However, some capability might take a great deal of time to get accustomed to. 3Commas currently has a Trading Academy-- this outstanding compilation of sources provides customers the devices they require for success. When you buy the 3Commas Pro variation, you will certainly https://t.me/signalforall likewise obtain access to a cost-free trading course. 3commas individuals are able to track numerous orders on different exchanges and develop informed trading methods.<img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" 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FCiyFMI/R+deSFpSHGqQ4pJulCr?/AN2DYaik/alXgsSFXZCmV+s5ajT830Nin1NZWl1ltlSEcDwKQvrW8WoAnnYXwQ9Hj+Qb9UYuXJmWMl5nYkO1DZhApimXChKXoOgqH2a0pP3C3iJwSf2YbO/qbSPdUdmA87dHj+Qb9UYBc91PaHSnGE5AyvS6kgtvuSDLCgUqCgEJTpUOPEmx8CTxGPYf9mGzv6m0j3VHZjz9nTL9Eg5rqkWHSY7TDMlaUIQ0AAL8saXTmm7WgrEYi7TNUTOW7L+WBpDH0aOtxdriZ35blMt5v23vLZYTs4pTTu8UmQp1lwNtpSw6u6SHOuVrQhIt83UAb6gQf5LdzJUKY8/nClwYksS322mmGCgblKylCjqUq5UBq8HAjhh93Jpfo5n1BhdyaX6OZ9QYlvnGwX3NXpp7Wl+VVj7ufUkujR/IN+qMY6NH8g36oxG9yab+zAZH/gGA1/MrzUhxtOzeovNtqTpcbjn5RJXpJSCkXIPg8XHljIsa?+YfEZ9zsVbvLT2vujWezXwtz6npzZChlvL0xO5aH6+s+Af4TeFiF2LNsP5SdfaYXFDssrLWgoKSWm7gjx4WKDD6aoxNqm7TRMRMZ8YbezjovW4uRTxPmY7RaQTruUj?/EV2436M143PaK7caMRmyy2QXPmjk6rtx06Kj6TvtV9uN2z2OjNeNz2iu3AjnPPEDJ9XpNIfolSnOVnWhpcZRUlCgpCQFi+oA6+YBsAefLBf0VH0nfar7cCGdNoeXMjVakUWriYuTWytERLTpUVKSpCbFOrVa7g4gEDjgAh?/8ASIpLbcOSzkDNS0THC3ZQShbRDu7JcQV3ASq1z9otqAUU+jNkkWNKyUzJKX07yfUVWLq0kfrr/MX5486u/pO7OW2ob6Y9XU3OcLaLrCVpUHd0rWguakhK+qSRzIHE3A9FbJYseXktqQHJADk+oqA3y02HTX7cL8MAZdzYv?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?+gXvayrBZ6adF0j++5eXX24z3Ni/wDO9uvtxqKawQDvJPvLnxYz3NY8pJ95c+LAQea0xaVGFSDEh7orMh/dIfVqc0tlWkFSgATa3EgceOK8ibZaRLTFS3lWvBx959nW4H2mU7oFRIW4E6tQSQkW1XKQoJvcWHmgwqNHFWkLklmGzIkODpKgdKGyo2KlADgPCQMAcTbvkWaI6GotXQqQ8+wkvF5lvUylRWAtwpSo2SRpHWvYEAkYCb2f5yTnKeWe9uoU5kMqc1SX30KvpaUBoUlJ5PJ4+NK7XACifdzYv?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?+oKCQsJJBAM/5by+iBSamX0LSxEQtzphTZTgSlJCdQJTdQFwLAkDw4hpm33IkGSqK8xUStC0N3bfcdTdaUKTbdlR5LF+F7hQF9KrAaZFrcTNjEiT3NlRCyvRZUlagr+Nwb+MW4HwnBT3Ni/8726+3A1kzMlGzqxIkU0SkJjObtRMtauPiuFc?/GPBgk7mseUk+8ufFgM9zYv/ADvbr7cebM9NNt5xq6Up4CW4OJubX8Zx6S7mseUk+8ufFjzfntDbWb6ugJ1WlLAKlKUefjJxDa?/VTTo2jKcuXHslO6y/VY35b0BoR9EfdhaEfRH3YzZP0Ufz7cKyfoo/n24493X/AOk+tC5+VqUINgUJsfswLz86swGi7JyzVVNocU2rQ22o2D6mbgJUSQdIUPsWPDcAqsn6CP59uB/MGdKXlx8sTIrru6S244WEa92layhJUAbgFQsPH4MZOFmL1WxEzXPHnjg9KKuaJXdsXkMzMpvS2EkIellxIUCCAWmuFiAR9wwsabF5seflN6dHVqakTC4i5I4Fpo8jxH7sLHWtFZRgrW/7MLzAVeDUdUHTDR3KCHXBdI5HG+7V5d31scmGXNy3aU6OqPon?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?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?/BhdCk?+lZPqt/BgIbM6o9KabqUqRJLMRp99zSdStKWyTYAcTYHAPC217OpxjsxKtNcedcdaS0hAuktgqXc?/NsEoUQQTfTwuSBg4zGgQkNyptQlOR2W33HQGUOHQlBJslKLq4DkAScBdP2pbJawtqFS8yR5r+pwiNGZYdW3pSpSlkJQbJKULUFclBJ0k4CZyNn3LueJhZobtRUkNqc3rmlKbANqtzJvZ5s8vDbmCAb9BHnUj1/wCmArJGdsnZ0fIyfW1yUhtR37DbO7ISG7pCgmxIC2wR4ORsUkAy6FJ9KyfVb?+DAb9BHnUj1/wCmGNXgpLLAMl8/rLP7f+cfZh30KT6Vk+q38GGNXhytyxaqSD+ss80t/TH+XASAgi3+8yPX/pjPQR51I9f+mNBCk+lZPqt/BhdCk?