When choosing a cryptocurrency trade, there are several issues to consider, together with security, charges, and cryptocurrencies supplied. It can additionally be necessary to know how your cryptocurrency is stored and whether you'll be able to take custody of that cryptocurrency by transferring it to your personal digital pockets. Crypto exchanges let users purchase and promote cryptocurrencies online or utilizing a mobile app, making it easy to entry the crypto markets from wherever. The escrow mechanism used in the peer-to-peer buying and selling course of could additionally be difficult for model new users while the comparatively slow commerce execution could deter first-time customers and energetic merchants.

div style="text-align:center"> <iframe width="560" height="312" src="https://www.youtube.com/embed/W0CslQHEPrk" frameborder="0" alt="Crypto Trading for Beginners" allowfullscreen></iframe></div> Plan to do the same with any cryptocurrencies, since there are actually hundreds of them, all of them operate in one other way and new ones are being created every single day. HFT is a type of algorithmic trading technique used by quant traders. This entails growing algorithms and trading bots that assist rapidly enter and exit a crypto asset.

h2>How To Choose A Crypto Change</h2> Remember to by no means trade more than you can afford to lose and contemplate chatting to knowledgeable financial adviser earlier than you get started. Recommended for professionals.Binance helps the widest selection of deposit/withdrawal choices of any exchange currently and the widest geographical coverage as properly. https://buybackanalytics.com/ can even download a cell software on either iOS or Android and trade on the go. This is the number of belongings supported as nicely as the sizes of the totally different order books.

img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" src="data:image/jpeg;base64,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?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?+fxoMf4qRg2lpj7nX+YRH/htKf7VSD4tt8iV+bS4xwTiojH9RXbOofhj6VaoYMbT9wdtF82lRRHdS6wo98lB5H+7j8a5d1709vnT3UMnTd?