Bitcoffeen (BFF) a Bitcoin (BTC) historial de precios ...

Is this a Bitcoin CSS miner?

I found this code in my styles.css sheet.
/* bitcoin / .bitcoin_box { margin:5px; display:inline-block; vertical-align:middle; width:auto; border:1px #C5C5C5 solid; padding:8px; font-size:16px; padding-bottom:7px; background: #ffffff; / Old browsers / background: -moz-linear-gradient(top, #ffffff 0%, #f6f6f6 47%, #ededed 100%); / FF3.6+ / background: -webkit-gradient(linear, left top, left bottom, color-stop(0%,#ffffff), color-stop(47%,#f6f6f6), color-stop(100%,#ededed)); / Chrome,Safari4+ / background: -webkit-linear-gradient(top, #ffffff 0%,#f6f6f6 47%,#ededed 100%); / Chrome10+,Safari5.1+ / background: -o-linear-gradient(top, #ffffff 0%,#f6f6f6 47%,#ededed 100%); / Opera 11.10+ / background: -ms-linear-gradient(top, #ffffff 0%,#f6f6f6 47%,#ededed 100%); / IE10+ / background: linear-gradient(to bottom, #ffffff 0%,#f6f6f6 47%,#ededed 100%); / W3C / filter: progid:DXImageTransform.Microsoft.gradient( startColorstr='#ffffff', endColorstr='#ededed',GradientType=0 ); / IE6-9 */ opacity:0.75; } .bitcoin_box:hover { opacity:1; cursor:pointer; } .bitcoinimage { background-image: url('data:image/png;base64,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'); 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infinite; animation:spin 4s linear infinite; } @-moz-keyframes spin { 100% { -moz-transform: rotate(360deg); } } @-webkit-keyframes spin { 100% { -webkit-transform: rotate(360deg); } } @keyframes spin { 100% { -webkit-transform: rotate(360deg); transform:rotate(360deg); } }
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Mi az a Bitcoin bányászat, miért van rá szükség? A Bitcoin lényege röviden - YouTube bitcoinhu - YouTube A bitcoin közgazdaságtana (Közbeszélgetés) http://bitcoin.hu - Mi az a bitcoin? - YouTube

Bitcoffeen (BFF) Naar Amerikaanse dollar (USD) prijsgeschiedenis grafiek: Bitcoffeen Naar Amerikaanse dollar tabel sinds de start van de handel. Bitcoffeen waarde geschiedenis in Amerikaanse dollar sinds 2018. Auf STERN.DE finden Sie News, spannende Hintergründe sowie bildstarke Reportagen aus allen Bereichen: Von Politik und Wirtschaft bis Kultur und Wissenschaft. See comparison between cryptocurrencies Bitcoin vs Bitcoin Cash vs Ethereum such as ranking, price, market cap, trade volume, charts, and stats. 🔥 Out Now 🔥 We've just published the CoinGecko Q3 2020 Crypto Report! Yield farming, the NFT trend and so much more 🔎 EN . Language . English Deutsch Español Français Italiano język polski Limba română Magyar nyelv Nederlands Português ... Bitcoffeen (BFF) a Bitcoin (BTC) historial de precios. Cotización Bitcoffeen a Bitcoin gráfico desde el inicio del comercio. Bitcoffeen historial de valores en bitcoin/bit coin desde 2018. Gráficos de criptomonedas. Enlace al resultado Copiar el enlace. Imprimir. Tasas ... Bitcoffeen (BFF) grafikon povijesti cijena. Bitcoffeen grafikon od početka trgovanja, Bitcoffeen povijest vrijednosti od 2018, Dijagrami digitalnih valuta. Udio Kopiraj URL. Otisak. Ažurirani digitalni tečajevi: 18/07/2020 01:47 UTC-05:00 Bitcoffeen Kamatne stope ...

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Mi az a Bitcoin bányászat, miért van rá szükség?

A What is bitcoin? ( http://www.youtube.com/watch?v=Um63OQz3bjo ) c. videó magyar szinkronnal. Készítették a Magyar Bitcoin Portál tagjai. További információ... Mit szólna ahhoz, ha egy jelentős technológiai fejlesztés képes lenne újraformálni társadalmunk alappilléreit? Egy technológiai fejlesztés, amely alapjaiban ... Mi a Bitcoin VALÓDI Értéke? [Teljes Útmutató a Bitcoinról] ... Mi az a Bitcoin? - Duration: 9:33. ATV Magyarország 12,915 views. 9:33. Banking on Bitcoin YouTube Movies. 2017 · Documentary ... Mi az a bitcoin? A bitcoin az első decentralizált digitális pénz. Az Interneten keresztül továbbítható digitális érmék. A bitcoinnak számos előnye van minden... https://shiftdelete.net/bitcoin-nasil-alinir-altcoin-satin-alma Bitcoin nasıl alınır diye merak ediyorsanız, hem BTC hem de altcoinlerin nasıl alınabildiğini...

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