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二日三线量学看盘系统主图十五详解 通达信看盘系统

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  • 公式更新时间:2018-03-19 04:40:46
  • 指标公式标签:二日 看盘 系统
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{公式名称: 二日三线

公式描述: 量学看盘系统主图十五

无参数

公式类型: 技术指标公式-其他类型

画线方法: 主图叠加

公式版本: 0

显示小数: 缺省位数

坐标线位置: 自动

额外y轴分界: 无

参数精灵:无

用法注释:无

公式源码:}

x_1:=if(ref(high,1)=ref(hhv(high,2),1),1,0);

上线:if(x_1=1,ref(high,1),ref(high,2)),nodraw;

x_2:=if(ref(low,1)=ref(llv(low,2),1),1,0);

下线:if(x_2=1,ref(low,1),ref(low,2)),nodraw;

中线:(上线+下线)/2,colormagenta,linethick2;

if(close<中线,中线,drawnull),colorlicyan,linethick2;

下三一:(上线-下线)*0.334+下线,colorgreen;

上三一:(上线-下线)*0.667+下线,colorwhite;

x_3:=(close-ref(close,1))/ref(close,1)*100;

x_4:=namelike(1) or namelike(2) or namelike(3) and x_3>=4.945;

x_5:=namelike(1) or namelike(2) or namelike(3) and x_3<=(-4.945);

涨停价:if(x_4,ref(close,1)*1.05,ref(close,1)*1.1),nodraw,colorred;

跌停价:if(x_5,ref(close,1)*0.95,ref(close,1)*0.9),nodraw,colorgreen;

x_6:=ref(close,1);

x_7:=close=ztprice(ref(close,1),0.1);

stickline(x_7,open,close,2,0),colormagenta;

stickline(x_7,open,close,1,0),colormagenta;

x_8:=close=dtprice(ref(close,1),0.1);

stickline(x_8,open,close,2,0),colorgreen;

stickline(x_8,high,low,0,1),colorgreen;

x_9:=amount/vol/100;

x_10:=close>open and ref(close,1)>x_9 and close>x_9 and close<300;

stickline(x_10,open,close,1,0),colorlicyan;

x_11:=open>close and close<x_9 and x_9>ref(close,1);

stickline(x_11,open,close,1,0),colorred;

x_12:=1;{}

x_13:=close>500;

x_14:=max(close,open);

x_15:=min(close,open);

x_16:=if(x_13,high,x_14);

x_17:=if(x_13,low,x_15);

x_18:=if(close>open,if(x_12=0,low,x_17),if(x_12=0,high,x_16));

x_19:=x_16-(x_16-x_17)/3;

x_20:=x_17+(x_16-x_17)/3;

x_21:=x_17+(x_16-x_17)/2;

x_22:=1+if(x_13,2,4.92)/100;

x_23:=x_16/x_17>=x_22 or close/ref(close,1)>=x_22;

stickline(x_23,x_19,x_19,2,0),colorbrown;

stickline(x_23,x_21,x_21,3,0),colorbrown;

stickline(x_23,x_20,x_20,2,0),colorbrown;

x_24:=1.3;

x_25:=1;

x_26:=0;

x_27:=ma(close,5);

x_28:=ma(close,10);

x_29:=ma(close,20);

x_30:=x_27>ref(x_27,1) and x_28<ref(x_28,1) and x_29<ref(x_29,1);

x_31:=ref(vol,1);

x_32:=ref(vol,2);

x_33:=ref(vol,3);

x_34:=ref(close,1);

x_35:=ref(close,2);

x_36:=ref(close,3);

x_37:=ref(close,4);

x_38:=ref(open,1);

x_39:=ref(open,2);

x_40:=ref(open,3);

x_41:=ref(open,4);

x_42:=close>=x_36 and x_34>=x_36 and x_35>=x_36;

x_43:=low>x_40 and ref(low,1)>x_40 and ref(low,2)>x_40;

x_44:=amount/vol/100;

x_45:=ref(x_44,1);

x_46:=ref(x_44,2);

x_47:=close>=open or (close<open and x_44>x_34);

x_48:=count(x_47,3)>=2;

x_49:=x_36>x_40;

x_50:=x_44>=x_45 or close>x_34 and (x_45>=x_46 or x_34>=x_35);