+YCJDIC21pzsebP2VpPof4EEeVbfAeKsO4hJZSuIeNS0ix+hWOxrh/EMAsapvqnQOGo/b3qgrjnPFQLYyO2aeuQ88kUOuGR2ArSEXVK2ZIVx/ahHGDycY9sU/ciEZ4oZ2JnuKjlCOyZIHGFAYxxQrjB8hT9yJx2oN2L7UMtTLJbJC4xuzxihHWOcYNPXo2PKg3o5HlioEJtkqROtHzFCuN07di5BFBOR8d6gWBORy3SdxsknNButkU4dYAzxQrrPtQHNITbJLpQ6gmhXG/OmzrPHahHWvahkJtkgKVuIOTQziTzmmTrXt3oZaPI4obgmWPS9Yz5UOsYNHuNg?+VDONY7ChkJhrkIoehrDj1P5VOtO3g1hsTXLBGDrIttOB9nzqdtBPJGK+ttEDsKIQ0T5VNoSrnBfG0YohDfbism2CfKjGmMjFFAslnyc1g017UU00eM1I1HNGNR/aiAJWSRRNM+eKKaZP8A6FTMxieMUazE9RRWtSckoUDTJ8hRrMY4GB/CiGYvbij2YZPcUZrSkpJkKxHIxxmjmIp5/wAKKYhnjimDMPtxUwCUm+dBMxMHhNHMxPUUa1DP7tObJp6de7lEtFuZLkqa8iOy3+8tRAA/M1OwaLlJumLjYJK1FP7tO7HpK/X53wbJZZ1wWO6YsdThH37QcV2v04+FjQmh7SibrBUC5Xd3cfHmLUIrW3BOxJTtxyMqXyfLFX2Bp59TK7bpnTYeihe0PW9tSGEpODuQT9BPlznt2IrO1HEkTCWwtzd+wWro+EKiZofUvy35WuVw?/buhHVSaSGNEXAYG4+IlLeB77iMUVK6EdTrcwqTM0nIQ2khJKXG1c4zjhXfFd16X0faYji4mstBz3loGXLpc1suMlBOcK5CE47fSmlettK2iW6iHoLo?+3cVhbbrd2gyY8ZjIUNwC0rySACCFAfcaQ/mafNbKPv3qz/kmkI1kd8PouG5/S/XVnjiVcNJ3NqOU7g98spSMeu4AilCIJB2kHP3V2Hqmz9c7Bb5kmHodEaIpSQX0vpnyW0fv7UqIAHP7Jx7jmllp0Sx1Hgy4WsNPRodxhI3fNx2EMl8FezxUnIUFBWfpUNpwcAdqdp?+JQf7zNOoKqa7gV4aXUktz0cP1H0XK6IJ7kY/CpkwfardqDSq9PX+5WJx5D6rfKcjFxs5SvYojI/KhE2w4HatQ1weA4bFeZSymJ5jdoQbHxCTQdR3HQE+JrC0PBmdbJDTsZSk5SXN4CUq/qqJ2n2JrsbTvxPdKLvIi6eueov0RfZ7IdFvmIAbVng7XiQgjOeDgmuR9RPW2z6ZuJucFDvz4agxXVKAEeSpwONrOfXwlIz5FYzWr9RTI156lQZLTz6W0iPGK2mxlK3V7lBIIOfpPbBryXjqKOsxBrD/i3f4r3f8ADKAnBnzH/J5t4AAL9Xba05Glt3VqS20heVNqUlBSr3yB9nHofx86hmXWF8y8+VsFxs?/UmPODhRu?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?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?/wDIWzjcO2fGGfbgVnRhk0keZnMrYxztYcrlvHU9z0/ZZccw7ui9KJylMNfzCvI42IJNaU151L1dqHUTV9NuVYlWAKTDaW74ThTnJWW1EKz24weBVX6m9SXNc2q2samvd2uDcMEIQIzbKjk85V4i/wCyqmm56ciWphNr008hUhLmxc2YZCkEEJC0hCW04J3DCgoVZUeG9mzO8Xdt97IMtVmflbsFd4Uhd3g/OKW9JUkl17J2stgftKPmScgDA9s13L0t+PnV+jdO2y0aq0Qxe7VGabholWxaWJUdgDaglpQKFlI2jGUZ9a45t2mZ9y6awLzJlOsQ2HFqkKEdSWWiVYQlAACVuq9ByBjdgc1ddZypDk1a9SWBFquD0svGK4FRn45Uc7RkBJIBxg07Sdm8PA5Jeta67M3NdpK+K3ojqmS/KuWrVQ3UkB6Hd4CmV7ydzaVpQlxt1sclQJx2GOauEn4hent9dg6pmdc9GvTrUypLMabb1JhIWo4LmwrCvEIASF7uASAkZOfzbnXoswbjEfnsobS61hubb1vBIAV9koBBB9OPKrdGuUZyxrWq66edzGbITKtzjSW8AHslKc?/xolMwz3zJWoY2MAhd4TOuHTbWlxYu986l2kXSK0RDj2hTr7UQKSkLUk4+tSyftFIIBCR5k1nV3xe6E0hvt8Zi5amn/ZZQ1bzDbUrn7TrxASDgfUlCj34865N6T3VxWp4bcWehkvEt7bXCw6vtwgqCj5djz2pxrvp9qzVeu4dtsek9S3WY4MFuby4Ek4JUtIBQ395HY04ynZ/lslHJzeOt?