+lZPqt/BgN+gjzqR6/9MCmfM35ZyIzEk5kqclhE1wsMkdbUoIUsj7OCTgo6FJ9KyfVb?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?+aPAMdLOeVPqjHFhL+5b+VT80c0fZ+/HTS/5VHqHtxat42s55U+qMDWapuRok?+nIzbJponKK108SWULdBBSFFu4JBupA4eEjBHpf8qj1D24HMynJIqUA5r7jLntBT0HpbCVOpspIJbvxHWKBw8JT4bYAOdzN+j0wiOtbmVy3KWUR1dzGlIWpTmqySEWuVjUftF+eL82StF3JTTrEohtc?+pFOlKbW6c/a3DFDPTP0c46WIzz2z9CHV3jpLEbSpS3NQCPBdTgJAHNSSeYOL52TIkHJbXRn2Utd0KloAbuLdOf?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?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?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?+CbDq?/vwGZ0LK8umvxKu9TFUl1bbLaXeDSk7lNkjrctIP3YiY2R9lTgEKJBoaC4h5BZZGkqQ4lwOI0hfzClTvV5AFVgLnDubkHJk6lOZVr9Pj9x4chpEWOuS42kKDQCUghQJsDwF+HC3IY7N5CyBJqrNdbS29PbvupAqb6l23amyPn8RpKxY8BcnngJvJ9PolNpDMHKQp7FNZSUtIitWbHHjayvHe?+J7RK8u37M/FiGyvR6LQ6XHp2VY0KPT47e7Zajf3aRwvy5nxk8TiYvL8Tf8APAZ0SvLt?+zPxYGMzQYE1UqHmByIuA/HbQ8l9JDagXeCVdbkTYWPA3t4cE15fib/ngczBSafXnJdJzE005AkRW0uoU6ptKxvD1SUkGxNgRyINjcEjADdFyrswiFEagMUdlTzq1p6OSC44pLRUq4XcqIQz1uZsk+HGct5a2XwpoXltNFbefW0sdGJs4tBJaNguxsQopvyKeHzRbrRtnWy6jaWKHHiR1rdW6nc1F4rLpDQUsHWTrIaaurmdPPib4y/s32W0OZvcvxIbLynG3d21PdUFKaKi2SjWQrTqNrg2sn6IsFhJblaR+sN8vJn4sZ0SvLt?+zPxYwkytIsG7W+3CvL8Tf88BC5lYQ40hFSlMpiKakB8qBSA3uzqudXAWvxwFN5I2P0CehtmnZdp8ttbiAWwGnCpTaypJIWCRuw51eQTqsAL4NM0QWqrHTTKq005DmMyGJCCtSAppTZSsEixFwTxBBGBas7MtleY0KfrUWLNRIcKw4upv/PIsShQX1Sb8dNr8L8hgJvJeVcpUVJeyfCpcRA1NqENnSkEhFxYKsCQhs/bwPhuSrRK8u37M/FgcypSstUHpEHK7sVPSnTLebTKU6VLKUpK+sSRcITe1he55kkkV5fib/ngM6JXl2/Zn4sMKw1KUwwDIR/vLPJs/TH+bD68vxN/zwxq6pgZYshs/rTPhP0xgHwRKt/ft+zPxYzoleXb9mfixi8vxN/zwry/E3/PAZ0SvLt?+zPxYFM+ZcyjX2IjWd2aXJZadvHEtFgHClQ6t1cykqFvCCcFV5fib/AJ4G845Sytmw09Ob4MWSYMgSIYceW3od0kXGki5sVcOzACtNyhswo6Xn8qsUNmWmK4WhFPWIDboBsFm?/BTvHjzV4sWclErSPl2+Xkz8WK2jbN9nOW4ipGV6dGYkwYa24yG57ywhAQ7ZIQpZTYB5zwft38WLIQZekXDQNvtwG2iV5dv2Z+LC0SvLt?+zPxYxeX4m/54V5fib/ngM6JXl2/Zn4sCddg5UmZgT3Xk01VUaEayVmzgGpws3Gu9tW+tw42V4sFd5fib/ngZrmVsr1WtJqtWjxjU0BgJWZLjarNqcU1wCgDYuOfvuedsBEsUrK0piC3VFwFTH2IqyhxagVLSEaCQFgEjhbsxFTcl7H6nLUmoQ8vznlFGpL6d6SQlASCCs80oRw8ISnnYWl4uU8p1WLBdqgSqW9Hiuqa6a62SUJTpOhKgOBAF7fZyJBip2ybY5Unt/VKfBlrKkk9IqLzgJQlDYFlLIsA22COR0pvcgYAvynAocREhOW3IaULVd0MgqGr1vtwQ6JXl2/Zn4sQOVqJQqK2+jLW50OK+U0yFvWI4Wuom1vFidvL8Tf88BnRK8u37M/FjzbnzdjOFXC9aldJXe1gOf2nHpG8vxN/zx5sz4b5wq4UTq6U5ew4c8Q2v39uo4fTjj1SntZIzwsdaCujyS/WGFdHkl?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?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?/CrlTmk9KcJGkm3HENr/ABno2jdny449Up7WWM8LHXCB0MeUX6g7cLQx5Vfsx24xZvyw9RWFZvyw9RWOQbNfiR8edBxsxzR6feyEMD/EcP8A4B24GKhs8yhUSUyYihreL5CCpICy6p1ShZQsSpa?/4EjBNZu39+PUOB3MWRqPmR8yp1TqTKiGxZiQ42gbtRUFaRw1cVC/OxNrc8ZGFrqt1TEzsR5J3+2HpRVlwyjz+9d2xmG1Cyq9EYdWW2ZhQgqJUbBpoDiThYzsZjNw8qvQ23nHEMTC0hbitSilLTQFzzJt4TxwsdZ0TnOBtf8AWPjivcBlOFt9UOTdXYS2lHR5atIAumOog?/uNsbd2WPNZnu6+zHJisQUoDXRZ12+qdNOfIuPEQixH2jHTuzC81qH4bI+DFu3jPdljzWZ7uvswKZuyvT83VmlVh?+r5lp5pV/kIYUhmSFLQohxOk3/uwB9ilDw4Ku7MLzWofhsj4MBWeaPX8yV6iT6BmqsUWFCS8ifHbp8z9aQtTZAskJF7JUNXzgFHSQeOAH17FaG7HjMOZ1z4pUNwONO76y1EL1ALIR1kjim3hB48QFYvzZNXGImSmYxg1R0tzqiNYiLVf9df5kDnjzHN2YbW5BgW2x11xbBd6S/0OosF4F5KkDdtkIHUTpVwuDbQUJK0r9J7LM3UyDlBEWRGrTrjc?