x_51:=(close+x_34+x_35)/3>x_36;

x_52:=vol>x_31 and x_31>x_32;

x_53:=vol<=x_31 and x_31<=x_32;

x_54:=(vol+x_31+x_32)/3<=x_33 and not(x_52);

x_55:=close/vol;{}

x_56:=x_55>=ref(x_55,1) and ref(x_55,1)>=ref(x_55,2);

x_57:=(close+x_34+x_35)/3/x_36;

x_58:=(vol+x_31+x_32)/3/x_33;

x_59:=x_24*x_57/x_58>1;

x_60:=x_40>x_37 and x_37>x_41;

x_61:=x_49 and x_50 and x_53 and x_42 and x_43 and x_60;

x_62:=backset(x_61,5);

x_63:=filter(x_62,4);

x_64:=x_49 and x_50 and x_53 and x_42 and x_43;

x_65:=backset(x_64,4);

x_66:=filter(x_65,3);

x_67:=x_64 and ref(x_64,1);

x_68:=backset(x_67,4);

x_69:=filter(x_68,3);

x_70:=x_64 and ref(x_64,2);

x_71:=backset(x_70,4);

x_72:=filter(x_71,3);

x_73:=x_64 and ref(x_64,3);

x_74:=backset(x_73,4);

x_75:=filter(x_74,3);

x_76:=x_49 and x_50 and x_54 and not(x_52) and x_42 and x_43 and x_60 and not(x_64) and not(x_61);

x_77:=backset(x_76,5);

x_78:=filter(x_77,4);

x_79:=x_49 and x_50 and x_54 and not(x_52) and x_42 and x_43 and not(x_64) and not(x_61);

x_80:=backset(x_79,4);

x_81:=filter(x_80,3);

x_82:=x_79 and ref(x_79,1);

x_83:=backset(x_82,4);

x_84:=filter(x_83,3);

x_85:=x_79 and ref(x_79,2);

x_86:=backset(x_85,4);

x_87:=filter(x_86,3);

x_88:=x_79 and ref(x_79,3);

x_89:=backset(x_88,4);

x_90:=filter(x_89,3);

x_91:=x_49 and x_51 and x_53 and x_42 and x_43 and x_60 and not(x_64) and not(x_79) and not(x_61) and not(x_76);

x_92:=backset(x_91,5);

x_93:=filter(x_92,4);

x_94:=x_49 and x_51 and x_53 and x_42 and x_43 and not(x_64) and not(x_79) and not(x_61) and not(x_76);

x_95:=backset(x_94,4);

x_96:=filter(x_95,3);

x_97:=x_94 and ref(x_94,1);

x_98:=backset(x_97,4);

x_99:=filter(x_98,3);

x_100:=x_94 and ref(x_94,2);

x_101:=backset(x_100,4);

x_102:=filter(x_101,3);

x_103:=x_94 and ref(x_94,3);

x_104:=backset(x_103,4);

x_105:=filter(x_104,3);

x_106:=x_49 and x_51 and x_54 and x_42 and x_43 and x_60 and not(x_64) and not(x_61) and not(x_79) and not(x_76) and not(x_94) and not(x_91);

x_107:=backset(x_106,5);

x_108:=filter(x_107,4);

x_109:=x_49 and x_51 and x_54 and x_42 and x_43 and not(x_64) and not(x_79) and not(x_94) and not(x_61) and not(x_76) and not(x_91);

x_110:=backset(x_109,4);

x_111:=filter(x_110,3);

x_112:=x_109 and ref(x_109,1);

x_113:=backset(x_112,4);

x_114:=filter(x_113,3);

x_115:=x_109 and ref(x_109,2);

x_116:=backset(x_115,4);

x_117:=filter(x_116,3);

x_118:=x_109 and ref(x_109,3);

x_119:=backset(x_118,4);

x_120:=filter(x_119,3);

x_121:=x_49 and x_51 and x_59 and x_42 and x_43 and x_60 and not(x_64) and not(x_79) and not(x_94) and not(x_109) and not(x_61) and not(x_76) and not(x_91) and not(x_106);

x_122:=backset(x_121,5);

x_123:=filter(x_122,4);

