要想炒股赚钱,第一要务就是必须搞懂大盘。a股,对于小散来说没有什么做空机会,因此,只能在大盘的上升或者盘整途中偷鸡一把而已,而万恶的t+1制度啊~~~~~~~这次趁着清明休假的时候终于把设想中的米芳图粗粗地弄了出来,远的不去说了,对照图上标出的红线部分,是不是可以看出一些道道来?特别是3月15日到3月21日这几天的大盘运行,正是落在了这个v字形中才坚持了这么久的时间,由此看来,这个米芳图是不是能解释一些玄而又玄的问题来?
大盘接下来该怎么走?
明天又是个节点日,下面2245点支撑,上面2270点有压力,或许来个高开,然后遇阻回落·········
m=6,1-15;
n=2,1-10;
f=1,1-10;
yb:=sysparam(2);
a:=sysparam(3);
p0:=(a - yb);
s4:=sysparam(4);
s5:=sysparam(5);
hh:=hhvbars(high,(p0 + 1));
ll:=llvbars(low,(p0 + 1));
z:=(barpos = (a - hh[a]));
y:=(barpos = (a - ll[a]));
k:=((s4 - s5) / (a - yb));
黄:=sysparam(3);
金:=((黄 - sysparam(2)) + 1);
分:=hhv(high,金);
割:=llv(low,金);
最高:分[黄],linethick2,colorff;
最低:割[黄],linethick2,colorff00;
分一:(最高- 最高*n*0.01),colorff00ff;
分二:(分一-最高*n*0.01),colorff00ff;
分三:(分二-最高*0.01*n),colorff00ff;
分四:(分三-最高*0.01*n),colorff00ff;
分五:(分四-最高*0.01*n),colorff00ff;
分六:(分五-最高*0.01*n),colorff00ff;
分七:(分六-最高*0.01*n),colorff00ff;
分八:(分七-最高*0.01*n),colorff00ff;
分九:(分八-最高*0.01*n),colorff00ff;
分十:(分九-最高*0.01*n),colorff00ff;
分十一:(分十-最高*0.01*n),colorff00ff;
分十二:(分十一-最高*0.01*n),colorff00ff;
分十三:(分十二-最高*0.01*n),colorff00ff;
分十四:(分十三-最高*0.01*n),colorff00ff;
分十五:(分十四-最高*0.01*n),colorff00ff;
分十六:(分十五-最高*0.01*n),colorff00ff;
分十七:(分十六-最高*0.01*n),colorff00ff;
分十八:(分十七-最高*0.01*n),colorff00ff;
分十九:(分十八-最高*0.01*n),colorff00ff;
diff:=(0 - log(mindiff));
drawtext((barpos = sysparam(2)),最高,('最高' + numtostr(最高,diff))),colorff00;
drawtext((barpos = sysparam(2)),最低,('最低' + numtostr(最低,diff))),colorff00;
t1:=filter(h=sysparam(4),m);vertline(t1),colorffffff;
t2:=ref(t1,m);vertline(t2),colorffffff;
t3:=ref(t2,m);vertline(t3),colorffffff;
t4:=ref(t3,m);vertline(t4),colorffffff;
t5:=ref(t4,m);vertline(t5),colorffffff;
t6:=ref(t5,m);vertline(t6),colorffffff;
t7:=ref(t6,m);vertline(t7),colorffffff;
t8:=ref(t7,m);vertline(t8),colorffffff;
t9:=ref(t8,m);vertline(t9),colorffffff;
t10:=ref(t9,m);vertline(t10),colorffffff;
t11:=ref(t10,m);vertline(t11),colorffffff;
t12:=ref(t11,m);vertline(t12),colorffffff;
t13:=ref(t12,m);vertline(t13),colorffffff;
t14:=ref(t13,m);vertline(t14),colorffffff;
t15:=ref(t14,m);vertline(t15),colorffffff;
t16:=ref(t15,m);vertline(t16),colorffffff;
t17:=ref(t16,m);vertline(t17),colorffffff;
t18:=ref(t17,m);vertline(t18),colorffffff;
t19:=ref(t18,m);vertline(t19),colorffffff;
t20:=ref(t19,m);vertline(t20),colorffffff;
t21:=ref(t20,m);vertline(t21),colorffffff;
t22:=ref(t21,m);vertline(t22),colorffffff;
t23:=ref(t22,m);vertline(t23),colorffffff;
t24:=ref(t23,m);vertline(t24),colorffffff;
t25:=ref(t24,m);vertline(t25),colorffffff;
t26:=ref(t25,m);vertline(t26),colorffffff;
t27:=ref(t26,m);vertline(t27),colorffffff;
t28:=ref(t27,m);vertline(t28),colorffffff;
t29:=ref(t28,m);vertline(t29),colorffffff;
t30:=ref(t29,m);vertline(t30),colorffffff;
t31:=ref(t30,m);vertline(t31),colorffffff;
drawsl(z,high*(1+0.04*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1+0.03*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1+0.02*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1+0.01*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high,(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.01*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.02*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.03*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.04*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.05*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.06*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.07*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.08*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.09*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.1*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.11*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.12*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.13*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.14*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.15*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.16*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.17*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.18*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.19*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.2*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.21*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.22*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.23*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.24*f),(0 - ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.01*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.02*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.03*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.04*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.05*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.06*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.07*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.08*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.09*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.1*f),(0 +((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.11*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.12*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.13*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.14*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.15*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.16*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.17*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.18*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.19*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.2*f),(0 +((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.21*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.22*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.23*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
drawsl(z,high*(1-0.24*f),(0 + ((45 * k) / 60)),0,0),pointdot,colorffff00;
上一指标公式:金刀银枪选股指标选股版下载 通达信源码
下一指标公式:牛股难逃(通达信源码)指标下载 通达信源码
☉ 好公式网发布的指标公式主要用于软件技术面分析,仅供参考,勿用于实际操作,据此操作风险自负!
☉ 解压密码:www.goodgongshi.com 就是好公式网域名,希望大家看清楚,切勿输错。
☉ tnc和tni格式指标公式,仅可以用通达信软件引入使用,例如可以用通达信软件引入使用指标公式;
☉ tne格式指标公式,仅可以用通达信软件公式编辑器5.0版导入,高版本兼容低版本;
☉ fnc格式指标公式,可以用大智慧软件新一代高速行情分析系统股票软件使用,少部分可以用分析家软件引入使用;
☉ alg格式指标公式,仅仅可以用飞狐交易师软件引入使用;exp格式指标公式,仅可以用大智慧经典版软件引入使用;
☉ hxf格式指标公式,仅可以用同花顺软件引入使用。
☉ 如果您发现下载软件链接错误,请联系管理员报告错误。
☉ 好公式网欢迎各位网友帮忙宣传转发本站网址,有您的支持,我们会做得更好!
☉ 本文自制米芳图-能够揭示大盘的运行奥秘指标下载 通达信源码仅供学习研究。