+surusF2u/RYEK2wYjjkW0xH1LENwuIBW4o/0jm0bQOAElRAHOYn4Bq29Jfg86tRrw5etT2y2WJgRyiLGXJCnNylclQTkk4H8e3NbiT8KV/X4YkagiI3r2FSWHCEmtRhmI0dHT9m94BudNV5hxVg2JYjiXa0sRc0NAvoNfeVzE9AHOEn8qXvwfUV07cfhQ1Ewnezfo7gwTzGc?/8A2571Wbn8LnUqOz40GLEuGQVBDLuHCAf3VYNWTMXoZDZsgWddw?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?/iqAA+gNkqB4KuMcZyeef1v0FZNIWPS8ZrRUKCYsxDUgzGm04ltuIC0uhQzuCge?/31+Kvw5ag0/L1JMZvNkjBDNvccMlicuI8hABUtR/1iQEglIwMAknArZvw1/HrrzoRMj6J1da16r0awpTMaOtwsTIKMnhh05ykcnw1jGexTzkVVC5+jUJpvqv11eU2lK3pKktssBSnF8pKk48scK4qr3C6Xu6uJbt2m5MtsqSncpG1ptOPInBWfU4A571rHpp8afQnqYtce0a1btdwcQlaLfdm1RncHbgB0/q1Hk/tA8dj3razOoNKTJBVDm2l7lKEqjLQpZKsgBG0nJyPT09aryxzNCF291Sb3rzVui5CGNQaZEKG6QWfGlx0tLSDz9pxRHkOEZ96sOkuoNu1fJEVFsnRFEpDa1MhbLmRkFByTt98D1qS+6cs+oGkPKnTfEhLDraVOFzBVg4wQVIynkYI8uwplb12myw9zD7LS3Pp8dR2JHclKSsAeWSfWu?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?+SApS3DlahhYAyeeBitf?/o6EAcoX7fXXhbYOOWnP+v8A+VPjBnN2t8UD0tven51T0c+TVAR0XkojqdD/AIYvj3DgSQFA78jgkcH+ylqpXQvxVPf5EpgcWUlZRfHU5AIOOF8du4596CFtg/6tzk/v1Im0wM5KHP8AtKm3CJTsR5lcNYwdVan?+pHTGTGjRHOk118GGNrKE3976R6ZLmSPYk0Yx1X6ZR44jJ6T3gIHZIvazj7suVTU2aCQP1a/+uanFgtxOC2rt+8amMEmPTzQziEQ3urI91E6RynPEkdLdSgk5UWr8tvJ8s7XhmhHdS9AZEliVL6OamddjueI0td+cWUn/AHpFLU6bthxlpf8A1zUo0taT3bcHH+sNS/gM/UeZ+iEcVhHVFybt8N8plDS+j2qWti/ESW7oFYV64U+Qe1LJUf4bZ8lEmT061nuSpStolx8EqOT2eBx+NHJ0haCrBbdxnycNTtaLsqlJBbd5IH9IaG7AJQbm3mvhjsTBYEpJOtXw43HBf0x1BSUjCQJEUhPfsC971g1ZPhzbQGzZOoZx5l2L/wD3VYUaHsSsbmXufRw1M3oKxKzluQP/AIxoZwF9rWFvFQPEkINyT5KqTtOfDlP2+LauogCckAKiD/8AlrFrTPw1tOBRs3URYwlKkrXEwoA5wf1me/oc1cU9PLCr9h//ALU1mnpxYMk7JHb/AFnuKgcGc0WsPND/AJnpgdSfL91Xwj4fd0cPWvqI8xGO5EfEIM59SgLwT9/fzzRU2R8N90t7duu1k6qymmuUhU2H39eT/DtTf?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?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?+XnQ6Cj9weXmanTtHGMcDPJoocLXSUiMb27hweD60UxgrTxjkUIyEhf2PP1NGMbd6SBj6h5+9Dc5IyGynZCSoZBoxptBIGCMis4Vnubvglq0y1+OCWilpZ8QDuU4749qlZbGcFBSexBzS7nclXSSg3AKzaYSecHNFNxgQcA1my0nyTxRjbOQOPPn8qWfqq2WayCMVO3seMVC5ESRgZFOkxsg7aiejFI9zScgQm1Fjoq5IjADYc9zzgUtkRhgd?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?