+ohTqKLLWFnpr5vdLRH7/EbjmDgDnvkj?+jKr7i52YXfJH9GVX3Fzsw07+aL5jXfwKb?+Vhd/NF8xrv4FN/KwDlzMbBQQKXVSf/yLnZgGnZThzm6i29PzcTUJsiYFhpaTHL0UxyluyeCEpVdKTeykg8cF6870ZSClMOupJHAihTeH/pYDWptWTUpUiRmjMTsZ6qOzmkJoE9BaYVH3SY4AbsUpVZf2qGoi5OA7SKTBqlIm5cUrMiUJcCekNMLS+AptP7Wk2I8HDxYiRs3p6WXGxXM9KLrMlgqWFKKUOh3kSjgUF5RSr5wITxOkYxmaHHzZlc5d74c50+dEcYUahT2KvDeccTHSgqcVH0LUCSVaVkgmxIJAOBeXk?/OhcYYibUc39AjSCWGlwa4HmWkqeLSlPBWuQtIeRdLupC9yjWFDAW7lIxcr0aPR0NZhmJjoCA9MjuOOr/7SrccTXfJH9GVX3FzswH7PKqjKuV4lGrcnMNRlsBW9kOU6rSlOKKidRckJW5x8Wqw5CwAGCXv5ovmNd/Apv5WAd98kf0ZVfcXOzA1md1jMgmUkMV2MH4zaS7GjLQ6izuq6SRw5Wv8AzHPE1380XzGu?/gU38rAxnCtIr8KdT6JPr9IlyI7SWZjNGnBxhSXdWsBLYJ5cj1VcUqBBIwEVQsixKAEbmqZ0lLbcW8lclBcKVFLKeAKLabMDq8hrX48Yy1kGBlmUH2qrnKZZxhwJkoUsJ3RUQkEovZWshXHrAC/huKZdyfmSiPN1h/PucplShvvPR2nzmF6G4FJYCUvNOKKVj5N42IIBc6trYd5Wy3mKgZki1KbnzN9SiRSLdIjVxxxY46itpV2F6xZNlIOgDUnrkqwF0JzHHAANMqvLzFzswu?+SP6MqvuLnZhoM8UUC3Qq7+BTfysLv5ovmNd/Apv5WAjc1zolcidynI1ZjplsSI5dZiOIdbC2ynUg24KF7g+A4Esx7P4OZX3ZjtcztCeW6t5K4iFN6CpCkEW0WI0rVYG9sEGcsxR63SpFMo7ldgTZMOWxHlCjTkqYdWypKHBZsG6SQeBvwxX9UoueqvUX6ujaLmSkSHnN6WoVJqy4/90tvRunE6UpGvUNIF1BKlXKU2CysoNR8sMymQjMEsSpBkapMVai2S2hJSmyRZPU1W8aj+4EHfJH9GVX3FzswGbP6q7lijGm16bXqi4mQ642s0mqvqS2oghKnH0rWo6tR52AISkAJAwUd?/NF8xrv4FN/KwDvvkj?+jKr7i52YZVbMkbcsXp1UFpLJ4wnPpj7Mbd/NF8xrv4FN/Kw0qedKO60ylMKtcJDSutRJiQbKB8LXPhywEsMyR7f8ADKr7i52YXfJH9GVX3Fzsw0GeaLb?/AHGu/gU38rC7+aL5jXfwKb?+VgHffJH9GVX3FzsxCZnMfMbLMVceuR221hwlmGsFRF7Akp5cb8PFiQ7+aL5jXfwKb?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?++SP6MqvuLnZgE2ay38oUyVEzBVsy1d1+U6+hTtNqsnQlSr2Cn0LWP+wDoTySAMGHfzRfMa7+BTfysA775I/oyq+4udmPOOfKmy7nCrKDUhF5KzZbCwefhFseg?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?/U9qcNaKrW9rtFmORX3Vdy1VWn7iW3pYCErdRDStHHpB4cRdIJV4HeV6vtHg5jjKzJtYy?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?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?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?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?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?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?+syX4lQXAD8epvuXdTu?+JQi6v29R06rJtzcC22wj5O3CrtOwW0bC66kzC6FNutP7xnQ8GyVaGVJA+cfncQLp1AEj0lsqytl+dk5uXJo6A67PqJUFE6h+uv8Dx8HLHmaT+khRo6YCxk3MTfdAuIbYlVF6PIToeDStTSuICVGyuN+KdAWkOKb9N7J6FBl5MakrfqjZcn1E6e6UlBT+uv8CA5YHx/bfAFneZlj0Q196u3C7zMseiGvvV246d7VO87qv4tK/Mwu9qned1X8WlfmYDk5k3LKUFQpDXAeNXbgDfnwt7UWIuz97eQ5z8NkyN6hDyG4pdS/qQlfUU4N2LAniDa?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?/OB0609bBHUs6Zeyo5DgVZicmM3CiKdfNdktuAurQgKS1q07q6rFeodfSnT1r4gZm2OkxEAuUJxtJdLTbz+bJaWFqujra0oUQlAUA4opASvqDWQSAOtnAgZygSpdYyWilLYkOMobKn?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?+uNVhKcAH7gDwx07lx/LzPe3fixxap8hbaVGpyk3ANkqTYfu6uN+5r/pWX6yfhxbN62NLjgE7+X7278WKkf2/5BZzrOyM2iqyZ8GaunkR529Kn0bu6dKXCocXB4OAFzbiBbPc1/0pL9ZPw4rKVtyyTBzZMyg9UK4KhCmKhEhtktreTu7JBvdN1OADWE2A1GzakLUA9L/Sh2bRXYLaoldSagXUtIel7l0Ft5LSwW1uBYstVjw4EW8drap+dsr5EylCk1gZjX3QlVV1rosl9RUoT3QloISq5cVeyUgXUrhxJ41k9+kns2aTDfYqOYX2J+tLDzcdoBZQ6G7WWQr5yjc2sk2CylS0Bdq0bPmVskZPiScz1+tMMyH6tLadaQgoCUTnrg3TcLINwOZ4248MBZeWYdIzPQoVehza2hqa0l1KHKhIStsnmhaSq6VJNwQeRBGJPvVg?