3万3个月目前做到3.6万，韭菜的自我修养
我本职工作跟网络有关，可以间歇性盯盘，所以期货算半全职半兼职了，3个月前3万试水，慢慢到了3.6万，不知能不能做大做强成长为参天大树？开贴记录一下成长过程:victory:
我认为市场上很多理论是错的，包括期货大佬们的观点也不能全信，因为期货大佬的资金体量和小散不一样，他们是站在大资金角度来市场做单，完全跟我们小散不在一个起跑线上，例如付海棠的实地调研看似接地气他也通过此法取得成功了，但是我们小散有时间有资金有精力去调研？而且调研的数据结果准确性有多高？根据这些数据来做单成功率有多高？另辟蹊径通过购买专业网站上的库存等数据就真的可信吗？调研看似接地气但是对我们小散操作起来反而不接地气！
https://tx-free-imgs.acfun.cn/o_1eg63dgkdvhj1gg6vumru41md90.png?imageslim
我认为小散碍于资金和精力，唯一可行的就是看图说话，只看K线图，因为价格包容一切 我不看任何狗P技术指标和成交量，只有纯粹的裸K，裸的彻底，彻底到：我甚至不知道买的乙二醇这个品种是个啥卵子？！话说回来，它是什么卵品种、作用、库存量跟我有毛关系啊，在我眼里它只是一个符号一个代码跟玉米玻璃没区别，我的眼里只有K线，其他一切滚蛋，就这样纯粹和粗暴！https://zhengxin-pub.cdn.bcebos.com/mark/7fbb54f0784cc4944db18f8ad52d7ae4.jpg 而且把简单粗暴做到极致：就死磕一种形态！前期资金量小就只开1手，各位莫笑小散这1手:lol，如果1手都做不好给你100手也是亏货！设置好止损后，到止损位坚决平仓，有利润就死磕到底直到出现危险信号就平仓，一次利润可以覆盖3-5次亏损，实现亏小赢大！这样经过反反复复的多次训练，好像目前要亏钱还挺难！ 倔强韭菜 发表于 2023-1-12 20:20
而且把简单粗暴做到极致：就死磕一种形态！前期资金量小就只开1手，各位莫笑小散这1手，如果1手都做不 ...
小亏大赚能做到不容易 “小亏大赚”几乎所有人都认同，但有10%的人做到就不错了，这是期货稳定盈利的关键，非常考验人的意志力和忍耐力，目前我还是不能做到心如止水，有时一出现亏损会出现懊恼悔恨情绪，没到止损点就想平仓了结；而出现了较多利润时总有一种获利了结的冲动。目前我摸索出一个相对有效的应对措施，就是不要盯盘！！！至少不能时时刻刻盯盘，开仓设好止损后让行情自己跑，然后就去忙自己的工作，偶尔看一下盘面就可以，盯盘因为盘面的起起伏伏太影响人的情绪反而很难做到心如止水，不能心如止水那么小亏大赚更是不可能的！ 今天资金累计到了3.7万，小本金要做大感觉太难了，这个坛子上不能发收益图，论坛也没人气，贴子都没人看，感觉就我一个人在这像祥林嫂一般自言自语:lol 倔强韭菜 发表于 2023-1-13 15:01
今天资金累计到了3.7万，小本金要做大感觉太难了，这个坛子上不能发收益图，论坛也没人气，贴子都没人看， ...
就当写日记，或者小说就行了 期货跟股票比起来，就是一根筋，你越不敢追涨它越涨的欢快，而且上涨不带回调的，例如这次的乙二醇，涨起来就像孙悟空的金箍棒一样戳到天宫上了，乙二醇是捅破电脑屏幕了，非常坚挺，相信这一波没几人能把的住，把的住是二般二，不是一般人:curse: 倔强韭菜 发表于 2023-1-13 15:01
今天资金累计到了3.7万，小本金要做大感觉太难了，这个坛子上不能发收益图，论坛也没人气，贴子都没人看， ...
可以发图片吧？
此刻已经停盘，累计到了3.8万，年前最后几天做的还是提心吊胆，不过我这边是轻仓1-2手的做，再大的波动也不会对本金造成毁灭性的暴击，正是因为轻仓反而发现能拿得住单子，最长的一单我差不多持仓2个月了，最短的一单才持仓1个小时，采用长短线相结合的方式心态反而更稳能拿得住单子https://img1.baidu.com/it/u=2131143233,2928704221&fm=253&fmt=auto&app=138&f=JPEG?w=889&h=500 张瘦身 发表于 2023-1-13 21:52
可以发图片吧？
你怎么可以发图片，我这边只能插入外链图片，不能自己上传图片，我本来还想上传收益图呢;P 关于期货的风险，我这边自己总结了几点，感觉可以应对各种极端行情或黑天鹅：
1、轻仓：例如我本金3万，我只开1-2手，再大的风险不会对账户暴击，也能拿的住盈利的单子，缺点是风险小利润也相应变小
2、多品种：同时开2-3个品种，我以为调单风险大，其实品种越多风险越分散反而能防范单品种黑天鹅，缺点参考第一条
3、分仓：例如以后利润达到3万，提现再开个一个新账户，两个账户互不影响，这样即使一个账户爆仓也不影响另外一个账户
4、长短线相结合：盈利的单子尽量拿住做长线，而把握不大的单子短线快进快出，相结合的方式张弛有度https://img1.baidu.com/it/u=2800864551,2763801256&fm=253&fmt=auto&app=120&f=JPEG?w=500&h=376 加油 849164235 发表于 2023-1-14 11:59
加油
谢谢，一起加油:) 周末复盘，我认为是多余的，过去的盘面包含了当时太多的因素：经济、天气、库存、供需、哪怕是疫情都时时刻刻变化、方方面面影响着K线走势，我们复盘只是看过去的盘面走势但不清楚当时所处的环境，复盘等于是刻舟求剑，用过去的走势推测现在和未来，过去和现在所处的经济环境都不一样怎么可能推测未来？打个比方去年天寒地冻影响了苹果收成导致价格上涨，今年也天寒地冻按道理也应该价格上涨，谁知因为疫情康复要多吃梨导致苹果需求减少，苹果价格反而下降？如果复盘去年盘面今年冬季应该买苹果涨，但是今年的环境和去年不一样了，以上举例的品种只是打个比方请勿对号入座。所以我从来不复盘，但是我周末会花精力总结之前做单的得与失，并且认真做笔记，做单之后一有心得就赶紧记下来！就像现在发帖相当于自己写日记做总结，时时刻刻提升自己的内功更重要！
摸索出帖子“”高级模式“”可以发图片，以下是12号的收益图
今天提现7000元，只要有一定利润就提现出来，不相信什么复利，复着复着可能不仅利润都没本金也没了，单个账户始终保持在3万，如果提出来的总利润达到3万又开新账号，万一第一个账户爆仓了第二个继续战斗，可能很多人觉得这样很傻，但是我认为这样可以在瞬息万变的期市中活的更长，活下来和活的更久是新韭菜的必修课，你认为傻就傻吧 以下是提现过程、账户余额的实拍 倔强韭菜 发表于 2023-1-13 23:09
你怎么可以发图片，我这边只能插入外链图片，不能自己上传图片，我本来还想上传收益图呢 ...
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点这个可以上传图片
倔强韭菜 发表于 2023-1-14 13:13
周末复盘，我认为是多余的，过去的盘面包含了当时太多的因素：经济、天气、库存、供需、哪怕是疫情都时时刻 ...
收益率不错，曲线走的一般
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