+gsq3rVhbMIPpetr7TqiEvRHwSsjJJLRIW2ORjchGecZps3yhJ9hUXU/SMfTdsizoN2M6HcWnFsl6MtmQnbwfEBG0HnOErWByM+Zyjq/VJJ8wKqmkEXC3ZUtEW//ADxH3H+w0ODmiLeSJrePf?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?/B7C9IdupmHlut5WkJPHAOe4B/vou3qxMbPfv?/AGGgY3CPwT/9KaMhE/Nt/ef7Kag/ut8QgyeyU/3ZSe3b0rArPIBFfCo7TjPasMq?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?+h9q2fZYEyyaE1DAuzAZlR7pEQ4FKB25LZ7jjsQaX9S9O3HUerNR6ltzrLsa0GCHQhSlFYWlI+nakg8+4pZ8Ryhw+/uy0VLjMZqTC4AMF/Wvv7FvPOlHW62XWfqdyVAgOPMwLXHVIcSjIaSdxyfTsfyrXN8sV1027Ig3mK028uEmQ3gpXhKlpAOQTjsfeuiuoUV5buvfl20pSxYIGeyQMhzvn8a03r1Dt4vM9y536yx3IlnaCPBWpxDmFghI4J3f4ig1UQDi7mmOGMWfJBHBoGNAB3J1DCP8Asr/qXUzPTGbbX3Yjs0XvRaoiS2AgNuOYUOec/Y7VV4qVoEbepDYxbQMp5OEr8u/n37VfOpYZ/wDs4l1tk+BYojiVqG4pOSMpB7Hk8+/lzWv0voExlAQFEvw07lgHsojt28/eg1Zs8t5BJYQ5k1O2QN9c+0b72Jt3CwKoXVFaRpVoFedzrRSQnGeVj?+6tToXjHNbN6nyVK0rCTkDepskJASPtvelasQvtzxSBXs3CwIoNfzFMWHQFA586ufQno1qrrCnUD2mEIWuxraU7uWkE+KClIwrjBOAT5A1QQ9hJOfKlmkOt?/ULoHqm3a70FK2L8Z5mbGeSVxZ0dSGtzDyexB25B7ggEEYoTw4tOXdaNfqb0d6Tax0N0Qs2lLjb3Y14hsrbcDLxcBJyVA844486L0jpvVkREtpyMp?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?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?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?/px71V0S5C2WSchJRFOBwB/PB+dMI7yyXFZTjw5P7Y/wBen3pftUpPCb3P3urPuZebLb7W8KXFGC+gJx4/oRSqFpyGzelXhCQGxHVISguH6XxKS3kAYTt2fxqASFBXJBw5Gx9Q/wBfRjEoCOoKdA/mbnA7/wCfJr4PB3Sg7WEEMda+h+CaSZro1Vphpp4pSvUMVKscZ+tfBweaX6h1ND/ljetPyLpcEzHtTtKajoAUwptKm?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?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?+g2a2RmQ3JXDCUSpRCSnaXErKGUYxnYMkjhSRwdfXu56F0nMi3L+V1kgR/DUXw7PaGQBk7k7tylduQCrOO/aoh9t10MJNlRo1ql3h9V4vhgRlsPLMaEytQDY4SArP1LWM9yEjnhIxmtRdU7TqOyXK4albfCrMlKVXCGp3wkLUkEoVkn6TkDn0B+6tu6v8AiR6QQcv6ciStSz0/ZdaaXHj59FrWErVgjsE4PnnjPG/XLq/rnqheliZHbi2i3v7mbbET4bKUNjPJJyoklPKuBwcAcUxGXP1Ck1mR2yq+tfkL5o13qDCtj8ZtUh2wlxSh4akNstONhIzu3ZDylcY+tOO1JNOPZskP/wBykfwpFdJNyi6YZsT0vMVS3biWkqJT4q2ijj7kgc+5phpl4foOJz/owKbYLCykU/DmPOpoiyqU2B33ClvjCj7EpD15hNLdU2lb6EqWnukE9xR4mkyNA6hClOVjj3Kx2/a5PjocSFJU4kKSexGaNutudbkT5EdtKY8daUkA9s4xx+NNWbWkXLdHvER6PHlIbDUxBBWTtOAoDIznuCDRWoLUI7d8ZWFoKHWlEtrDyASEEcpwR93JHvWuNOWxOzjY/ofosm7EmGduU7j9Ry06qlFz3rEu5OAc+lGIsDzkd2Si4xShkfWfCf4/Dw6yhwFMpVIabSPDwTIlYQhvP7SUZJUeCOQR7diKkhxVoamMA2K+mJ+j0pcurS0LUne3HP0qWD2Ur91Pn6njHfNbT09c5bkPVsNP0pd0+rDbQwFEocwSB3OD3OTitcahcjma7IjAzVoaStx5zsknPISTyfvzV8n32BAfvMZb7TAl6eCWkFQSHHFBYASkY5PA4p+kaGPc4nQfQrN4s91VEwBtydfCzmnZZW69aytDU1Tiv0m9dLWbWpEhSgptIJSNm4jPr957VPKjW9ufb2bMtSwuzMQbj8+ymR4MhaxlKAsEJ9QR270sTPDrLOQlOAeyln/SHjkmp2J6its+IkEuxM7Rj9v2qtdVOLcpN1UuZZ+ZoAJ3tsdgLju5KwxL3qKdBiIvspSEW+3phxEFaSQz8wjnAHH2cdzx58mmEeYlEpPhAD+cDkkE/bPI9P8A1zVSbmfqU5WD/NwM/wDSM03gB52choqCCXwec/6zFJPlc46qrnha0E2AHQaBNUTVLQ0tS8qKIpJKhz/OxTCPM+tZ3D+ik+Y/16aQGK4lmOWX0H9VFJzkc/NgUS2zLQXF/Sr9TJ7E+T6aHnuq2VjXc?/vVWL5z9Z3H9Kx5jydolub/ADZQKh/mTnn/AM/TVexLDp/VK4cb9f8AWVJ47wZU3tO4QnDjB/8Av1TD0lJEDt1ViluR5ano8ppt1lchxKm1gKSoBwcEHvWL8pDcNDbe0JTGQkJGMD+eZpVJLsfxHnTsxMko2nOeFJoR+cPlx9YOGkj/APM5qWdDEJcLA6JsX2Yv6iM200238+EttgJSkB9GAAOAKilzPqIJHCmR39HwaRzJ+FPHcOP0ke//ADhNfJcweKrKx?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?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?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?/ekZK+EOd2fM/X6o3odXYXYdANiO76fErZxXbHU3BmJ9bc6Kwww8tJKQ6SRjOODnGfuPpUhmm7yGbhOtzTTrLUVDRKgsgBZ+oHHHn+Va+T1u05uQpy3SPpW2vGR+ykg/218Y61acZbQn5GR9KGk/ihRP99LzYgZRl0A7vG6WOHVZGkZv1v4D4gLazQXtRtWOSf8A6zUkRt5amfrSMrhnJPqutWo65afBSRAlHBzxj1P+NSsdc7C14WbfL+gxyeRz4asn86r3SA7JN2E13JnyW3IAU20FuKSd0UADv/yn/wAqdxJn88Qdx/zlHI/2zWjU9ebAlsNfo?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?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?+2Gmi+ts7FAEEEkYTuGAASMFOB3AqsQot61H0avdpeYYaahyGri2xDQUlIBDStyecHgHgc5zzWbnpWTRmCUb6FaiGc6SxnTcL9UNG6/tN/wBOs3G3IQw8Epjy20EEId5KVJ5ztUnJA/LOKuLF6jJjrktFt1DzKW5kbdy+g5B58iBkg+xB45H5FdLuuev?+lmsoF9g6kM6Jb2EQZUOY+S1MjEgeFx5jIwrukjPka?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?+WAe+tHbHZUyZb9qgxHnE4U4pt8rU4kkZJUVqOMjOD7ZrMycZRuGaCAW7z+y3kPBVa3SorXX//ACPqVrb?/ACAaUbCFOKdR4n2NxA3fdTWD8MNtuDHzkaLIEYEgvuLS01nz+tWASMjgc1s21MaLTtZlOyLVP3JW4hiQ7uSOwC0uBSecEEAZxjtQmql6gsFzYai3mBcIa2glpSG1I+XxztKVEhJ8uMg58iajHxi1ws6ADv3+H7qf8lVIff015HTY+f7KiRPhe0rPUpMi?+MMBslKhvdXwPMbEFOO3JUBz3oyV8LnTGAz4j2oLwk4Ckly1KS2onHAUXPU47etbCtFnZvtjav8AFvshCvFKLgEo?+qIgDIWfrClAp3Ywkcgjg181hprp3bYjbVn1NPvlwDyzI2NJbY2jIBSogkk8HjIAPfNPNxJ84D2WsejQi?/wlkHqPc?+46uP6Fajg/D1pKXIcYUlbQSvaha3Q2HM8DvjB7ce/GaZp?