+kav+Jv/ABYZZbTGzHQoNepGYqqYdQYRIZ1Lb1aVC9j1TYjkRfnfEl3EkfWCp+u38GA5d6sH0jV/xJ/4sLvUg?+kKv+JP/Fjr3EkfWCp+u38GF3EkfWCp+u38GAAc8VCNkGnTq2mBmCrNplobcajVZTa0I3IVrOtxIVxFrAk8RgOk7d8kw1MsS4eZmJK5CorjL1UW0EvILwdaQtbgS86ncf3TZUs7xuwOoYM87ZnpuzxKqhXKhmCU3OqTcJsQ1x9SVFkK1K3hQCAE8kkqPIJOHeXMy0HM1aXQ6RVswLWhkPiQQ0WCkoQrgsA8RvAm3jChyF8B22ezaLtBy3GzLT5lTbYlBRQlFbW/YA24qbcKb87i9weB44Ju9WD6Rq/4m/8AFjZvLzjN93Xamm/+dHwY37iSPrBU/Xb+DAcu9WD6Rq/4m/8AFgWziul5MizK7MkVp?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?/ib/AMWGdUyvCQ0wRUKsbyGk8ai8eagPCrEj3EkfWCp+u38GGNWosoMsaa?/UiTJZHFbf0x/kwDkZVg2H+0av+Jv/ABYXerB9I1f8Tf8AiwE5S2hUXOeYV5cpVXzA283FMvePORdC0B0tiwSVKuQErsUiyVo1aVEpB33EkfWCp+u38GA5d6sH0jV/xN/4sB20jMWWtmkOHOrMqtLamOqZQU1R1NlBta?+JUsDkg?+G/88G3cSR9YKn67fwY5ry644dS67UieV9bfwYCoKLtVydnWUaBTBX2pEuC4+3vqoq6QGFL67e8Kh80808igngtJNuoyrCKQe6FX4j0k/8AFhnW8uuN0eYtNcqR0R3CAXEW4JP+XEQ7mmkx8yRsqKrdfM6TIcitkJaDettpp1XWKRw0PJIPh0qA42BAk71YPpGr?/ib/AMWF3qwfSNX/ABN/4sde4kj6wVP12/gwu4kj6wVP12/gwHLvVg?+kav8Aib/xYC81Zhy/ljMUbLUp2urfmLiNtrFUcSkmQp5KQLuAqI3CyQBe1reGxz3EkfWCp+u38GOL+XXHASqu1Ik8OK2/gwFZVHP+VMqPRaZX59QioRDiuOyV1otIQXVobR1C6FBOpYGoDSFEJvqIBgJ+3vI1PbC301YFSy2kqzI2hCiCgGyy?/psAsajeyVdQ2VwwWvZxy9QHINHq9VrbSREiqclhccMNOOFKENkE7y51E6ggosCNWqyTCSttWVIQCdzm5TgcLSWw/TW9SyUlCQtx5KDqStK+CrJBsvQo6cAWbOK1Q9otPlVGnv1dluLJcjG1ZW8FFJt85txQB8aSdSeRAOC/vVg+kav+Jv8AxYG8iV2BnuJIqFLn5ghmM8thSJS4xUoA8FgtFabKtcAkKH7SUnhgp7iSPrBU/Xb+DAcu9WD6Rq/4m/8AFjznnenNs5vq7aZMtQEpabrkLUbDhxJNzj0j3EkfWCp+u38GPN+eobrWb6ug1CQsiUvirTc8fDwxDa?/zlo2jfly49kp3WWcsJG/nQfQUecSPbK7cLoKPOJHtlduF0V3z57+XZhdFd8+e/l2Y4/tVeP7exC7c+Mx0JsEAyJAv/wA5XbgATtYy45Kkx2Gqi8mI4UPOMykuBKQ7uyuyV3IBvfw34ccG9RX3NhOz5E6RumE6lBCQpR424C3HAiNptERJeiuisM7hwocUW2V6E6rayEKUpIIsqxANikEAkJxn4OiblNUzTNfVnGXqe1uJqic970RsTejzsoOzYkhbrMiWXULLhVqBZaNwT4MLG+xd9ErKb0pl1biHphcSorSrgWm?/Cngf4G3iwsdU0TtRgrWXiwusDMRhqOqGGYEothXdqaAoXCQlmyR4hdsn78dOgSvTc71WPy8aMx6ippKhUNAIBCd0k2+zG/Ral6T/APRTi2bxgwJNv+NzvVY/LxXT2ctmtPzFUIj8qRHqUGWtp99VMjpu/Zu/yu5sFEuI+cQSCFfNIUbF6LUTw7p/+inFbJrGxqjZomw2nqDErndBTspSKElLrswaQVlwN9dwlQTquSTdNyQQAh3drWxWWmFPbnPzmZZX0aU3SY7iCd4kKsrc8OusXPIEp1EFSQq+9meWe7GUGJqsxTVINRqDjI6PEWlNpzxSpOpkkG4vz58rcAKDm1v9G+U/EqU5WUZbi1L6LKOXm37qW7dWhwNEArcJUbG6iFK42JHorZRFqj2TW3I1bCWlVColGmOggjpr?/EYAlby1UWUbtnOFVQkEnSlmIBcm5/wfHjbvfqv10q/son5OHPQK16e/0yMLoFa9Pf6ZGAaroNVQkqOdKvw?/5UT8nAjJzjTI7NRfRnytSEUuY/AkliPFc0vsxy+4jgxzShKgf8wKeeDZyDWNCtdesm3H9WRgErE3Z/CRUZdXzHTVpbkuwZ7ppKXrPbgFxDhSg?/4Swk34HUEc+GAY1GvUFihozXWMz1WTSpMlp1p5UOG6lk7kK3qyWSE6QCNQ+wC5PHFKzllRivMZQi5oq9NrDrKnk05UOC08huzjlylLPAFLa1fxHhONqtIyPTsvN1LMElhygRpLIgJTlxUpDCkMjQQyhpRZ0hJFylOki3A8MQ7j2wNymsU11zL7kNg75EJWVEqEWynbuLZ3N2QksO6lKSkJ0HURgLAylKezlRI1fpmbMwNRZaN40H40RCinx23JH88TPe/VfrpV/ZRPycM8sSu7lFizsvV5zoCmwI4XTDH6g4CyHEpUE25cLEWtwxK9ArXp7/TIwDbvfqv10q/son5OBjNwZy9EqFTzHmqprpseIlcpSo0RwBorIOpO5sUi9zw5XwYdArXp7/TIwMZobiQUy52ba6wmmRWGnXlyIKXG0WdulSk2PBKtKtVura?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?/M3/fh53v1X66Vf2UT8nDgQK1b/j3+mRjPQK16e/0yMA2736r9dKv7KJ+TgdzlW2MjMxn65netpTLWW2tDMQkqCSq39z4k/eRgr6BWvT3+mRgS2gtZVjRYn9odVgSGFukRm5lJRKG80KuUo0qsdJUL28NvDbARAzfDr8REam5szC6KhDW60t2JGQ0QYyXkpKiyOJbcSqwubBXiJwZjKMha0yFZoqJd?