilerini onaylayın, işlemi tamamlamak için ödeme kanalına yönlendirileceksiniz.

WEEX (Uygulama) üzerinden NGN ile OTC olarak USDCoin (USDC) satın alın.

1. Adım:[Para Yatırma] seçeneğine tıklayın ve [Kripto Para Al] seçeneğini seçerek OTC platformuna girin.

Adım 2: [NGN] Fiat para birimini ve [USDC] kripto para birimini seçin.

3. Adım:NGN ödeme tutarını girin, ardından bilgileri göndermek için [USDC Satın Al] düğmesine tıklayın.

4. Adım: Sipariş bilgilerini onaylayın, işlemi tamamlamak için ödeme kanalına yönlendirileceksiniz.

USDCoin (USDC) OTC Kripto Para Alımı Hakkında Sıkça Sorulan SorularUSDC OTC kripto para birimini satın almak nasıl işliyor?

OTC üzerinden USDC satın almak, bir OTC platformundan sabit bir fiyat teklifi almak ve işlemi özel olarak sonuçlandırmak anlamına gelir. Bu yaklaşım, daha büyük işlemler için fiyat istikrarı ve verimli uygulama sağlar.

OTC kripto para borsası nedir?

Tezgah üstü (OTC) kripto para borsası, taraflar arasında doğrudan yüksek hacimli işlemler gerçekleştirme konusunda uzmanlaşmıştır. Alım satımlar halka açık piyasaların dışında tamamlanarak gizliliği ve fiyat kesinliğini artırır.

OTC kripto para ticareti yasal mı?

OTC kripto para ticareti, yerel düzenlemelere uyulduğu sürece çoğu bölgede yasaldır. Saygın platformlar, uyumluluk ve risk kontrol standartlarını uygular.

WEEX borsası tezgah üstü (OTC) işlemler için ücret alıyor mu?

WEEX borsası, işlem çiftine ve ödeme yöntemine bağlı olarak farklı ücretler uygulamaktadır. Platform otomatik olarak en uygun kanalları önerir ve promosyon dönemlerinde sıfır ücret uygulanabilir.

WEEX'te tezgah üstü kripto para ticareti için KYC (Müşteri Kimlik Doğrulama) gerekli mi?

Çin Yuanı dışındaki itibari para birimleri için WEEX OTC, KYC gerektirmez. Çin Yeni Yılı ile ilgili işlemler, düzenleyici gerekliliklere bağlı olarak doğrulama gerektirebilir.

WEEX'i sosyal medyada takip edin:

Instagram: @WEEX_ExchangeX: @WEEX_OfficialTikTok: @weex_globalYouTube: @WEEX_GlobalTelgraf: WeexGlobal Grubu

USDCoin OTC Kripto Para Ticareti Nedir ve WEEX Borsasında VISA ile USDC OTC Nasıl Ticareti Yapılır?

USDCoin OTC kripto para ticareti, itibari para birimlerini USDC'ye dönüştürmenin veya büyük USDC pozisyonlarını halka açık emir defterlerine bağlı kalmadan taşımanın istikrarlı ve verimli bir yolunu sunar. Bu makale, USDCoin OTC kripto para ticaretinin ne olduğunu, bir kripto OTC işlem borsasının nasıl çalıştığını ve WEEX Borsasının neden pratik bir OTC kripto para işlem platformu olduğunu açıklamaktadır. Ayrıca, WEEX'te hem web sitesi hem de uygulama üzerinden VISA ile USDC ticareti yapmayı öğrenecek ve tezgah üstü kripto para ticaretiyle ilgili sık sorulan sorulara net cevaplar alacaksınız.

USDCoin OTC Kripto Para Birimi Nedir?

USDCoin OTC kripto para birimi, genellikle USDC olarak bilinen USDCoin'in tezgah üstü (OTC) alım satımını ifade eder. OTC, Tezgah Üstü anlamına gelir; yani USDC, halka açık bir borsa emir defteri üzerinden değil, doğrudan taraflar arasında alınıp satılır. USDCoin OTC kripto para işlemlerinde, fiyat işlem gerçekleşmeden önce kararlaştırılır; bu da yatırımcıların kayma ve ani piyasa dalgalanmalarından kaçınmasına yardımcı olur.