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?/WeGVlRccxxvUTkgcAAAds1Q3WiM0YlhEZpLaAEgUO8oAE5rdUdJFh9OymgFmtFgsTUVL6yd08m5KWvI9aH8Mehop9Weag3GjEqTRosmV++aPZcxjmk7DmMAmjmXee9RBXXtTlh3tTBlz8qRsuUew?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?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?+3DvdkuHjQpCdyLkHElDqyc7QnjbjsUK+ocnnPKK4a1lzYDsR8plpWSS4woLykdsD7Q+7jt25rne2t620M+89o68ussSBh+Is72Hk+i21ApUPZQNFOdTrwgbLzo6MlRR4alxUuIG3PYJSooA78BIrySo4PqqCQ5G5h1GvmF7hQ8YUGIxDM8NPQ6eRW3rNqa7wbr8/HtCnluIzxDaBSBxu+ztye5JH8aO1rfI96Q2u6uLkpZBRt+YbbUj93BUSSBzkY5/hWiY+tdHsyFz12K5iS5u3APOBJz3G1KBx+Pr60QnXtnU8uRB0WuQ+4oKy6244nIBA+l1RQeCRynzoMeC1BkzMhdfw?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?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?/TgnNFNyTnO6pJV0d91Y2ZIHORxRTcknuQarzUo5xmiW5ZAxmvkF0SsKJPOd1EJlDP2sVX0S8gHPaiUSgec1wlCMSeJk5Od1SiRgg5pGmRx9qpUyz681wKHZp4JmPMVl8370kEwgYJqQStwzmvrrnZp2JQI7188cetJ/mSfX868ZJ9T+dfaL7s02VI285zWBkDPYZpWZJ/wDRrFUrH7VfaL7skzU/xUSpAHOaWKl54FRqlY86+2CkI0yXJGe4qBUoZOKWqleZJqJUwDPNfXUhEj3ZPJ5oV2TwRQLkvuonvQrkskd6+uitiRj8nzzQbsvCs5570I9LA4zQbkrJyOfxqSM2GyYO3Je0nypa/M3EnIoZ6Sdp9KCck8e9cujsi5IqRLURyeKXvSB61E7JO05oJx/Pc1ElMsiUz74weeaAfkc9+T5Vi8/wcUvdf781DMmmRLN5/BOaCefB7GsHnsnk0G88MelQJTTI19ffOeDQTrvfmvjz2cYNBOun1qBcmWsXnXO/NCOu151w+tCPOnyoRcm2MsVi66cmodw9awdc8qi3ffUCUy1miFaWaLbUqvV6oozkS2o4yKKadJFer1TCVcBdFtOHj3otpwk16vVMFLPARbLp7Gi23lYAr1eojdks8aItl05Botp1Wa9XqkEFw0RrDygKLaeJPvXq9UwUq4Itp5XaimX1Y7V6vVIFAICMbfUAKJbeUTXq9Uks4BEsSFCi25CjXq9XyG4aIlD6sVO2+ojgV6vV8hEBSpfUB51Ih9WcV6vV8hWUoeWKyTIUODXq9Xy+ICz8ZXpXvGUfKvV6vlywXxTyhUan1ntXq9Xy6AsC8qonH1g4r1er5dsolvq9KHdfUE16vVwogAQ7jyimhnH1Dyr1erqIBqhHn1ZoRx9QOMV6vV8jtAuhXXlEEGhHXVYIFer1cKO0C6EffUKEceVzxXq9UHbI7AEE8+o5NBuuHyr1eoaaYgnXVZoV1xWMmvV6okppgQTriifvoRxZ7mvV6hkphgCDccURQzi88V6vVAplg1Qrrh9Ki8X2r1eqBR1//9k=" width="303px" alt="Crypto Trading for Beginners"> This information was ready by a professional crypto data analyst and investor. You might have heard that trading cryptocurrency is risky, and that is true, however so is trading all other financial instruments, together with stocks and bonds. It’s hard to talk about crypto trading with out speaking about danger administration in cryptocurrency trading.