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?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?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?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?+UqFWKVJyxVqPvqe0ttttsOJTwDKQPmgDkfAMRI2L7PQlTcWhSmW3A+2ptuadBZdDgW0Em4Qn5Z22mxTrJSRwON6hs3oeY6CnKE6JP6DTH2i0UOoCxpZCQCdXiP/0xuzsmosarx65FZnx5UZKkJ3QjoaKVNrQRoBCeTq?/4m/PAFOUqLBytR2KFQqapESIChtJUgFIvy6oA/ja58JJ44mukTPMT7QYg8o5fp2SqLGy/QqNKahxUaUJLiFEnwkkrJuTx?/jib6a/6Mk+s38WAz0iZ5ifaDA5mGkxMyGZRK7TluQ5cdtLjaH9JUkOFVrjjbhx+zBF01/0ZJ9Zv4sDOZqPHzamZQ6lBlpjSI7YcCFthfVd1Ag6uBukWI4jmLHjgIOjbIsk0Fg9yaTJjuB1b6H0yU7xtxQaBUOFtVmG+JBJsbk4zl7ZLkjLM7ptGpD7QQ425uekgoCmyS34NXVKiefHhe4AAZ0DYjlPLYS5S4E9Ell9chl9SmVKaWpLKSU3VwFmEcOXPhxwssbEsp5SqDc?+i06cgsraWhKltKKC3qKbKKtSfnkGxFwbG4JuFnCRLsLQTb/vBhdImeYn2gxgTHwAO5kngPpN/FhdNf9GSfWb?+LAQ2Zo6qq23TZsBSmJbb8dxIe0lSVoKSARxHA88BsHYrs7giPIh0J5t5lbjqZCJQClbxJSpJAGnTpUpIAFkg9WxsQYZnaFYZRS5dOkBiYzIjujU3coW2Um3W8ROAWLsFyfDEdbMSqKVHdeeTvJCHEEupUlXUUspBso2IF78SSRfAFOTsgZUyVILuVsudEVuy1YP3ASUtg8D4w0g/vufCcFvSJnmJ9oMBGRdmeWcgSul0CiS0ubpTOtxxta9JS2CNRWVf4STz5k+PBt01/wBGSfWb?+LAZ6RM8xPtBhjWH5xZY0wrHpTPNY+mMPemv+jJPrN/FhlVprwZYJpskfrLPhb+mP82AfCRMt/uJ9oMLpEzzE+0GMCa/b/hkn1m/iwumv+jJPrN/FgM9ImeYn2gxC5noVOzPHRBrtKLzbat4hBdFtVlJBIPA2uTYgi9sTPTX/Rkn1m/ixCZnoUTNTLMap0uQpDCy4gfJEhelSQoXVwI1XH2gYATY2W5Syyhyr0ikyESIsVxDeuVqSPknEaj4zZxfE8Tq43sm1jofmBIHQTwHlBitGtlWWcsyn8xU2my2XmY7yWmwpoNtpKXrJFjfSN8oAeIJHJIxZSJz2lP+zZHL6TfxYDbpEzzE+0GF0iZ5ifaDGOmv+jJPrN/FhdNf9GSfWb?+LAZ6RM8xPtBgXr2TaHWq0ivT6Q509vo/XQ/p1BhTimwbeAF5f34J+mv8AoyT6zfxYEswZEotczAnNEukSkzUiKCtBaBUI6nVNgnVfgX3PvwEQ7s4ydmXufmCoUqR3QERkB9qWUXshNrp?+abAG1wbBSvpHD6Rs5yRMp0WlP5cDjERyQ9HBkXUhbyVJcUDe97LUAfBhscg06tNwau9HlIlhiItLqAyVJLYQRpUTqCTpFwCAefPEPM2B5OnSFSnYdRDq1IWotuNIuUJQhNglQtwQm55k3N+JuEodj?+U50eHBfizpDVN3fRkOvMq3W7a3KSLo5hFhfnwve9yTOgUhvLVMbpNMpziWG1LX13gpSlLWpa1H96lKNhYC9gALDEZk7K0LJjL8el0+UUPr1qB3Qsf4KH38z4cEfTX/AEZJ9Zv4sBnpEzzE+0GKMzRmdqFmKpxn4bpWiW6TZQsLqJxeXTX/AEZJ9Zv4sebs9qC85VdSmnEFUldxZN+f/axMa16UxWicHTewkxFU1RG/qnsajTWMvYKxFyxlnnlvOe?++N5g96ycZ78I/mD3rJwM3R4lfy7cK6PEr+Xbjnny30zH2qP29qX+UGP6Y9Qm774vNUB7+Ck4Hq/TspZqmCZWaJLfXoQgAO6QkJUSFC3EHiRe?/InHFRHDSlRP7gf8A+WBGTsxy3LWt14TgtxQcKm3A3ZYWFBQ0kWVYBNx4Pt449rGuelLmfdblMdGUUz/L6p0/j54zHoh6N2UzYiMuPMQm3Ussyt0gLVqNktNgccLEdsXjswsqPREBzSzMLaSq1yA00ByOFi/wGkMRiMLbu3JjOYiZVGFxN67ZprqmM5h0ZfXuWwIzvBI8A7cb79fmz33J7casyUBlAKHfmj/DV2Y36U39B32SuzFK2rG/Wf8A5d77k9uKsm7C6bUM5O5wdzDWmXnpS5CmY2hCFIWpCt2pNylVtFtRTqKVKBJFrWmZLZFtDvsldmKxm7JqrNza7mX+0jMUdl6S48qCzvQzu1KSoN2KinhptcJHBR4YCHe/Ryo7zEKM9mvML4hOFxDz?+6U8o7zWkFYtcBN02IsQbkFQSpPo3ZI+5GyU1HTClOJbn1FIX1SVWmv8Sb88ee3tiVYfaiNubWM1KXGcK1O6nUuOjeBSQooUEkBN0kW43vwx6E2TTGouS2oyxKcU3PqKSvcKJV+uv8SQOeAMunO+jpX3J+LC6c76Olfcn4sY7pseQle7r7MLumx5CV7uvswGHJjikFKqfKAI8SfiwAz9nUea7O3tarmmfUHKk4VbnfMrU2hCQ04kgoCN2gpvq+aAdQuCeu1FpTakpZlXI4fq6+zFfVXIdSqiKi0rN9bQioTnZlw08hccKbQhLTakFNkI0AgW4km/EkkOsjJFNrOXF5NqHdNTEIMMtyLth4hDCUBRIsAbeIDEIrYlSEJW2zXsw7hxL7QaeW26G2XQ9bQonVrRv1lLiio3Cb3tidm5WFdoL+XHqzWGXWHGx02OHm3iQyE3JTx8PhJ5YhVbKKmAptraFmYtlLzad4HlKQhYd0kKBBK0F64Uq46iLg6cAdZOpDWU6FFocRmdJbio0JccUVKV