¹¤¾ßÏä¿ÉÒÔÈÃÄã´¦Àí×ÊÁÏ£¬»æÖÆͼÐΣ¬ÏÔʾָ±ê£¬ÉõÖÁÈÃÄã²âÊÔ½»Ò×ϵͳ¡£¶ÔÓÚÑ¡ÔñȨ½»Ò×ÕßÀ´Ëµ£¬ÆäÖл¹°üÀ¨Ñ¡ÔñȨµÄ¶©¼ÛÄ£ÐÍ£¬Ò»Ì×ÀíÏëµÄ¹¤¾ßÏ䣬¿ÉÒÔÈÃÄã¸ù¾ÝÐèÒª½øÐе÷Õû£¬¾ÍÏñµ÷ÕûÆû³µ×ùλµÄ¸ß¶ÈÒ»Ñù¡£
ºÚºÐ×ÓÖеÄÄÚÈÝÍêÈ«Ãضø²»Ðû¡£ÄãÊäÈë×ÊÁÏ£¬Ëü¾Í¸æËßÄãʲôʱºòÂò½øÓëÂô³ö¡£¾ÍÏñħ·¨Ò»Ñù¡ª¡ªËüÌṩһÌײ»Ðè˼¿¼µÄ׬Ǯ·½·¨¡£Ò»°ãÀ´Ëµ£¬ºÚºÐ×Ó¶¼Óоø¼ÑµÄÀúÊ· ¼¨Ð§¼Ç¼£¬ÕâÊǵ±È»µÄÏÖÏó£¬ÒòΪËüÃǶ¼ÊǸù¾ÝÀúÊ·×ÊÁϽøÐÐ×î¼Ñ»¯Ì×ÈëµÄ½á¹û£¬Êг¡²»¶Ï±ä»¯£¬ºÚºÐ×ÓÒ²²»¶Ï±»ÌÔÌ£¬µ«ÐÂÒ»´úµÄ½»Ò×Õß½«¼ÌÐø¹ºÂòеĺںÐ×Ó¡£
»ÒºÐ×ÓÊǽéÓÚ¹¤¾ßÏäÓëºÚºÐ×ÓÖ®¼ä£¬Í¨³£ÊÇÓÉÊг¡ÖÐijЩÖøÃûµÄר¼ÒËù·¢Õ¹¡£ËüÃǹ«¿ªÏµÍ³ÖеÄÑ¡Ôñ½á¹¹£¬Ê¹ÓÃÕß¿ÉÒÔ×ÔÐÐÉ趨²ÎÊý¡£
Íâ»ã½»Ò׸ü²àÖØÓÚ¼¼Êõ·ÖÎö£¬Ó¦Ô˶øÉúµÄ¼¼Êõ·ÖÎö¹¤¾ßÖÖÀàÆĶࡣ
1¡¢KÏߣ¨µ¥¸ùKÏߺÍ×éºÏKÏߣ©£º¶à¿ÕË«·½Õù¶áµÄ½á¹û£¬×î±¾ÖʵĶ«Î÷£¬ÓúÃËü£¬ÖÕÉúÊÜÓã»Á½¸úKÏß±íʾÇ÷ÊÆ£»µäÐÍ·´×ªKÏߵĶ¨Ò壬ʶ±ðÓÈΪÖØÒª£»²»Í¬Î»Öã¬Æ京Ò岻ͬ£»Óëʱ¼äÖ®´°ÅäºÏ£¬Ð§¹û½Ï¼Ñ¡£
2¡¢Ê±¼äÖ®´°£º²¢²»±íʾ·´×ª£¬Ò²¿ÉÄÜÊÇÔÓÐÇ÷ÊƵļÌÐø»ò¼ÓËÙ£»Ö»Óй²ÕñµÄʱ¼äÖ®´°£¬·¢Éú·´×ªµÄ¿ÉÄÜÐԺܴó£»ÓÐ Fibonacci£¬Gann£¬Ichimoku£»IchimokuºÜ׼ȷ¡£