MoonPay'in kripto para birimlerinin tezgah üstü (OTC) işlemlerine ilişkin genel bakışı gibi eğitim materyallerine göre, OTC işlemleri genellikle OTC masaları, aracı kurumlar veya güvenilir P2P platformları tarafından kolaylaştırılır. Bu işlem modeli, daha iyi gizlilik, öngörülebilir fiyatlandırma ve esnek ödeme seçenekleri sunduğu için kurumlar ve yüksek hacimli yatırımcılar tarafından yaygın olarak kullanılmaktadır. USDC gibi stablecoin'ler için, büyük miktarda itibari para birimi dönüşümlerini verimli bir şekilde yönetmek söz konusu olduğunda, tezgah üstü (OTC) işlemler özellikle faydalıdır.

Kripto para birimlerinin tezgah üstü (OTC) işlem gördüğü borsa nedir?

Kripto para birimlerinin tezgah üstü (OTC) alım satımını yapan bir borsa, halka açık piyasaların dışında kripto para işlemlerini gerçekleştiren özel bir platform veya işlem masasıdır. Geleneksel spot ticarette, büyük emirler fiyatları etkileyebilir ve fiyat kaymasına neden olabilir. Tezgah üstü (OTC) kripto para borsası, sabit fiyatlar ve anında ödeme sunarak bu riski ortadan kaldırır; bu nedenle görüntülenen fiyat, nihai işlem fiyatıdır.

OTC kripto para alım satım platformları aynı zamanda verimli itibari para geçiş noktaları olarak da işlev görür. Kullanıcıların itibari parayı kripto paraya dönüştürmesine veya kripto parayı itibari paraya hızlı ve güvenli bir şekilde çevirmesine olanak tanırlar. Birçok platform, birden fazla para birimini ve ödeme sistemini destekleyerek yerel bankacılık altyapısını küresel Web3 ekosistemiyle birleştiriyor. Hız, gizlilik ve fiyat kesinliğinin bu birleşimi, OTC kripto para işlemlerinin profesyonel yatırımcılar tarafından yaygın olarak kullanılmasının nedenini açıklıyor.

WEEX OTC Kripto Para Alım Satım Borsası Nedir?

WEEX OTC Kripto Para Alım Satım Borsası, itibari para biriminden kripto paraya ticareti basit, güvenli ve erişilebilir hale getirmek için tasarlanmıştır. WEEX, itibari para yatırma işlemlerini kolaylaştırmak ve genel tezgah üstü (OTC) işlem deneyimini iyileştirmek için OTC Hızlı Alım özelliğini resmen kullanıma sundu. Platform şu anda 200'den fazla işlem çiftini ve birçok yaygın ödeme yöntemini desteklemektedir.

WEEX OTC platformu sayesinde kullanıcılar, diledikleri zaman ve yerde kripto para birimleri satın alabilir ve işlemi sadece üç adımda tamamlayabilirler. Fiyatlandırma şeffaf, işlem hızlı ve ödeme genellikle birkaç dakika içinde tamamlanıyor. Kullanıcılar bu özelliğe, itibari para ve kripto para piyasaları arasında doğrudan bağlantı görevi gören WEEX OTC Hızlı Alım olarak bilinen entegre giriş noktası aracılığıyla doğrudan erişebilirler.

OTC Kripto Para Alım Satımında WEEX Borsasını Neden Seçmelisiniz?200'den fazla önemli işlem çiftine erişim sağlayın.Kabul edilen başlıca ödeme yöntemleri: Visa/Mastercard, Apple Pay, Google Pay, Banka Havalesi, SEPA, PIXHızlı Satın Al – satın alma işleminizi sadece üç adımda tamamlarAlipay, WeChat Pay ve DingTalk aracılığıyla CNY para yatırma işlemleri desteklenmektedir.Çin Yeni Yılı dışındaki para yatırma işlemleri için KYC (Müşteri Kimlik Doğrulaması) gerekmez.Çoklu ödeme kanalları – döviz çiftine göre en uygun seçeneği otomatik olarak önerir.