9pK3FG/8beIAcMTvTnfR0r7k/FiBybAXlehxaPKm1CorjI0GS+08pxzjzUVXN/44ne6bHkJXu6+zAZ6c76Olfcn4sC+aaY3mludRJiajCbkx2kl6OUJdSA7qulV+qeAsocQeIsRgn7pseQle7r7MDOaYasyomUqNNqNPW9HbAkx2lpdaIcKrpsOB4W8XHkeWAFaBsepWXkIfg1OrqlNPLkMvOhKwhakspvpUs8LMDqghPWNgMLK2x+kZVqLc2HUqu8yy4ytCXdCnE7sqKQHCq4vrIVawUBawurVigbL6hQ0peOd8wTJLT632jIEhbfWSyNKkFXWSN0rhf/EVa18ZyxswnZaqTcw51zDUGmltLCJe/Wo6NXAkqIOrVZV08QBax44C0BNdsLU+Uf4J+LGenO+jpX3J+LGE1JkJALErgPN19mF3TY8hK93X2YCDzU2qrxhS3YkxpEtmRHUtGgKSFtlJIuefHAFE2J0aF0ZxNZzAtyM8+9pdf3rNnUqSQG1rIGkKNlX1FQSpRWRxO82kVmEqlMPzoS5kaTHTJaZWHGStopC08usL3H2jAZXdmVWr0h2avPVfp77jqnQIDbzaEktqRbSoqGkBRsLcDx5gEBM5D2eUTIsxUqkqrEtzdFr9beS6qxS0knUpWo8Wr8TYa1AcLAHPTnfR0r7k/FgbyZSHMrxZEaXUahUS9IU+hbrDpLaSlI0AquSLpJ581HkLDBH3TY8hK93X2YDPTnfR0r7k/FhhWJr+5Y006TfpTPMJ+mP82H3dNjyEr3dfZhlVqmxuWLsyRaSyeMdf0x9mAeic7b/h0r7k/FjPTnfR0r7k/FjAqbHkZXu6+zC7pseQle7r7MBnpzvo6V9yfiwJZ2ybTs5SGJM1NRiPx4zkZC2SlKtDjjSyb6uYLIt+84LO6bHkJXu6+zEFmqnJzGwyy3KqUMsqKwtlt1BJ0KAvptcAqCrHnpwAjTtnMTKsFD0KfWH0wIsltDbqwQtK0KGlQKyCB1Te2oqTe/FQMqxs9Zaza3m4TK1rbeckCHdBYKnANRIUSeQHAEJ6qTpuCTEMZCkUKZIrJzXXZMZqO8lEKQHlpKSh3SFFRINt4Bci/wAmjwglVmJqbGkfISuXm6+zAbdOd9HSvuT8WF0530dK+5PxYx3TY8hK93X2YXdNjyEr3dfZgM9Od9HSvuT8WOT1TUkFPQJGrxHR8WOndNjyEr3dfZgQzDlpVXzCmvs1usREp6KFR20PBtQZU6o9W9gVb2yjbiEJvewwEWrJcesiFWW5k2O+GIi0lLTaikthB0hWoKCCE8QCLmxv4MQ8zYlSJspUxyr1gLcUhSktndIIQhCQAG3EkAhAKiDqKiogpBKTMqypPqSINTh1yfDUliIpKEsvKQnQEFSbAhJSoAg8L8edrgw8zZJVJMgyG8/ZhZKlJUUNiSEAJShNgAu?/HQVK48VKVaw4YA2yVl6PlFiRGi9OlF5zUrUlA024ctXPxnwnxYJenO+jpX3J+LAzkujO5WZfZlVKo1DfLKgp1l5RSPF1io/v428QGCXumx5CV7uvswGenO+jpX3J+LHm3PjmvOFXUW3Ekyl9UgcP549I902PISvd19mPNmepDSs31dZUpN5bhspCgef7sRWvVi5f0fRTbomqdqOHVLT6awWJx1iLeFtzXVnnlTEzOXmQVz9BX3YVz9BX3YzvWvKf?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?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?/DAPWsubSqvIem0/aA1QytwuIYaC5TYBbUnQdSEcElQUCOJIBPzQCE7kPKtQynMMqrZ4zJmD5JTdpqJKhcpa46LaLhSHCLJBsvmbXJz3Wi+Rl+5vfDgZyO3UqNEkN5lraJr65C1srSVqKGilICSSkXOoKPIWCgONtRKO69O84HqnswGvdaL5GX7m98OGNYq0bcsWjyz+tM84jo/aH+XEh3Xp3nA9U9mGNWq1PLLH6wOElk/NP0xgHgq0W39zL9ze+HC7rRfIy?/c3vhxkVenW/3geqezGe69O84HqnswGvdaL5GX7m98OILNUZdfjsswqrVKatlRc1sMSWyo6FBIOi106ikkG9wDyPET/denecD1T2YHs3NyK0ww3Ra8unutqUpTiNQKuooJSbDlqKSfsBtxwAW1k2v0apuVeRn3ME+mR4shsQJKJLiXQpLmgrK73UkKQkHw7vUblRItJFVihCRuZfIf?/JvfDismKNm6nTpEuoZyVJpTLDyBHW6txbqQysJKgUABZUUqJvbqcB1jaz01en6R+sjl9E9mAx3Wi+Rl+5vfDhd1ovkZfub3w427r07zgeqezC7r07zgeqezAa91ovkZfub3w4Dsx0WoVLMSK5T8zViEx?+qBcRLUoNkMqeKyEDq3WHUg8OOhN72FjPuvTvOB6p7MBmZINbnZkbqlJzWYsAGIHIxCrWbU6XCOHErC2wQbfMBvgI5dErE7oVTpeZKhGCY8QoaCJe7SlOjWjQn5NQUAesUk?+AcCcQs7Z5nCVJVIj7T8xxErUj5NlUuyQEoBsVpXxUUqVxBA1kBJ4ESr0DNbwhTqJXmWmUx4hSw664hNk6N4ggIUOKQo6uJv1bAHUIWblLag68Xou0XdJKgdyH1AISAgEBZZVxWUqVfSQnVpsrgoAe5KhS8uxpDVVrVTqi3XNSFOsyXSgfvWCePOw4DwYJO60XyMv3N74cC+RWqrRWJKMzVwTnXHCW1BanNKf3lKeJ52tYcrnBV3Xp3nA9U9mA17rRfIy?/c3vhx5qz48Hs5Vh5CFhJlLtqQoHn4iL49L916d5wPVPZjzZnqTHXnGrupeTpVLXbweHErrdir2EwVNdmjanajdv6J6H1RpvHaCnvjAWu6Vzuyymd3TuD3W8gr1FYXW8LCvVVjrvmvKp?