{"image":"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","remarks":"Name%3a%25205646","quality":"2","height":"600","width":"599","version":"1","visionProfile":{"currentProfile":{"visionProfile":"BRILIANCE-MINI","quality":"Standard","AV":"11","TV":"1/60","ISO":"ISO400","WB":"Custom","K":"5200","sharpness":"7","contrast":"0","saturation":"0","colorTone":"0","lightName":"BRILLIENCE-MINI","lightTrackValue":"250,250,250,65,0,0,0,0","stoneType":"V360","crop":"80","pictureStyle":"Auto","colorRGB":"183,176,166","fileSize":"","width":"600","height":"600","R":"0","G":"0","B":"0","tolerance":"0","isFreeze":"False","version":"1","hostName":"DESKTOP-H5KGVVE","machineName":"ColorDiam","machineNumber":"101","cameraAppVersion":"4.0.0.43","ImageQuality":"100","OldRGB":"","NewRGB":"","MinInputLevel":"0","MaxInputLevel":"0","MinOutputLevel":"0","MaxOutputLevel":"0","Gamma":"0","Camera":"CanonEOS6D"},"lockedProfile":{"visionProfile":"BRILIANCE-MINI","quality":"4","AV":"11","TV":"1/60","ISO":"ISO400","WB":"Auto","K":"5200","sharpness":"7","contrast":"0","saturation":"0","colorTone":"0","lightName":"BRILLIENCE-MINI","lightTrackValue":"250,250,250,0,0,0,0,0","stoneType":"V360","crop":"5","pictureStyle":"Auto","colorRGB":"0","fileSize":"","width":"601","height":"410","R":"0","G":"0","B":"0","tolerance":"0","isFreeze":"False","version":"1","hostName":"DESKTOP-H5KGVVE","machineName":"ColorDiam","machineNumber":"101","cameraAppVersion":"4.0.0.43","ImageQuality":"100","OldRGB":"","NewRGB":"","MinInputLevel":"0","MaxInputLevel":"0","MinOutputLevel":"0","MaxOutputLevel":"0","Gamma":"0","Camera":"CanonEOS6D"}},"scramble":"OY4APolU2/6BhtD7FfDu2LIxK/hyIA1Z01cm4l+FFn7TVKm+EnGp+2PSPU52k933EK6jhZyX+hIe845DUEmFsbjGPcDi5Xr5tMui9g+pWjXPw+vicWsEFYAoDRdZdp2Mj7KKBD5v8GKyhCnt5PP3VYVmu+2dXMdscEc+DpLlYtkHmG1lgfpoT/bvs/wAIfqX4+y7SA2DrTkeH17nxl2wHn/NPTg2byladKkByHnKNi8=","softwareVersion":"4.0.0.43","createdDate":"2023-02-11T06:32:58Z","machineKey":"101","ImageQuality":"100","OldRGB":"","NewRGB":"","MinInputLevel":"0","MaxInputLevel":"0","MinOutputLevel":"0","MaxOutputLevel":"0","Gamma":"0","Camera":"CanonEOS6D","StartTime":"06:28:40","StopTime":"06:32:58","TotalTime":"00:04:18"}