Tonyz
发表于 2021-2-1 15:17:53
周日和今天中午做xrp合约,幅度很大非常大每根k线的利润都很多,都想去把握,刷来刷去结果只是赚赚亏亏,赚也只是一点点,不会有进阶的可能。
导致今天做期货也是乱刷,交易习惯的一致性。比如调整没到位,感觉差不多就进,完全是在感觉随意交易,是没有亏,但是阻碍的前进和埋下更大的雷,统计的盈亏比就在那
Tonyz
发表于 2021-2-25 15:24:53
不足会在行情下放大,看到波动就像做和看到美女就想上又什么区别,原始的冲动,也不看看符不符合体系原则
天天说体系,原则,幅度一大就想去反手刷,对了亏错了亏,太本末倒置了
少则得多则惑,看看自己,这么混乱还不惑?
Tonyz
发表于 2021-3-3 15:13:54
206,暂时停下NI,虽然是近期赚钱大头,太容易刷上头了,失去方向,一群人犯错我只是跑得早,不代表交易是对的,下次状态差点死的就是我,这样没有意义也没有结果
Tonyz
发表于 2021-3-3 23:10:28
乱做乱刷,做对的也不坚定早早离场,错了就死拿,盲目茫然。只取一瓢就够了,这也是交易的核心啊,真的是作死啊
Tonyz
发表于 2021-3-4 22:23:20
开盘看了下微博,留下了执念,没有逻辑没有体系死抄镍,本来暂时不做镍了。终于填完镍坑了data:image/png;base64,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**0lboG9miercMarcExzjFdH6z15CfyoPhbNu/J8tg2HT5IjcOu8DA8eNDMkz2Ad63x6rR8o8S09mGx7NPC5MWyOBWf2l5t82XzovXwZ3EiH5L7Z3Ssg+Q18KnkHNYtT231aVxt7f**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**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**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**r9NYgHssaMXG968HjawdyZO2ZO47T4+msd8WJWHXdsX4cJ/qOSu+esA866sI2CZ/Ju/xc01h4tWO+n5oX8fa6nxoP6cHz2uxJJNeIyewXXz6c6/k4HuvjOPUFi2uf51VZ81p3HOfr+hPLs/2bh+P8ajzswdP8zy38lyQzXMa/fsYPcHSIjOb7g2Ecp1/H5/Y5uZuHPXiaw+MpF2TjfM7QsaH5lPOaPeBrPOwvnubQmn1oXL92gOtf1qfgZG5n6JuH/cXTHB5PuSAb5/oh+s5Aesp5vbPHzNoaD/tHn+4ffTrEwHHN7voBos+ts3l480ef4ui/K5FP2dfGiZv4DPmU85rNZpWH/cUz9M/7ecdYPcB5iPzKT8Hpo7/Pu3k4uKzysAfPDxo89sfp77561Yv2bt9PW795+JDBc8elnnG5MhcEv020JWdg45oZnMZx7+GarON8IDk2omdwjtR7au7m4Ti5Kg+3ffF4F5pfEr1go/m23lujddWuEsN1Zv/6Yus1glN5UJuxm65xtTW/ZY/gbNXJxjys5sPDdeDTNezXmK1XH+dzfdZX88C9V+rKjfau8nDb4FFACphtHCyv4bj5PVt9vD7SR4jhAcN6VPtO/whO5UFtxhXFIj+v9fQRnN76EZ9hVJyRHfm1n5fHPtZtrdqot5IH9Fwtbe/R/oGlysOXDB4DrRvK2JqDzbfkKDEYOJCt2nfGRnAqD2obLvN5fsacyeF800dw6tqKrXuI7MjPPTXHYuZjP+uIcw3oq3lA39VS+dD+VR7SgwcHBMkAPJ/G2TZdN9SyEYPUWi07S4wOGrVbPe6IZXFaL+VBbcZjMe/hnBF9BOdI3Si3tzes0zy1LU99sCFbOegDuZoH9F0tmRuvd5WH9OCxpgyCdY0xQM1DTP2RzX7WUacnR4jhYcN6r8cd8R5O23v2YTweZ56P17T0Hs7W2koswqr+d2xey7rhVRt7WM0D+q6W0f6Bo8rD1MHTAq2xyDa/Pth0RvaIsQGTfTL9qjk9nFw34opzoGuu+T0f8ntyBGevVibuYc34NMezzceP4fHyPJyrefAwrPApH9qzysO0wdMDrPGebRvWHCXBsyvErP7aMdwjOJUHtZkHL+b5eE1LH8HZqpONKVa1UUf9PRvrTHIu6xrjNat54N4rdeVDe1d5SA8eA4DHmns6g0ScJUB7Pq7JdXprEI/kKDE8dPAlFNW+05/FGXETYeF88I5cjsHXk1mcvTqZOPAyTvZBRy3YnM8x6Cy9NZ6P15i+kgftvcqeyUN68Kza7N19shekNWR4GN2ND/WyOEdeKqvt5aNnK4YclVmcuu672ZuH40SrPPz4wdMaOPyyzB4+mQOMBkXkB36LRw9ysjKDM1vryXmbh+P0qjz8+MHzKZe/eoCr8T8F52xeNg978DT/w8enXJCNc/aouLf+U87r3l1fq1V52F88zbF1JXqWp3qAs/BEdZ+CM8J/l3/zcDBZ5WH/zOU/f0Jhf0rx1c9xhF+Po8fDU3D29vFufPOwf+Zyc2g85YJsnJ8/dHlYPeW8GPMMvcbD/uJpDq0ZBxXVrB3g+pf1KTgjnu/ybx72F09zeMy/IOO/vM+7/Atwyq/2rQ2t+ThruDxOZ/o2Dx8xeOzviXzmhbn/guA3ibbkOBd9nNHfxWF/1BfnAxnl9f19nP0aMwfCqtqbh+Ocazzc9q9a3oVuvRCj+bZJb03/kteI6dc9L/hXffFk+dA8tUf2amyO5Z88VdZ5WM2Hh2vCp2s8P/ugoxZsk/Bd5Voerv3f4zVbr82BYajxcNvg0Y0oYLZNZ9vWZmzN0Z6+XSPGr/X3362vHI1FNXx/H6fuv2dbH81B78iPeCz7OOO1Yy+LYVSckf2uH5ijOoifch0PZ88x/t5dZ1woH9eaNR6+ZPAYeN1QxtacKwnewdSIydRufem0Yn7tHE7mgHXl1GIcZx39NQf+tszhbNfwzsn3Ke7IftcPvFEdxE+5loezr8/TrLjyce1T4yE9eAwAPwwAfvax7oFXX8tGDJJr9/UaMf26xwXAgIG0daxn6xjKTC5zEOlRHc6Pcvr+HM5+ndwL1MLMMdatN9um4wEu2JDsh6512J89r9c1uT1/0hrjp42ndh/Sg8eaMwjWNcZANQ8x9Uc2+1lHnb6sEdOrq8NF7d76a3wcZ42Pdy//OM7rXvMYoj2qP7Lv8l/3sJaHa/88h++sVf6utWo8TB08LdAai2zz63PdfOsQasRkevCwYT2z9prTxqkctGzUbuVYDHljso1zrFbr3I6YhzPjQw4kcKmtfo2rjXxj4dT7+3hqbrx/7LnGw7TB0wOs8Z5tB6c5ucOsERPVtgGTfaIavn8cZ42P+IX2ceGCQY7jzNVF/Vepe1QbtdUPG1LzRv1Yf8q1PJx9X/mZ7Veerv1qPKQHjwHAY809nUEizhKgPR/X5Dq9NYjHskZMXO968PjagRxZe+aO4/R4OutdcSJWXXesH8eJvqPSuyfsg466sE3CZ/IuP9c0Fl7tmO+n5kW8ve6nxkN68Lw2exLJNWIy+8WXD+d6Po7H+jhOfcHi2ud5Vda81h3H+br+xPJs/+bhOL8aD3vwNP9zC/8lyQyX8a+f8QMcHSKj+f5gGMfp1/G5fU7u5mEPnubweMoF2TifM3RsaD7lvGYP+BoP+4unObRmHxrXrx3g+pf1KTiZ2xn65mF/8TSHx1MuyMa5foi+M5Cecl7v7DGztsbD/tGn+0efDjFwXLO7foDoc+tsHt780ac4+u9K5FP2tXHiJj5DPuW8ZrNZ5WF/8Qz9837eMVYPcB4iv/JTcPro7/NuHg4uqzzswfODBo/9cfq7r171or3b99PWbx4+ZPDccalnXK7MBcFvE23JGdi4Zgancdx7uCbrOB9Ijo3oGZwj9Z6au3k4Tq7Kw21fPN6F5pdEL9hovq331mhdtavEcJ3Zv77Yeo3gVB7UZuyma1xtzW/ZIzhbdbIxD6v58GidbD7Ws0Qtz4cY5Goe0He19PhkDFUebhs8DMZ0Bcw2DpbXcDxarzm8PtJHiOEBw3pU+07/CE7lQW3GFcUiP6/19BGc3voRn2FUnC17JF/rAJf61UbeSh7Qc7X0+FQMVR6+ZPAYeD3QjK05SoJnjxKDgQPp1ZzhG8GpPKht+Mzn+Rl7JofzTR/BqWsrtu7hLlvrAJv61Ubeah7Qd7WM9g8cVR7Sg8cA8IPGJuFnH+seePW1bMQguXZPzxKjg0btXp9341mc1kd5UJuxWMx7OGdEH8E5UjfK7e1N12l+ZCsnqBPlIw65mgf0XS2VD+1f5SE9eKwhg2BdYwxO8xBTf2Szn3XU6ckRYnjYsN7rcUe8h9P2nn0Yj8eZ5+M1Lb2Hs7W2EouwZv2aBxsSmGBDqh825Goe0He1VD60f5WHqYOnBVpjkW1+fXTzLbtHjA2Y7NPq826sh5PrR1xxDnTNNb/nQ35PjuDs1crEPayeD7U01rN1XTZ/NQ/AuVoqH9q/ysO0wdMDrPGebRvWHCXBsyvErP7aMdwjOJUHtZkHL+b5eE1LH8HZqpONKVa1tY7GI3vUr31W86D9V9nKk/at8pAePAYAjzX3dAaJOEuA9nxck+v01iAeyVFieOjgSyiqfac/izPiJsLC+eAduRyDryezOHt1MnHgZZzsg45asDnfYnf50cfkSh6470o94o0xVHlIDx5u9iQ9S0xryPAwmrX3LE59qQyP5wPOagzrVWZx6rrvZm8ejhOt8vDjB09r4PDLMnv4ZA4wGiKRH/gtHj3IycoMzmytJ+dtHo7Tq/Lw4wfPp1z+6gGuxv8UnLN52TzswdP8Dx+fckE2ztmj4t76Tzmve3d9rVblYX/xNMfWlehZnuoBzsIT1X0Kzgj/Xf7Nw8FklYf9M5f//AmF/SnFVz/HEX49jh4PT8HZ28e78c3D/pnLzaHxlAuycX7+0OVh9ZTzYswz9BoP+4unObRmHFRUs3aA61/Wp+CMeL7Lv3nYXzzN4TH/goz/8j7v8i/AKb/atza05uOs4fI4nenbPHzE4LG/J/KZF+b+C4LfJNqS41z0cUZ/F4f9UV+cD2SU1/f3cfZrzBwIq2pvHo5zrvFw279qeRe69UKM5tsmvTX9S14jpl/3vOBf9cWT5UPz1B7Zq7E5ln/yVFnnYTUfHq4JH69hH3Ssgc35Fov8WHfItTy89n6P05Fays11bY2H2waPAlLAbONgeQ3Hze/Z6uP1sV4jJqrX+srRWFTD9/dx6v57tvXRHPSO/IjHso8zXjv2whhGxRnZWT+wZfM1D+uNhVMf29dT1tne4/1jzzUevmTwGPG6oYytObkDrBGTqd360mnF/No5nMwB68qpxTjOOvprDvxtmcPZroFL25eKO7KzfuDK5mse1hsLp97fx1Nz4/1jzzUe0oPHAPDDRMLPPtY98Opr2YhBcu2+XiOmX/cgHgMG0taxnq3z5x43/0fyf/Sj/y2N+WA96pnJidae/rl8nn2u+23FdG+wTfLDNTw/1iFPbfiz53Xm40V9loz3j33U7kN68BiBDIJ1jTHZmoeY+iOb/ayjTl/WiOnV1eGidm/9NT6Os8YHLkxVjuO87jXfO9qj+iP7Lv91D2t5uPbPc/jOWuXvWqvGw9TB0wKtscg2vz7XzbcOoUZMpgcPG9Yza685bZzKQctG7VaOxZA3Jts4x2q1zu2IeTgzPi/HsMEPCbywIdUP+5RreTj79jm7M1f5uNau8TBt8PQAa7xn24Y150qCdyg1YqLaNmCyT1TD94/jrPERv9A+LuV0HGeurvbxcUZ7Vj9sSGCADZn1I++Ua3k4+/o8zYorT9c+NR7Sg8cA4LHmns4gEWcJ0J6Pa3Kd3hrEY1kjJq53PXh87UCOrD1zx3F6PJ31