+/C37R/xU/fjnP9a0j+Gn93YyPnI1m/BR+ivtciSP8ACUP/AAnA1X8t1yrylPRMxzacAEbroxWkXCyTrQSUq4G3gv4bjhgpU6ybfKINvtwJ1ChZpeKkwM6GMkrLiCQlVrvrWEkFPEBtQRz5pH23yMPpfHXKp2rWz1xVOfqI/wCRNZLkZTg4/Rc7V97Eg/Gye5Hkuh11uYUqWoEFRDTfHCxrsYDzeU3W5LjbzqZZC1pVwKt03f8A+/8A6YWOiaOxd6rC26qqN+Uc0sSvSmMxdU371vZqq3zGVW6XZmdBDSAZbFwkXBcFx?+/jjfp8Hztj2o7cbsuNpaQCtIIABBNrHG+9a8on78Uj9cenQfPGPap7cVdMp?+2h3N78uDtEpTFAcluBMR1uMtSIxKNOlQaCwqwWOsVWJuSrgBa5dbt/eJ+8Yqmarb65m9/uXKpTVBMx1CEylM3Ee6NC0rQCsG2saVJNjYkkHSkIx?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?+XtgYCJuYK7CkoZeWpyG2qIhTzWljShKgbXvvyFFSb9W4TjbK0ra9HqzLWa6/TpUVK2t46yuOhlQBVveA+U4jToIt1r6gAOsFritUW3Gqwr/APfo7cLu1RPSsL26O3G6arS9IvUYvLyye3Ge6tK9Ixfap7cAP5pqkV+Olqk1yExMUzISw8XUKDTpbIQog3BsbHiCOHLANEj7X0tRTM2o0dwIeeLyUNxkOKbIIausoKTYlJICQbAjUokHB7mmel6OlNHqUVM3cyBHUXElKXS2dBIvYjVbgcV1Gl7aksQ1Sq7SVJ376X0I6Oh8NWIZUTqUjirSVJTxSnUApZtcCbIzWcqXOL2d9psCss7kpDTbcZlGspasrqoCuCg8PnWsU8MG/dqielYXt0duAPZ65n+LPLmfM2UyWyGSNEdLLaC4UtEHgNXBReTz4gJPhtiwO6tK9Ixfap7cBz7tUT0rC9ujtwwrFaom4YtUoa?/1lngHkH9ofbiT7q0r0jF9qntwzqlSpq2mAmfGNpLJNnU8tY+3AOBWqJb?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?+Z2W3Q6tSN4w0pJQX1KSlVkg8GilPA3OnxknBUrT4P5YDpzG0kOK7nS6dpStakKdTcrBkK0pUAOADJR1gb3B4cb49KLNfCKZeN3GWOHdKfNMdr0DsTTJGUXUy1oU+mYoOFPIq3TdzhYzsTXJOT3DOSESOmK3idQPW3Td+WFimw1FUWaYnducv0pcpqxt2aZiYzlcyYkZAsGU/wARjPRo/kUfdjrhY2qdcujR/Io+7C6NH8ij7sdcLAcujR/Io+7GERIyBZLKBf8AyjHbCwHPo7HkUeqMLo7HkUeqMdMLAc+jseRR6owujseRR6ox0wsByTFjpJIZRx59UYz0djyKPVGOmFgOfR2PIo9UYXR2PIo9UY6YWA59HY8ij1RjAixwSd0nj9gx1wsBz6Ox5FHqjC6Ox5FHqjHTCwHPo7HkUeqMLo7HkUeqMdMLAclRY6ubKOH2DGejseRR6ox0wsBz6Ox5FHqjC6Ox5FHqjHTCwHPo7HkUeqMarix1iymU878BjthYDn0djyKPVGF0djyKPVGOmFgOfR2PIo9UYXR2PIo9UY6YWA5Kix1ixZRb/sjGRHYHDco9UY6YWA59HY8ij1RhdHY8ij1RjphYDn0djyKPVGNXI0dSCCyj7sdsaPfM/jgKaznnXOmTZFLRSW6XJp3epOrao7kNSnlqhmGjdhYVYBfSyb6eGjw34RlR2pZ2ZqaqRBrOVJDEWVT25NXZiKcihEpt5woNnLJcaSwlZuo3RIaVwvgsbzjPitsxRAgOdEa6O2txpRXo4Ai+rw6U3twNhjgzmcRonQI+XaI1FKlK3KImlvUq?+o6QbXNzf9+AF9m/6QUrN+YKdSK5Rm6QioJmy0idCfhOiKEsLiHS+lJKlJdWFFIKSpBCSbYvlLMdSQoNIIIvyGKsn5iaqi0OVPLNClqbtoU/D3hTblbUTa1z9+JBO0OspASmJBAAsAG18P8AzYCxOjseRR6oxQmbENpzLUwlHzJLpAAt+2cHH9otb81g+ov4sAVXkrnVCTNdSlLjzy1KCbgC5vwxsdG10270zVHMiNfMJdxmjqaLM5TtRPGY5p6MzDQjyQ+7DWpuKi0+RIYhqfdaaW4hpPNZSCQkfabWxI6E+LGFISUm45Dl48byb1rLdHqhyWnQGKic5qpnzz2KNyztczVWqlTYUiFSkJkpY1La4iQt5ak6WbK626skuFN9IXcgYlpu0LOVPptHnu06A4J8JJfW0g2jvl1KFOHUoaW03/atxPEgBRFsrAbI0jhYG2NClBN9CQeAvbwHGPFXJ4y29WEmqvaotURG7PfPl?/x8vqGGymY3VcsqqbDSktzHkvoStJCglbLSgCPAbHCw/wBnqEpo8gj9qWon1EYWNTfu0Tdq3c7o+icDeowNqna?+zHP7n//Z" width="253px" alt="best crypto signals">Relying on the crypto trading bots and also technique you utilize, you might make money in bull and bearishness alike. 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All these crawlers as I recognize are based on automation of conventional trading techniques. http://gsfangua.top/home.php?mod=space&uid=36928 as an expert and web content manager for Captainaltcoin and also specializes in chart evaluation and blockchain innovation.