3¡¢¾ùÏߣºÇ÷ÊÆÖ¸±ê£¬ÓúÃËü£¬×㹻׬Ǯ¡£Á˽âËüµÄÓÅȱµãºÍÓ¦Óó¡ºÏ£¬ÓÈÆäÖØÒª£¬³£¼û²ÎÊýÓÐ5£¬10£¬20£¬30£¬50£¬60£¬90£¬100£¬200£¬250¡£
4¡¢Ç÷ÊÆÏߺÍͨµÀ£ºÓúÃËü£¬ÊÜÒæÎÞÏÞ¡£
5¡¢»Æ½ð·Ö¸î£ºÇ÷ÊƵķÖË®Á룬µÍ·çÏÕµÄÂòÂôµã¡£
6¡¢Boll£ºÇ÷ÊÆÖ¸±ê¡£ÓÃËüÀ´È·¶¨ÂòÂôµã£¬Ì«ÉñÆæÁË£»»¹¾ßÓв¨ÀË·ÖÎöͬÑùµÄÔ¤²âЧ¹û¡£²»Í¬Ê±ÆÚ£¬²ÎÊýµÄÑ¡ÔñºÍÓ¦Óã¬ÓÈΪÖØÒª¡£³£ÓòÎÊýÓУ¨10£¬1¡£9£©£¬£¨20£¬2£©£¬£¨21£¬2£©£¬£¨26£¬2£©µÈ¡£
7¡¢²¨ÀËÀíÂÛ£º¾ßÓкÜÇ¿µÄÇ°Õ°ÐÔ£¬Ç§ÈËǧÀË£¬ÒªÓкܺõÄÎòÐÔ¡£¹Ø¼üÊÇÈçºÎÔËÓÃÉñÆæµÄÎåÁ£×Óµ¯ºÍ·çÏÕÖ¸±êÀ´Ïû³ýËüµÄ²»È·¶¨ÐÔ¡£
8¡¢Ò»Ä¿¾ùºâ±í£ººÃ¶«Î÷£¬¼òµ¥Ò×ѧ£¬ÒªÓúÃËü£¬²»ÊÇÒ»¼þÒ×Ê¡£ËüÊÇʱ¼ä¡¢²¨¶¯¡¢¿Õ¼äºÍKÏßµÄ×éºÏ£¬ÊDz¨ÀËÀíÂÛµÄÓ¦Óú͸ÄÁ¼£»Í¬ÑùÒªÕÆÎÕËüµÄÓÅȱµã£¬Ó¦Óó¡ºÏ¡£
9¡¢½¶÷ÀíÂÛ£ºÌ«Éî°Â£¬Ã»ÓÐÀÏʦָµ¼£¬Ö»ÄÜѧµ½Æ¤Ã«¡£24Ìõ¹æÔò£¬12ÌõÂòÂô·¨Ôò£¬»Ø³·Î»£¬½Ç¶ÈÏßµÈÖµµÃºÜºÃµÄѧϰºÍÓ¦Óá£
10¡¢Ö¸±ê£¨MACD£¬RSI£¬KD£©£ºÕÆÎÕÆäÓÅȱµã£¬²ÎÊýµÄÑ¡Ôñ£¬Ó¦Óó¡ºÏ£¬ÏÔµÃÓÈÆäÖØÒª£¬·ñÔòÖ»ÄÜÓаٺ¦¶øÎÞÒ»Àû¡£
11¡¢½»Ò×ϵͳ£ºÓкܶ࣬ÈçÇ÷ÊƸú×Ùϵͳ£¬·´Ç÷ÊƸú×Ùϵͳ£¬ÐÎ̬ϵͳµÈ£¬°´ËüÃÇÀ´Öƶ¨µÄϵͳºÜ¶à¡£