h3>What's Cryptocurrency: A Beginner’s Guide</h3> A CFD is a contract by which you comply with trade the difference in the value of a cryptocurrency from when you first open your place to if you close it. You are speculating on the price of the market, rather than taking ownership of the cryptocurrency. If you open a protracted position and the cryptocurrency does improve in value, you’ll make a profit, but when it falls in worth, you’ll make a loss – the other is true for a short position.

ul> <li>Tally Greenberg, head of enterprise development at Allnodes believes that success as a crypto day dealer requires greater than reading the charts.</li> <li>Once you finish studying our guide, you should have all the background data on buying and selling digital property.</li> <li>The RSI indicator evaluates the connection between the worth of a crypto and the actual demand for the asset.</li> <li>Recently, the crypto markets have become an increasingly popular destination for day traders.</li> <li>Successful buying and selling is about extra than just indicators – and that's what Nick McDonald? had in thoughts when he created Forex Signals in 2012.</li></ul> There are lots of ways to make a revenue by buying and selling cryptocurrency. There are inner and external prospects that lead to losses in investment. They include authorities interferences, hard financial occasions, malware makes an attempt, and hacks. In addition, the market is volatile and simply prone to manage. So please make certain to not make investments all of your financial savings and your retirement plan. It would be greatest should you thought-about what fee choices the trade helps. You ought to contemplate whether you understand how this product works, and whether or not you can afford to take the excessive threat of dropping your cash. The cryptocurrency market operates 24 hours a day, seven days a week, which implies that there isn't a best time to commerce as value adjustments can happen at any time. And as cryptos are traded all over the world, the varying time zones means that the market will all the time be energetic someplace.

h3>How We Generate Income</h3> Networks like Polygon goal to significantly scale back gasoline fees and transaction instances on the Ethereum blockchain making it more accessible to customers. There isn't any single finest cryptocurrency, but there may be the best cryptocurrency for a certain use case. For instance, Bitcoin is the most effective cryptocurrency to make use of as a retailer of worth asset as a end result of it has essentially the most widespread adoption and a finite supply of 21 million cash. To make an account, you’ll want to provide your crypto brokerage with private identification data, much like opening an account with a stock brokerage. Some widespread info you have to provide when setting up your account contains your Social Security number, handle, date of birth and e-mail handle. For day merchants on a centralized trade, the absence of presidency taxes and costs make the price of transacting crypto very cheap. Trading volume refers to the total number of cryptocurrencies traded over an outlined time period. A crypto's trading volume is a measurement of total market curiosity. A crypto with high trading volume tends to have higher liquidity.


トップ   編集 凍結 差分 バックアップ 添付 複製 名前変更 リロード   新規 一覧 単語検索 最終更新   ヘルプ   最終更新のRSS
Last-modified: 2022-09-27 (火) 15:09:51 (586d)