<div style="text-align:center"> <iframe width="565" height="317" src="https://www.youtube.com/embed/Fo-zvFQmkJs" frameborder="0" alt="best crypto signals" allowfullscreen></iframe></div>Once the settlement is confirmed, the user can now obtain signals every time a new signal is sent. The service covers Binance, Bittrex, and BitMEX signals as well as provides market evaluation as well as news updates. http://default/user/thomastub/ at WhaleTank? are one of the leading crypto signals service providers with a tested record of successful gem picks.We just send crypto signals that have a large opportunity to be successful. We respect consumer contentment and also make certain https://t.me/signalforall that the effectiveness is as high as possible. http://fatredbear.redprism.co.uk/index.php?title=User:RoyceBrisbane0 contains people functioning both in Europe as well as The United States And Canada.<div style="display: flex;justify-content: center;"> <blockquote class="twitter-tweet"> <p lang="en" dir="ltr">RS CRYPTO SIGNAL is one of the best signal platform.... Many people gains to follow this news.. https://t.co/7LACoHVfUf </p>? EbrahiM (@EbrahiM76237656) https://twitter.com/EbrahiM76237656/status/1419825943951020037?ref_src=twsrc%5Etfw </blockquote> <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>You anticipate this news to have no important impact on the rate. Welcome to the fastest, filteringed system, intelligent information feed from throughout the crypto globe - by Blockchain Whispers. When it does, you will locate that your debit/credit card or Paypal account has been charged in complete. As soon as the stop-loss or take-profit rate has been activated-- meaning that the setting has been shut, input the outcomes of the signal on a spread sheet.The Crypto signals this solution supplies on Telegram are restricted to Binance signals, Poloniex, and also Bittrex- the top three crypto exchanges worldwide. https://www.fhwa.dot.gov/reauthorization/reauexit.cfm?link=https://useshort.com/c599044e offer a lot of the market pairs readily available today. By only covering these three, Pro Crypto Signals customers can trade utilizing expert technological analysis. Read on for additional https://t.me/signalforall information concerning forex signals as well as to check out Benzinga's choices for the best free and also low-cost forex signal service providers. Searching for basic devices that help you make informed options is the responsibility of every investor.Free starter plan- one trading crawler, as much as $10k trading volume each month. This post is long and also if you require a quick solution and also suggestion, these 3 trading bots have actually verified to be on top of the game when it pertains to automated trading. Cryptocurrency Signals like never ever prior to from futures as well as spot exchanges. Trade one of the most profitable cryptocurrencies with a clear entrance, leave and also quit loss. Our signals are aquired automaticaly with our exclusive Sublimescanner ® and curated by hand. Utilize our easy AltAlgo? ™ Indication and you will certainly compound & increase your money from anywhere in the world. http://blog11.ir/%d9%85%d8%b4%d8%a7%d9%88%d8%b1%d9%87-%d8%aa%d8%ad%d8%b5%db%8c%d9%84%db%8c-%d8%af%d8%b1-%d9%85%d9%82%d8%a7%d8%b7%d8%b9-%d9%85%d8%ae%d8%aa%d9%84%d9%81/


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