Kurum, fon, madenci veya yüksek hacimli yatırımcı olmanız fark etmeksizin, WEEX OTC, büyük kripto para işlemlerini verimli ve gizli bir şekilde gerçekleştirmeniz için profesyonel, güvenli ve size özel bir geçit sunar.

WEEX OTC Kripto Para Borsasında VISA ile USDCoin Nasıl Alım Satım Yapılır?

WEEX'te VISA ile USDCoin OTC ticareti, basit ve verimli olacak şekilde tasarlanmıştır. Hem web hem de mobil uygulama platformları, net fiyatlandırma, güvenli ödemeler ve USDC'nin hızlı tahsiline odaklanmaktadır.

WEEX (Web) üzerinden VISA ile USDCoin'i tezgah üstü (OTC) olarak satın alın.

Adım 1:[VISA] ve [USDC] kripto para birimlerini seçin, ardından ödeme yöntemini belirleyin.

Adım 2: Ödeme tutarını girin, ardından [USDC Satın Al] seçeneğine tıklayarak bilgileri gönderin.

3. Adım: Sipariş bilgilerini onaylayın, işlemi tamamlamak için ödeme kanalına yönlendirileceksiniz.

WEEX (Uygulama) üzerinden VISA ile USDCoin'i tezgah üstü (OTC) olarak satın alın.

1. Adım:[Para Yatırma] seçeneğine tıklayın ve [Kripto Para Al] seçeneğini seçerek OTC platformuna girin.

Adım 2:[VISA]ve[USDC]kripto para birimini seçin.

3. Adım: Ödeme tutarını girin, ardından bilgileri göndermek için [USDC Satın Al] düğmesine tıklayın.

4. Adım: Sipariş bilgilerini onaylayın, işlemi tamamlamak için ödeme kanalına yönlendirileceksiniz.

USDCoin OTC Kripto Para Alımı Hakkında Sıkça Sorulan SorularOTC kripto para ticareti yoluyla USDC satın alma işlemi nasıl gerçekleşir?

OTC kripto para ticareti, halka açık bir emir defteri kullanmadan, sabit bir fiyattan doğrudan USDC satın almanıza olanak tanır. Bu yöntem fiyat istikrarını artırır ve büyük işlemlerin fiyat kaymalarından korunmasını sağlar.

OTC kripto para borsası nedir?

Tezgah üstü (OTC) kripto para borsası, halka açık piyasaların dışında, doğrudan karşı taraflar arasında işlemler gerçekleştirir. Sabit fiyatlar, özel ödeme ve esnek ödeme seçenekleri sunmaktadır.

OTC kripto para ticareti yasal mı?

OTC kripto para ticareti, yerel düzenlemelere uygun olarak yapıldığı sürece çoğu bölgede yasaldır. Saygın platformlar, şeffaf ve güvenli işlemler sağlamak için uyumluluk standartlarına uyarlar.

WEEX borsası tezgah üstü (OTC) işlemler için ücret alıyor mu?

WEEX borsası, işlem çiftine ve ödeme yöntemine bağlı olarak farklı ücretler uygulamaktadır. Sistem otomatik olarak en uygun fiyatlı seçeneği önerir ve promosyon dönemlerinde sıfır ücret uygulanabilir.

WEEX'te tezgah üstü (OTC) işlemler için KYC (Müşteri Tanıma) gerekli mi?

Çin Yuanı dışındaki itibari para birimleri için WEEX, tezgah üstü kripto para ticareti için KYC (Müşteri Kimlik Doğrulaması) gerektirmez. Çin Yeni Yılı ile ilgili işlemler farklı düzenleyici gerekliliklere tabi olabilir.

WEEX'i sosyal medyada takip edin:

Instagram: @WEEX_ExchangeX: @WEEX_OfficialTikTok: @weex_globalYouTube: @WEEX_GlobalTelgraf: WeexGlobal Grubu

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