x_124:=x_49 and x_51 and x_59 and x_42 and x_43 and not(x_64) and not(x_79) and not(x_94) and not(x_109) and not(x_61) and not(x_76) and not(x_91) and not(x_106);

x_125:=backset(x_124,4);

x_126:=filter(x_125,3);

x_127:=x_124 and ref(x_124,1);

x_128:=backset(x_127,4);

x_129:=filter(x_128,3);

x_130:=x_124 and ref(x_124,2);

x_131:=backset(x_130,4);

x_132:=filter(x_131,3);

x_133:=x_124 and ref(x_124,3);

x_134:=backset(x_133,4);

x_135:=filter(x_134,3);

x_136:=x_49 and x_51 and x_56 and x_42 and x_43 and x_60 and not(x_64) and not(x_79) and not(x_94) and not(x_109) and not(x_124) and not(x_61) and not(x_76) and not(x_91) and not(x_106) and not(x_121);

x_137:=backset(x_136,5);

x_138:=filter(x_137,4);

x_139:=x_49 and x_51 and x_56 and x_42 and x_43 and not(x_64) and not(x_79) and not(x_94) and not(x_109) and not(x_124) and not(x_61) and not(x_76) and not(x_91) and not(x_106) and not(x_121);

x_140:=backset(x_139,4);

x_141:=filter(x_140,3);

x_142:=x_139 and ref(x_139,1);

x_143:=backset(x_142,4);

x_144:=filter(x_143,3);

x_145:=x_139 and ref(x_139,2);

x_146:=backset(x_145,4);

x_147:=filter(x_146,3);

x_148:=x_139 and ref(x_139,3);

x_149:=backset(x_148,4);

x_150:=filter(x_149,3);

x_151:=x_66 and not(ref(x_66,4)) or (x_69 and not(ref(x_69,4))) or (x_72 and not(ref(x_72,4))) or (x_75 and not(ref(x_75,4)));

x_152:=x_81 and not(ref(x_81,4)) or (x_84 and not(ref(x_84,4))) or (x_87 and not(ref(x_87,4))) or (x_90 and not(ref(x_90,4)));

x_153:=x_96 and not(ref(x_96,4)) or (x_99 and not(ref(x_99,4))) or (x_102 and not(ref(x_102,4))) or (x_105 and not(ref(x_105,4)));

x_154:=x_111 and not(ref(x_111,4)) or (x_114 and not(ref(x_114,4))) or (x_117 and not(ref(x_117,4))) or (x_120 and not(ref(x_120,4)));

x_155:=x_126 and not(ref(x_126,4)) or (x_129 and not(ref(x_129,4))) or (x_132 and not(ref(x_132,4))) or (x_135 and not(ref(x_135,4)));

x_156:=x_141 and not(ref(x_141,4)) or (x_144 and not(ref(x_144,4))) or (x_147 and not(ref(x_147,4))) or (x_150 and not(ref(x_150,4)));

x_157:=x_151 or x_152 or x_153 or x_154 or x_155 or x_156;

stickline(x_157 and not(ref(x_157,4)),open,close,1,0),color0099ff;

x_158:=sumbars(x_157,1);

x_159:=x_63 and not(ref(x_63,5));

x_160:=x_78 and not(ref(x_78,5));

x_161:=x_93 and not(ref(x_93,5));

x_162:=x_108 and not(ref(x_108,5));

x_163:=x_123 and not(ref(x_123,5));

x_164:=x_138 and not(ref(x_138,5));

x_165:=x_159 or x_160 or x_161 or x_162 or x_163 or x_164;

stickline(x_165 and not(ref(x_165,5)),open,close,1,0),colorred;

x_166:=sumbars(x_165,1);{}

x_167:=x_64 or x_79 or x_94 or x_109 or x_124 or x_139 and x_30 and x_26;

x_168:=backset(x_167,4);

x_169:=filter(x_168,3);

stickline(x_169 and not(ref(x_169,4)),open,close,1,0),color0099ff;

x_170:=x_61 or x_76 or x_91 or x_106 or x_121 or x_136 and x_30 and x_26;

x_171:=backset(x_170,5);

x_172:=filter(x_171,5);

stickline(x_172 and not(ref(x_172,4)),open,close,1,0),color0099ff;


二日三线 量学看盘系统主图十五

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