rjgRq6471o/jRN9R6d0T9kFHXdgm4TN5l59rGguvdsz3U/Mi3l73U+MhPXhemz2J5Boxmf3iy4dzPR/HY30cp75gce3zvCprXuuO43xdf2J5tn/zcJxfjYc9eBJ/kqQvSGa4jH/9jB/g6BAZzdd9v3PR/FpPHkLj5/X9OLDzq/GwB09h8My5QLUDnIOlNRCegrO1hztim4fj7tV42INnD57B/62idtHWD8g7hkurxuZhD57m8HjKBdk4nzWcnnJereF5R6zGw/7Rp/tHnw4xcFyzu36A6HPrbB7e/NGnOPrvSuRT9rVx4iY+Qz7lvGazWeVhf/EM/fN+3jFWD3AeIr/yU3D66O/zbh4OLqs87MHzgwaP/XH6u69e9aK92/fT1m8ePmTw3HGpZ1yuzAXBbxNtyRnYuGYGp3Hce7gm6zgfSI6N6BmcI/Wemrt5OE6uysNtXzzeheaXRC/YaL6t99ZoXbWrxHCd2b++2HqN4FQe1Gbspmtcbc1v2SM4W3WyMQ+r+fBwHfh0jednH3TUgm0SPpWredD+q+wWB4ahysNtg0eJUMBsm862rc3YmqM9PXuEGB4wrHt17/aN4FQe1GZsUSzy81pPH8HprR/xGUbFGdnv+oErqoM45Eoe0HO1NC6UD8VQ5eFLBo+B1w1lbM1REjx7lBgMHEiv5gzfCE7lQW3DZz7Pz9gzOZxv+ghOXVuxdQ+R/a4f2KI6iEOu5gF9V0vlQ/tXeUgPHgPADwOAn32se+DV17IRg+TaPT1LjA4atXt93o1ncVof5UFtxmIx7+GcEX0E50jdKLe3N6zTPNiQlmc6bOiQvTqIQ67mAX1XS/AV9a3ykB481phBsK4xBql5iKk/stnPOur05AgxPGxY7/W4I97DaXvPPozH48zz8ZqW3sPZWluJRVjV37IthrhKYOr5kQe5mgf0XS3BS9S3ysPUwdMCrbHINr8+EQmev0eMDZjs49W/y9fDyX0irjgHuuaa3/MhvydHcPZqZeIe1ozPy7F+Pb/G1Qbm1Tyg72oZ7R84qjxMGzw9wBrv2bZRzcHmW7JCzOqvHcM/glN5UJv58GKej9e09BGcrTrZmGJVG3XUDxvS8iKdY5zDfvSBXM0D+q6Wyof2r/KQHjwGAI8193QGiThLgPZ8**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**r9NYgHslRYnjo4Esoqn2nP4sz4ibCwvngHbkcg68nszh7dTJx4GWc7IOOWrA532J3+dHH5EoeuO9KPeKNMVR5SA8ebvYkPUtMa8jwMJq19yxOfakMj+cDzmoM61Vmceq672YTnWpWAAAAp0lEQVRvHo4TrfLw4wdPa+DwyzJ7+GQOMBoikR/4LR49yMnKDM5srSfnbR6O06vy8OMHz6dc/uoBrsb/FJyzedk87MHT/A8fn3JBNs7Zo+Le+k85r3t3fa1W5WF/8TTH1pXoWZ7qAc7CE9V9Cs4I/13+zcPBZJUH+wVE+/82A5uBzcBSBvbgWUr3brYZ2AwYA3vw7HuwGdgMLGdgD57llO+Gm4HNwP8PucDLLycZbjsAAAAASUVORK5CYII=
Tonyz
发表于 2021-3-4 22:26:02
真的不能作死啊,随性交易不会有结果的,一定要有逻辑有依据
Tonyz
发表于 2021-3-4 23:07:42
差点梅开二度,心力交瘁,违背体系真的没赚过钱,怎么就这么贱呢?我想这是目前最大的问题,体系和感知随性交易一起,随性拖累的体系,混乱的执行,结局是赚赚亏亏亏,严格按照体系来没问题的,正向的积累,1块1块的积累,总比+100-100+100-100强
2021w
发表于 2021-3-4 23:12:28
Tonyz
发表于 2021-3-5 15:55:55
三度挖坑,三度填平,看似骚操作,都是无用功,结局等于0,或者是负
Tonyz
发表于 2021-3-11 15:18:22
少则得多则惑,多则亏,多则死