超高质量通达信“黄金甲”主幅图+选股指标一套
满城尽带黄金甲:今天分享一个“黄金甲”模式看下图!data:image/png;base64,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**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**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**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**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**HVQZKh0+RiUPMmRVP**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**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**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**rVbat3IL8mD5zCFyndwuL910llvi2fjQZTLm2fPlkXmXSR+3LF12m4tERty2QuI2mz/Lp8uZfxva4HnE0NtcJ3LbS1OlsR4WAABNbe0778q3rvq+vP7GW9KpY0fbRFwrkFd+6zJTqb2u4EOGz5830p7+z3NP2dNCpRVYfW3Vfb99WK6/6Wbpc3Rvufb7E2XoOZ+3y+O9/OoqmXnLf8v7H3wgs++6Tf7fVy9014i0b9/OnWtc2n3g2uunyb2/eVCO6XO0DDz9FOnYsYO7Nn1/f/F/ZcOHm+Rbl4+VWT+b3uQtZp54+q8y5pIr5MQTjpObp/5IBp1xursm3MpXX5Mf33iLfW8enX+ffHnEl9w1APKlUQOGzZs/tOlpz5693JLsacC**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**vycXbZj5063BABAwBDghwJ+0OAHB/7y4HkNEarMmerq+gAiPlgIns+LkPEVwlswRJnWsvk45tIHE8ys4YKZE/tJFqM91Olz6UwbhCy6TsdaGCG3kS4AABLoe4zXR+5PppLte3XV61L22mp7/qnFz8h9cx+yFdsgvfyKuZ22Dti7r+GI/03ts4MGyrQbr5Pzzj3LTvs4ZeZP7fPy6fkpM39mr9Pb6G01ZCh0+/c3fK33FeDrDwBNjYDBqa6uldqa2KJTTdYEl7smDDZ40GLO64COwXX84m9PT/MmQgsGT4JuCKYk62qR6Eh/zgd59NmBGUWO75uo+r9BHhoX10UiwSCPfS69QkaY6/yeDB5v+sgTzz8n4kwUx0jf491ZAACS+P5/XmFbH/x81t3ykym3yIxbfiE3Tr9V3n1/vXx28EB548235ae33yXX/niq/O6RP8nm//s/+c0D8+3lG6fdYta5WW752X/L0mUvui02LQ07Xl+9xp4/c8ggmXbjD+WCYefKX5/5m31ePj3/12desNfpbfS26t333peP/vmxPQ8AOHQRMDg1KYptnaBn4tiQIUXJY8QQUbAbQmxJNAaDV8LHFYgyyGNi9YMlfiFhg4CN8kF8ABEIX+rHdVBeV4ZF99fPhrF85rXZz1YRtHy6DVRGXP0dOVHHiWikaT0BAIeer40aKTOn/tjuI+isEHfdfb+8894HcvmlY+TWGTfKr2bd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如上图例主图上出现了钻石标注即为买点,按着红线安全区持有,这个指标吗,没有未来函数,我个人认为这个指标含金量相当高,大家可以安装上自行测试,如果认为不错的话可以作为辅助来用!
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